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+---
+title: "**Documentation Parsimonious Land Use Model (PLUM)**"
+author: "Juliette Maire (<ins>Juliette.Maire@ed.ac.uk</ins>)"
+date: "22/07/2020"
+output:
+ html_document:
+ toc: true
+ toc_float: true
+ #number_sections: true
+ theme: cosmo
+ highlight: tango
+---
+
+```{r setup, include=FALSE}
+knitr::opts_chunk$set(echo = TRUE)
+require(knitr)
+require(kableExtra)
+require(gifski)
+require(raster)
+require(data.table)
+require(tidyverse)
+```
+
+# **OVERVIEW**
+PLUM is a global-scale, socio-economic model of agricultural land use change. It is designed to allow efficient and powerful simulation of key processes in the land system for both human activity and the biophysical environment.
+The concept of the model is based on the understanding that changes in land use occur based on changes in demand for agricultural products and changes in the productivity of the land. The model implements crucial socio-economic drivers such as population, income level, consumption, diet, technological change, trade, food production and climate changes influencing crop yield through for instance increase of CO~2~ fertilisation and water availability.
+PLUMv2 was developed to inform policy making about interaction between policy measures and individual response to climate change within various global economy scenarios.
+
+PLUM was developed by Kerstin Engström team and collaborators in 2016. It is open-source (except GAMS license) and mainly implemented in java and the post processing is usually implemented in the R software.
+```{r, animation.hook='gifski', width = 2000, height = 1600, delay = 0.1, progress = TRUE, loop = FALSE, echo=FALSE, message=FALSE, warning = FALSE}
+output_path<-"C:/Users/jmaire/Development/plumv2/output/Baseline_test/"
+ for (i in 2011:2012){
+ test<-fread((paste0(output_path,i,"/LandCoverFract.txt")))
+ test<-test %>%
+ select(Lon,Lat, CROPLAND)
+ coordinates(test)=~Lon+Lat
+ proj4string(test)=CRS("+init=epsg:4326") # set it to lat-long
+ test = spTransform(test,CRS('+proj=longlat +ellps=WGS84 +datum=WGS84 +no_defs'))
+ gridded(test) = TRUE
+ r = raster(test)
+ projection(r) = CRS('+proj=longlat +ellps=WGS84 +datum=WGS84 +no_defs')
+ plot(r, legend=TRUE, main = paste("Cropland cover fraction, Year", i),axes=FALSE)}
+```
+
+## WHAT IS PLUM? {#WHAT}
+PLUM is an ecological-environmental socio-economic model framework that simulates the environmental consequences of human activities and agricultural trades. It represents interactions between land use and policy measures to assess sustainability issues such as climate change, biodiversity and human diet over this century. The objective of PLUM is to explore the long-term dynamics and impacts of global changes and trades on the food system and the environment.
+The Lund–Potsdam–Jena General Ecosystem Simulator (LPJ-GUESS; [Smith, Warlind, et al., 2014](https://10.5194/bg-11-6131-2014)) global vegetation model was coupled to PLUMv2, a new and reconceptualised version of the Parsimonious Land Use Model ([Engström et al., 2016](https://10.1016/j.envsoft.2015.10.015)).
+
+<center>
+{width=500px} </center>
+
+For the purpose of popularization of the model concept, the model has been divided into four components:
+
+* [The climate system](#CLIMATE)
+* [The vegetation system](#VEGETATION)
+* [The land management system](#LANDUSE)
+* The market system including:
+ + [International and domestic market](#MARKET)
+ + [Diet, nutrition and consumption](#DIET)
+
+## DOCUMENTATION {#DOCUMENTATION}
+### *Repository*
+
+* [PLUM model repository](https://git.ecdf.ed.ac.uk/lul/plumv2)
+* [RCP Database](http://tntcat.iiasa.ac.at/RcpDb/dsd?Action=htmlpage&page=welcome)
+* [SSP website](https://www.camecon.com/uk-socioeconomic-scenarios/)
+
+### *Documents*
+
+* [RUGs research project](https://www.rugs-project.uk/)
+* [LPJ-GUESS model home page](http://iis4.nateko.lu.se/lpj-guess/)
+
+### *Publications*
+
+* [Henry R, Alexander P, Rabin S, Anthoni P, Rounsevell MDA, Arneth A. (2019) *The role of global dietary transitions for safeguarding biodiversity*. Global Environmental Change Vol. 58, 101956.](https://doi.org/10.1016/j.gloenvcha.2019.101956)
+* [Henry RC, Engström K, Olin S, Alexander P, Arneth A, Rounsevell MDA. (2018) *Food supply and bioenergy production within the global cropland planetary boundary*. Plos ONE 13(3), e0194695.](https://10.1371/journal.pone.0194695)
+* [Alexander P, Rabin S, Anthoni P, Henry RC, Pugh TAM, Rounsevell MDA, Arneth A. (2018) *Adaptation of global land use and management intensity to changes in climate and atmospheric carbon dioxide*. Global Change Biology.](https://10.1111/gcb.14110)
+* [Engstrom, Kerstin.(2016) *Pathways to future cropland: Assessing uncertainties in socio-economic processes by applying a global land-use model*. Lund University, 2016.](http://lup.lub.lu.se/record/90858484-ab7d-4c27-9fe9-4ac36e095d78)
+* [Prestele R, Alexander P, Rounsevell MDA, Arneth A, Calvin K, Doelman J, Eitelberg DA, Engström K, Fujimori S, Hasegawa T, Havlik P, Humpenöder F, Jain AK, Krisztin T, Kyle P, Meiyappan P, Popp A, Sands RD, Schaldach R, Schüngel J, Stehfest E, Tabeau A, Van Meijl H, Van Vliet J, Verburg PH. (2016) *Hotspots of uncertainty in land-use and land-cover change projections: a global-scale model comparison Global Change Biology*. Global Change Biology.](https://10.1111/gcb.13337)
+* [Engström K, Rounsevell MDA, Murray-Rust D,Hardacre C, Alexander P, Cui X,Palmer, Paul I, Arneth A. (2016) *Applying Occam's razor to global agricultural land use change*. Environmental Modelling and Software](https://10.1016/j.envsoft.2015.10.015)
+* [Rounsevell MDA, Arneth A, Alexander P, Brown DG, De Noblet-Ducoudré N, Ellis E, Finnigan J, Galvin K, Grigg N, Harman I, Lennox J, Magliocca N, Parker D, O’Neill BC, Verburg PH, Young O. (2014) *Towards decision-based global land use models for improved understanding of the Earth system* Earth System](https://doiorg/105194/esd-5-117-2014)
+
+## AVAILABILITY OF MODELS {#AVAILIBILITY}
+Most of the components of the models are available for download but LPJ-GUESS output has to be downloaded separately and the model requires a licensed software (GAMS).
+
+## FUTURE DEVELOPMENT {#DEV}
++ To couple the [CRAFTY](https://landchange.imk-ifu.kit.edu/CRAFTY) model with PLUMv2 to investigate the role of land owner management decisions to land use changes.
+
+## FAQ {#FAQ}
+**Is there source code available for download?**
+
+Source code is normally made available on request. Conditions apply in the case of model versions still under active development. See [contacts](#CONTACTS).
+
+**Is there a simple demo version I can try out?**
+
+Not yet
+
+**What language is the source code written in?**
+
+Java and GAMS
+
+**Will it compile/run on Windows? Linux? Mac?**
+
+The software is designed to be portable and has been compiled and run on a variety of Linux/Unix systems as well as Windows PCs and Macs.
+
+**How long will a simulation take to run?**
+
+A global run at half-degree resolution with a time step of 1 year for up to 2100 might take around 10 hours on a modern (2020) state-of-the-art PC. If you are planning to do global runs you may need to consider going to an HPC platform (supercomputer cluster).
+
+## CONTACTS {#CONTACTS}
+For general enquiries and request: [Peter Alexander](https://www.ed.ac.uk/profile/peter-alexander)
+
+# **FRAMEWORK DESCRIPTION**
+
+## BACKGROUND
+The PLUM framework addresses a set of global socio-economic and environmental challenges such as climate change, land-use change, biodiversity loss, modified nutrient cycles, and water scarcity. These highly complex and diverse challenges are characterised by long-term dynamics and are often emerging from global issues linked to human activities.
+The agricultural sector uses 38 % of all terrestrial land (ice and desert-free, [FAOSTAT, 2020](http://www.fao.org/faostat/en/)) and provides the global population with food, fuel and fibre. In the wake of rapid population growth ([UN, 2020](https://www.un.org/en/)), increasing consumption per capita, and increasing demand for livestock products in countries with growing economies, total food demand is projected to rise by 52–116 % by 2100 from 2005 levels ([Popp et al., 2017](https://doi.org/10.1016/j.gloenvcha.2016.10.002)).
+
+### *Land use and model changes*
+Over the last decades, the number of publications and models related to land-use change modelling has continued to increase. Several alternative paradigms for modelling land use change processes were developed. According to [Verburg et al. (2019)](https://10.1016/j.cosust.2019.05.002) study, publications in this period indicate three trends:
+1. The frequent application of easily available land use models in case-studies aimed at informing spatial planning
+2. The incremental improvement of existing models and modelling concepts
+3. The development of agent-based models for specific case-studies
+
+### *Objective and scope of PLUMv2*
+PLUMv2 is a novel land use model that uses more detailed biophysically derived yield data and responses to inputs, with greater spatial specificity than previously possible. A further novel aspect of this model is that PLUMv2 does not assume market equilibrium, commodity prices are adjusted to account for over- or undersupply, while trade mechanisms also allow for representation of international tariffs and transport costs. This offers a more accurate representa- tion of the trade-offs, responses and cross-scale interactions that are likely to be important in determining the system dynamics as a whole [(Rounsevell et al., 2014)](https://doi.org/10.5194/ esd-5-117-2014).
+PLUMv2 has been mainly implemented to investigate (see the [publication list](##DOCUMENTATION) for more details):
+
+* The potential for adaptation to climate change within the agricultural system
+* The impacts of climate change on the food system and the impacts of the land use change on climate change magnitude and resulting impacts on ecosystem services
+* The development of probabilistic land-use futures and assess climate or socio-economic scenarios
+* The importance of scenario parameters (such as rate of consumption increase and technological change) for land-use change
+* The resilience of the food system
+* The interaction between adaptation and mitigation strategies
+
+### *Model history*
+
+PLUMv1 also called PLUM is fully dissociated from PLUMv2 where only few concepts have been transferred to the two models. PLUMv2 was first implemented by Kerstin Engström team and collaborators in 2016 ([Engström et al., 2016](https://10.1016/j.envsoft.2015.10.015)).
+
+### *Baseline scenarios* {#BASELINE}
+PLUM model integrates and interacts with two mains based scenario types:
+
+* Representative Concentration Pathways (RCPs) [(van Vuuren et al., 2011)](https://doi.org/ 10.1007/s10584-011-0148-z)
+* Shared Socio-economic Pathways (SSPs) [(Kriegler et al., 2012](https://doi.org/10.1016/j.gloenvcha.2012.05.005); [O’Neill et al., 2015](https://doi.org/10.1016/j.gloenvcha.2015.01.004))
+
+RCPs simulate the greenhouse gas atmospheric concentrations and their relating radiative forcing, while SSPs projections are focused on socio-economic parameters by country such as Gross Domestic Product (GDP) and population. Future population growth and economic development input into the PLUMv2 model are derived from the SSPs which cover a wide range of possible storylines for the future evolution of the climate and society.
+
+* SSP1 characterises a world shifting to a more sustainable pathway, with low population growth and strong techno- logical and economic developments.
+* SSP2 a “middle-of-the-road†pathway intermediate between the other four SSPs.
+* SSP3 describes a path- way with strong population growth and intensive resource usage, low technological development, and lessening glob- alization.
+* SSP4 is a pathway of inequality with the potential for competition over resources and resource intensification.
+* SSP5 is a pathway dependent on fossil fuels with low population growth, strong globalization, and high economic and technological growth.
+
+SSPs are paired with RCPs based on what sort of climate change could be expected under each SSP’s storyline: SSP1 with RCP4.5, SSP2 with RCP7.0, SSP3 and 4 with RCP6.0, and SSP5 with RCP8.5. RCP numbering refers to each scenario’s average global radiative forcing (Wm^−2^) predicted for 2100.
+
+The model also integrated the results of a dynamic vegetation model LPJ-GUESS (see [LPJ-GUESS](#LPJ-GUESS) for more details). Moreover, PLUM when used to assess impacts of shocks on the food system, was parameterized using historical data [(Hamilton et al., 2020](https://10.1016/j.futures.2020.102601), [Cottrell et al., 2019).](https://doi.org/10.1038/s41893-018-0210-1) Finally, the model run is based on a series of exogenous input based on 2010 historical data (see [State of the world in 2010](#BASELINE2010) for more details).
+
+### *PLUMv2 in comparison with other models* {#COMPARISON}
+A benchmark study was conducted between PLUMv2 and other Integrated Assessment Models (IAMs) [(Prestele et al., 2016)](https://10.1111/gcb.13337). This study compared the predictions from 11 models (see [Glossary](#OTHERMODELS) for more details): **AIM, FARM, GCAM, MAGNET, PLUM, CAPS, CLUMondo, GLOBIOM, IMAGE, LandSHIFT, and MAgPIE**. It showed that an important source of uncertainty originated from the difference of input data and a discordance between model on land-use and land-cover type definition.
+
+### *Geographic detail*
+PLUMv2 can distinguish itself from other Integrated Assessment Models (IAMs) by the fine and disaggregated spatial scale used for the simulations. For more detail see [Spatial resolution](#SPATIAL).
+
+### *State of the world in 2010* {#BASELINE2010}
+To apply PLUM, all model settings are adjusted so that the model reproduces the state-of-the-world in 2010. The model calculates the state in 2010 over the period starting in 1970, using exogenous data to calibrate internal parameters.
+Historical crop distributions are sourced from the MIRCA2000 dataset ([Portmann et al., 2010](https://doi.org/10.1029/2008GB003435, 2010)) and are held constant throughout the historical period. Demand data from 1961 to 2010 [FAOSTAT, 2020](http://www.fao.org/faostat/en/)) is used to derive the demand relationships. Historical nitrogen use is estimated from the world inorganic fertiliser use [(IFA, 2017)](https://www.fertilizer.org/?) plus nitrogen applied to cropland from manure. A time series of historical manure nitrogen rate applied to cropland is determined by scaling the data of 2000 ([Bouwman, Boumans, & Batjes, 2002](https://doi.org/10.1029/2001GB00812)) by the livestock production index [FAOSTAT, 2020](http://www.fao.org/faostat/en/)) Historical irrigation water extracted is estimated from global irrigation water extraction of 2010, scaled by the irrigated cropland area [FAOSTAT, 2020](http://www.fao.org/faostat/en/)) for other years.
+
+For the input parameters for LPJ-GUESS runs, the historical land use areas (cropland and pasture fractions), irrigation, and synthetic nitrogen fertiliser application levels are sourced from the LUH2 dataset ([Hurtt et al., 2020](https://doi.org/10.5194/gmd-2019-360)). Historical manure application rates (simplified upon import to LPJ-GUESS as pure nitrogen addition) come from [Zhang et al. (2017)](https://doi.org/10.5194/essd-9-667-2017).
+
+A calibration run is essential to the well fonctionnement of PLUMv2. This initialisation is conducted based on the historical data described above for 2010 to obtain land uses, including intensities, that generate the observed country-level commodity production and are close to the LUH2 land covers, in the initialisation year. Intensity data (i.e. for fertiliser, irrigation or management input levels), is not provided to the initialisation process. The initialisation process is repeated using the resulting data until a stable solution is reached to ensure that modelled land use changes occur only because of future scenario shifts.
+
+## MODEL IMPLEMENTATION {#GAMS}
+
+PLUMv2 is implemented in Java and [GAMS](https://www.gams.com/latest/docs/UG_Introduction.html) language. GAMS is used as an optimiser for solving the complex underlying equations of the model. For each timestep, GAMS is called to optimise the land use of each country depending mainly on:
+
+* Crop parameters (yield, fertiliser and irrigation level, waste)
+* Cost parameters (commodity price, fertiliser and irrigation cost, production cost, conversion cost)
+* Meat and dairy parameters (prices, meat efficiency, feed availability and price,
+* Economic parameters (demand, import, export and subsidies)
+
+The demand is also recalculated in a dynamic way using GAMS tosolve the equations between the domestic prices of commodities, the level of gross domestic product (subsidence and discretionary income) and the population. The elastic demand is included in the decision to change or not the land use or its intensity of management.
+
+
+## PLUMv2 INPUTS {.tabset .tabset-fade .tabset-pills #INPUTS}
+
+A series of parameters are set prior to the run into the Config files such as: time step, which RPC scenario to use and year to end projection. Also, a series of input data is exogenous supplied on an annual basi such as population, GDP, consumption by commodities, baseline prices in 2010 (see [State of the world in 2010](#BASELINE2010) for more details). Finally, files including climate and vegetation parameters supplied on an annual basis are integrated to PLUM from the LPJ-GUESS outputs and the climate model outputs (see [LPJ-GUESS](#LPJ-GUESS), [The climate system](#CLIMATE) and [The vegetation system](#VEGETATION) for more details).
+
+### *Commodities* {#COMMODITY}
+```{r, echo=FALSE, message=FALSE, warning = FALSE}
+df12<-read.csv("C:/Users/jmaire/Development/R/Simple_plot_PLUM/Data/Commodities.csv")
+kable(df12, col.names = c("Commodity", "Description from FAO categories *not exhaustive list")) %>%
+ kableExtra::kable_styling(bootstrap_options = c("striped", "hover", "condensed"), full_width = F)
+```
+### *Land covers* {#Landcover}
+```{r, echo=FALSE, message=FALSE, warning = FALSE}
+df17<-read.csv("C:/Users/jmaire/Development/R/Simple_plot_PLUM/Data/Landuse.csv")
+kable(df17, col.names = c("Land use")) %>%
+ kable_styling(bootstrap_options = c("striped", "hover", "condensed"), full_width = F)
+```
+
+### *Crop types* {#CROPTYPES}
+```{r, echo=FALSE, message=FALSE, warning = FALSE}
+df20<-read.csv("C:/Users/jmaire/Development/R/Simple_plot_PLUM/Data/Croptype.csv")
+kable(df20, col.names = c("Crop types")) %>%
+ kable_styling(bootstrap_options = c("striped", "hover", "condensed"), full_width = F)
+```
+
+### *Indices* {#INDICES}
+```{r, echo=FALSE, message=FALSE, warning = FALSE}
+df9<-read.csv("C:/Users/jmaire/Development/R/Simple_plot_PLUM/Data/Indices.csv")
+kable(df9) %>%
+ kable_styling(bootstrap_options = c("striped", "hover", "condensed"), full_width = F)
+```
+
+### *Variables* {#VARIABLES}
+```{r, echo=FALSE, message=FALSE, warning = FALSE}
+df11<-read.csv("C:/Users/jmaire/Development/R/Simple_plot_PLUM/Data/Variables.csv")
+kable(df11) %>%
+ kable_styling(bootstrap_options = c("striped", "hover", "condensed"), full_width = F)
+```
+All variables are positive. The intensity values (f, w and m) are indexes in range 0 to 1.
+The model variable units are in millions of tonnes for the commodities, thousand of $ for the cost (however the cost are more an index than a real cost), area are in million hectares, CO~2~ in million tonnes, and livestock are in tonnes equivalent feed (for instance, 1 kg of beef = 25 kg of feed).
+
+### *Parameters* {#PARAMETERS}
+```{r, echo=FALSE, message=FALSE, warning = FALSE}
+df10<-read.csv("C:/Users/jmaire/Development/R/Simple_plot_PLUM/Data/Parameters.csv")
+kable(df10) %>%
+ kable_styling(bootstrap_options = c("striped", "hover", "condensed"), full_width = F, protect_latex=TRUE)
+```
+
+### *Input parameters example*
+The following table shows an example of initial set of input parameters.
+
+```{r, echo=FALSE, message=FALSE, warning = FALSE}
+df13<-read.csv("C:/Users/jmaire/Development/R/Simple_plot_PLUM/Data/Parameters_example.csv")
+kable(df13, col.names = c("Parameters", "Central value")) %>%
+ kable_styling(bootstrap_options = c("striped","hover", "condensed"), full_width = F, protect_latex=TRUE)
+```
+
+Other parameters are set depending on the location considered such as the irrigation cost index (w_cost_index) used to determine unit irrigation water cost, which derived from an aridity index [(CGIAR-CSI, 2008)](https://cgiarcsi.community/data/global-aridity-and-pet-database/).
+
+<center>
+{width=800px} </center>
+*Irrigation cost index*
+
+### *Constraints* {#CONSTRAINTS}
+```{r, echo=FALSE, message=FALSE, warning = FALSE}
+df29<-read.csv("C:/Users/jmaire/Development/R/Simple_plot_PLUM/Data/Constraints.csv")
+kable(df29,col.names = c("Annual change limit", "Variable name", "Value")) %>%
+ kable_styling(bootstrap_options = c("striped", "hover", "condensed"), full_width = F, protect_latex=TRUE)
+```
+
+## PLUMv2 OUTPUTS {.tabset .tabset-fade .tabset-pills}
+
+### *Output files* {#OUTPUT}
+The output files of a simple run (excluding: shocks, multiple scenario runs, repeat runs with monte carlo chain)
+```{r, echo=FALSE, message=FALSE, warning = FALSE}
+df1<- data.frame(Filename= c("animals","cluster.asc", "countryCropUsages.ser", "countryDemand",
+ "countryDemandOpt", "demand", "domestic", "fbs", "internationalMarket.ser", "lc",
+ "log", "prices", "landUseRaster.ser"),
+ Description=c("Year, Country, FAOItem, Heads(M)", "cluster files, needed to not repeat clustering initialisation", "",
+ "Year, Country, Commodity, Demand, BioenergyDemand",
+ "Country, Year, gdpPc, population, status, utility, hungerFactor, commodity, price, subsistence, discretionary, plumNotRebase, plumRebased, rebasedKcal",
+ "Year, Commodity, Amount (Mt))",
+ "Year, Country, Crop, Area, Production, Production_cost, Import_price, Export_price, Net_imports, Net_import_cost, Prod_shock, Rum_feed_amount, Mon_feed_amount","Year, Crop, Production, Imports, Export, TransportLosses, StockVar, Supply, MonogastricsFeed, RuminantsFeed, SeedAndOtherLosses, FoodAnd1stGen, ProdArea",
+ "", "Year, Cropland, Pasture, ManForest, UnmanForest, Natural, AbPasture, Suitable, EnergyCrop, FertCrop, IrrigCrop",
+ "log console PLUMrun", "Year, Crop, Imports (Mt), Exports (Mt), New export price, Stock Levels (Mt)",""))
+kable(df1) %>%
+ kable_styling(bootstrap_options = c("striped", "hover", "condensed"), full_width = F)
+```
+
+### *LPJ-GUESS vegetation outputs*
+A subfolder is created for each year (name = Year) including the following files
+```{r, echo=FALSE, message=FALSE, warning = FALSE}
+df2<- data.frame(Filename= c("CropFract","Done /error", "Fert", "Irrig",
+ "IrrigConstraint.asc", "LandCoverFract", "LandUse"),
+ Description=c("Lon, La,t Year, CerealsC3, Oilcrops, StarchyRoots, Pulses, Maize, Miscanthus, Rice, Pasture, FruitVeg, Sugar",
+ "", "Lon, La,t Year, CerealsC3, Oilcrops, StarchyRoots, Pulses, Maize, Miscanthus, Rice, Pasture, FruitVeg, Sugar", "Lon, La,t Year, CerealsC3, Oilcrops, StarchyRoots, Pulses, Maize, Miscanthus, Rice, Pasture, FruitVeg, Sugar", "", "Lon, Lat, Year, CROPLAND, PASTURE, NATURAL, BARREN, URBAN,", "Lon, Lat, area, suitable, protected, pa_fraction, managedForest, unmanagedForest, otherNatural, cropland, pasture, barren, urban, wheat_A, wheat_FI, wheat_FQ, wheat_II, wheat_IQ, wheat_OI, wheat_Y, maize_A, maize_FI, maize_FQ, maize_II, maize_IQ, maize_OI, maize_Y, fruitveg_A, fruitveg_FI, fruitveg_FQ, fruitveg_II, fruitveg_IQ, fruitveg_OI, fruitveg_Y, oilcrops_A, oilcrops_FI, oilcrops_FQ, oilcrops_II, oilcrops_IQ, oilcrops_OI, oilcrops_Y, energycrops_A, energycrops_FI, energycrops_FQ, energycrops_II, energycrops_IQ, energycrops_OI, energycrops_Y, sugar_A, sugar_FI, sugar_FQ, sugar_II, sugar_IQ, sugar_OI, sugar_Y, pasture_A, pasture_FI, pasture_FQ, pasture_II, pasture_IQ, pasture_OI, pasture_Y, pulses_A, pulses_FI, pulses_FQ, pulses_II, pulses_IQ, pulses_OI, pulses,_Y, setaside_A, setaside_FI, setaside_FQ, setaside_II, setaside_IQ, setaside_OI, setaside_Y rice_A, rice_FI rice_FQ, rice_II rice_IQ, rice_OI rice_Y, starchyRoots_A, starchyRoots_FI, starchyRoots_FQ, starchyRoots_II, starchyRoots_IQ, starchyRoots_OI, starchyRoots_Y"
+))
+kable(df2) %>%
+ kable_styling(bootstrap_options = c("striped", "hover", "condensed"), full_width = F)
+```
+
+
+## SPATIAL RESOLUTION {.tabset .tabset-fade .tabset-pills #SPATIAL}
+
+### *0.5° grid cell level*
+The finer scale used in PLUMv2 is 0.5° grid involving a computationally challenging task of finding a solution to the non-linear land use optimisation problem For instance, China’s 942 Mha of land, for example, is represented by around 3,800 0.5° grid cells.
+<center>
+{width=800px} </center>
+
+### *Land cover cluster level*
+An aggregated level of clustered grid cells is created during the calibration run of the model and is used for the optimisation of the model. The clustering method and details are described in [Land use clustering](#CLUSTER).
+<center>
+{width=800px} </center>
+*Map representing the cluster level. LEgend describing the ID number of each cluster*
+
+### *Contry level*
+The country level of the model is used for instance to calculate and optimise the country production, supply and demand for each commodity (import, export and prices).
+<center>
+{width=800px} </center>
+
+### *Food production unit level*
+For the calculation of the water availability, a similar method was used. Runoff aggregated into food production units (FPUs; [Kummu, Ward, de Moel, & Varis, 2010](https://doi.org/10.1088/1748-9326/5/3/034006)) was adjusted to account for domestic and industrial water uses, environmental limitations on water extraction and to reproduce [Elliott et al. (2014)](https://doi.org/10.1073/pnas.1222474110) in a baseline year of 2010.
+<center>
+{width=800px} </center>
+*Map representing the food production unit (FPU) level. Legend describing the ID of each FPU*
+
+## MODULAR STRUCTURE {#MODULAR}
+Over the years, various components of the PLUM framework have been replaced by expert models developed outside PLUM, which be used either as stand-alone models or within the PLUM framework into the Land System Modular Model (LandSyMM).LandSyMM couples a dynamic global vegetation model (LPJ-GUESS; [Smith et al., (2014)](https://doi.org/10.5194/bg-11-2027-2014)), a climate system emulator (IMOGEN; [Huntingford et al., (2010)](https://doi.org/10.5194/gmd-3-679-2010)), and a socio-economic land-use model (PLUMv2; [Rounsevell et al., (2014)](https://doi.org/10.5194/esd-5-117-2014); [Engström et al., (2016)](https://doi.org/10.5194/esd-7-893-2016); [Alexander et al., (2018)](https://doi.org/10.1111/gcb.14110)). Additionally, LandSyMM interacts with the Modified, Implicit, Directly Additive Demand System (MAIDADS; [Preckel et al., (2010)](https://doi.org/10.1080/00036840701591361); [Gouel and Guimbard (2018)](https://doi.org/10.1093/ajae/aay030)) to capture the relationship at the country level between food demand and income.
+
+<center>
+{width=800px} </center>
+
+
+### *LPJ-GUESS* {#LPJ-GUESS}
+A key aim of the coupled LPJ-GUESS and PLUMv2 modelled framework was to allow the feedback for land use change on climate as well as the climate impacts on land use, to be considered. The latter version of PLUM includes the LPJ-GUESS model output, simulating carbon, water, and crop and vegetation dynamics. LPJ-GUESS model includes nitrogen cycling and has been shown to realistically simulate yield responses to nitrogen and CO~2~ fertilisation ([Olin, Schurgers, et al., 2015](https://d oi.org/10.5194/bg-12-2489-2015)). LPJ-GUESS was used with four crop functional types (CFTs): winter-sown C3 cereals (TeWW), spring-sown C3 cereals (TeSW), C4 cereals (TeCo) and rice (TrRi) ([Olin, Lindeskog, et al., 2015](https://doi.org/10.5194/esdd-6-1047-2015)). Potential yields under six alternative combi- nations of fertiliser and irrigation rates were determined. Three rates of fertilisation were considered: zero fertiliser, 200 and 1,000 kgN/ha, with each either rain-fed or fully irrigated with the potential heat units scheme for plant development ([Olin, Lindeskog, et al., 2015](https://doi.org/10.5194/esdd-6-1047-2015)). The yields used by PLUMv2 were calculated as the product of the calibration factors and associated CFT yield output from LPJ-GUESS. The calibration factors guarantee the smooth transition from historical period to the future. While global totals are conserved in almost all cases, harmonization can produce notable differences at the regional scale.
+
+```{r, echo=FALSE, message=FALSE, warning = FALSE}
+df5<- data.frame(PLUM=c("Cereals C3", "Cereals C4", "Rice", "Oil crops", "Pulses", "Starchy roots", "Energy crops"), FAOSTAT=c("Wheat barley pats", "Maize Millet Sorghum", "Rice paddy", "Oil crops primary", "Pulses total", "Roots and tubers total", "Miscanthus*"), LPJGUESS=c("Higher of TeSW or TeWW for each grid cell", "TecO", "TrRi", "Higher of TeSW or TeWW for each grid cell", "TeSW", "TeSW", "TeCo"))
+kable(df5, col.names = c("PLUMv2 crop type", "FAOSTAT crop type","LPJ-GUESS crop type Cereals")) %>%
+ kable_styling(bootstrap_options = c("striped", "hover", "condensed"), full_width = F)
+```
+*from the Biofuel Ecophysiological Traits and Yields Database (LeBauer et al., 2010)
+
+### *IMOGEN* {#IMOGEN}
+The IMOGEN system is designed to undertake global and regional assessment of climate change impacts on the physical and biogeochemical behaviour of the land surface. It operates with a range of CO~2~ emission or concentration scenarios (plus pathways in non-CO~2~ atmospheric greenhouse gas concentrations). An IMOGEN simulation representing, for instance, years 1860 (pre-industrial) to 2100 can be completed in only a couple of days on a fast single processor. The IMOGEN system is related to PLUMv2 through an emulator enabling the account for feedback between vegetation systems (LPJ-GUESS) and the climate system (on-going development).
+
+### *MAIDADS* {#MAIDADS}
+MAIDADS is designed to capture consumer preferences across a wide range of expenditure levels.It captures the nonlinearity of the relationship between food demand and income. This model is applied to the 1996 International Consumption Project data. As these data span a wide range of expenditure levels, MAIDADS offers a viable alternative to the estimation of a “global demand system.â€
+In the context of PLUM, the MAIDADS system uses income levels, food prices and empirically-estimated price and income elasticities to estimate subsistence and discretionary consumption levels.
+
+# **MODEL COMPONENTS** {#COMPONENTS}
+
+
+
+## THE CLIMATE SYSTEM {#CLIMATE}
+
+### *Climate, temperature, CO~2~ forcing*
+
+The [RCP](#BASELINE) scenarios are used indirectly by PLUMv2 via the [LPJ-GUESS](#LPJ-GUESS). LPJ-GUESS used the climate input from the fifth Coupled Model Intercomparison Project (CMIP5; [Taylor et al., 2012](https://doi.org/10.1175/BAMS-D-11-00094.1)) outputs of the IPSL-CM5A-MR climate model ([Dufresne et al., 2013](https://doi.org/10.1007/s00382-012-1636-1)). The CMIP5 runs includes land use change but not yet the trajectories output by PLUM. As the models are not climate coupled yet but rather use offline forcings, PLUMv2 results do not consider the effects of simulated land use change on climate. At the moment, PLUMv2 uses just one climate model, and as such the only uncertainty explored in this work is uncertainty related to scenario choice.
+
+### *Water availability*
+
+See section [Water availability for irrigation](#VEGETATION) for more details.
+
+## THE VEGETATION SYSTEM {#VEGETATION}
+
+### *Yield response*
+Crop yields from LPJ-GUESS output (after harmonisation with FAO yield, see [LPJ-GUESS](#LPJ-GUESS) for more details) is updated to match the climate at the location and time considered. LPJ-GUESS output provides yield potentials at different levels of irrigation and nitrogen fertilisation. For each location, the yield is calculated annually as a function of the fertiliser rate (0, 200 or 1000 kg of nitrogen per hectare), irrigation rate and management intensity. An exponential interpolation is used to estimate the yield response to fertiliser between the value given by LPJ-GUESS. The [GAMS](#GAMS) section of the model optimises the level of nitrogen fertiliser, of irrigation and of other management intensities (such as mechanisation level, pesticide application, potassium fertiliser application) to apply to each crop at each location and to calculate the associated yield response.
+
+### *Water availability for irrigation*
+Changes were also made to the calculations of water demand and supply for crop plants (see [Sitch et al. (2003)](https://doi.org/10.1046/j.1365-2486.2003.00569.x) for relation of demand and supply to plant water stress). The calculation of water supply (i.e., the amount of water that a plant could take up given current soil conditions and transpirative capacity) has been reworked. Previously, water supply was a linear function of modelled phenological stage (i.e., the current leaf area index divided by the maximum leaf area index, LAI, observed in the previous growing season). Water demand, on the other hand, is not a linear function of phenological stage. This sometimes resulted in water demand exceeding water supply even in moist soils and with evapotranspirative demand below the 5 mm day^-1^ maximum plant transpiration rate ([Sitch et al., 2003](https://doi.org/10.1046/j.1365-2486.2003.00569.x)). We replaced the direct linear dependence of crop plants’ water supply on phenological stage with a linear dependence on the ratio of wdemand (today’s water demand) to wdemand_leafon (what wdemand would be if today’s plants had the highest LAI recently observed for this CFT in this grid cell). Maximum observed crop LAI was updated daily instead of at the end of each year, to ensure that the wdemand ≤ wdemand_leafon.
+The calculated water availability is aggregated from the grid cell runoff from LPJ-GUESS into [‘Food Production Units’](#SPATIAL), and the amount for drinking and industry is removed, and then a proportion of the left amount is to be used for irrigation.
+
+### *Livestock feed*
+All quantities (e.g. demand and trade amounts) for animal products were represented in dry matter feed equivalents based on feed conversion ratios [(Alexander et al., 2016)](https://doi.org/10.1016/j.gloenvcha.2016.09.005).
+PLUM calculates the demand for food crops both for human consumption and feed for monogastric livestock, plus any ruminants not raised on pasture.
+The composition of the livestock feed in PLUMv2 is assumed elastic. The proportion of which crop types are used as feed is flexible depending on the fluctuations of crop prices (depending on changes of demand and production of individual crops).
+
+### *Energy crops*
+Demand for dedicated bioenergy crops such as *Miscanthus* is specified according to the SSP2 scenario from the MESSAGE-GLOBIOM model; demand for bioenergy from food crops is specified to double from 2010 by 2030 and thereafter remain constant. The
+
+## THE LAND USE SYSTEM {#LANDUSE}
+
+### *Baseline from historical data*
+Historical land use areas (cropland and pasture fractions), irrigation, manure application rates, crop distributions and synthetic nitrogen fertiliser application levels are exogenous input into PLUMv2 (see [State of the world in 2010](#BASELINE2010) for more details). These parameters are provided from the [LPJ-GUESS](#LPJ-GUESS) run outputs.
+
+### *Land use optimisation*
+Within any PLUMv2 runs, for each country and time step, the agricultural land use and level of imports or exports were determined through a least-cost optimisation that meets the national demands for food commodities. For example, an increased national demand for a commodity can be met in three ways increasing the land area for growing associated crops; increasing the levels of inputs to achieve higher yields, that is, intensification; or increasing the level of net imports, that is, reducing exports or increasing imports.
+
+### *Land use clustering* {#CLUSTER}
+To reduce computational requirements while retaining spatial accuracy, similar (in terms of land cover, climate, crop yield, fertiliser and irrigation levels) but potentially non-contiguous grid cells within a country were grouped into clusters. The [cluster level](#SPATIAL) is used for the optimisation calculations. The cluster method is explained in [Alexander et al, (2018)](https://10.1111/gcb.14110). A K-mean clustering approach [(Macqueen, 1967)](https://www.cs.cmu.edu/~bhiksha/courses/mlsp.fall2010/class14/macqueen.pdf) was used with randomly initialised centroid clusters for each country. The resulting number of clusters in each country was dependent on the size and homogeneity, for example, 176 in the USA and 140 in Russia. PLUMv2 used around 3,400 clusters globally, with a mean cluster size of 3.5 Mha.
+
+## HUMAN DIET, NUTRITION AND CONSUMPTION {#DIET}
+Within the PLUMv2, the dietary requirement of each country is determined based on [MAIDADS](#MAIDADS) data and recalculated for each time step. The dietary requirement are updated to include the food waste level which represent a global average food waste at the household level of be 12 % and so, the food-supply target was set to a minimum of2635 kcal cap^-1^ d^-1^ on average per country (instead of the daily dietary energy requirement of 2350 kcal cap^-1^ d^-1^) ([Henry et al., 2018](https://10.1371/journal.pone.0194695)).
+
+## INTERNATIONAL AND DOMESTIC MARKET {#MARKET}
+
+### *Demand projection*
+Demand is satisfied at the country level by either domestic production or imports. The balance between imports and exports of each commodity is determined mainly by considering commodity prices, management costs (fertiliser, irrigation, land conversion), and changing [LPJ-GUESS](LPJ-GUESS) simulated crop productivity due to climate change and CO~2~ under a range of management intensity (irrigation/fertilisation levels). The demand per capita for a commodity is given as:
+
+$$ demand\_pc= \frac{f(l_t)}{f(l_{t0})} . (observed_{t0}.\Delta - f(l_{t0}). (1-\Delta)) \\ \Delta = e^{(z.(l_t-l_{t0})/l_{t0})} \\ z = \frac{ln(\textrm{assumed_closure_rate})}{gdp\_rate\_change}$$
+where f(x) is the best-fit log-linear regression function of demand for that commodity at an income per capita, l~t~ and l~t0~ are the incomes per capita, respectively, at time t, and the baseline t~0~. observed~t0~ is the commodity demand in the baseline year. a is the dietary closure parameter, with 0 indicating no convergence in global diets. The parameters were determined from a scenario assumption of the rate of closure to global dietary patterns given an increase in GDP.
+See for name and description of [Parameters](#PARAMETERS), [Indices](#INDICES), [Variables](#VARIABLES).
+
+### *Unit land use costs and productivity*
+For each grid cell, the cost of changing land cover is calculated and productivity is derived from the [yield response](#VEGETATION).
+$$ lu\_unit\_cost_{i.j} = base\_lu_\_cost_j + f\_cost_j * f_{i.,j} * f\_max + m\_cost_j * m_{i,j} \\ + w\_cost +w\_cost\_index_i * w\_max_{i,j} * irrigation\_eff$$
+See for name and description of [Parameters, Indices, Variables](#INPUTS).
+
+### *Demand constraints*
+For each country, the [commodity](#COMMODITY) supply and demand is constrained by the production area, the yield and for some commodities the [animal feed](#VEGETATION) availability (export, import). For instance, the net supply of a commodity is calculated by the total production of the country of this commodity (yield*area) minus the feed (if the commodity considered is used for animal feed) plus the import and minus the export of the commodity. The demand of cereal crops is set superior or equal to the sum of the net supply of each cereal commodity. The change rate of demand is also limited for every time step of the model (see [contraints](#CONSTRAINTS)).
+
+### *International import/export constraints*
+At the country level, the import of each commodity minus their export is set inferior to the [maximum net import parameter](#CONSTRAINTS) (parameter to be set initially) and superior to the minimum net import parameter (parameter to be set initially). The import and export of pasture is set to zero.
+
+### *Other constraints*
+At the country level, the irrigation water is constrained by the available water for the country at the [food production unit](#SPATIAL). Only suitable areas can be allocated to food or feed production or pasture.
+
+### *Model optimisation*
+PLUM is based on least-cost optimization principles by adjusting commodity prices instead of assuming market equilibrium, allowing short-term over- and undersupply of commodities relative to demand (rather than assuming market equilibrium in every year). Instead, the model is implemented to minimise the total country cost and the function of optimisation is given by:
+
+$$ Total\ country\ cost = \sum_i \sum_j=cost\ area_{i,j} * lu_{unit_{cost\ i,j}} + \\ \sum_i \sum_l lc\_change_{i,l}*lc\_change\_unit\_cost_l+\\ \sum_kimport_k*import\_pc_k-\sum_kexport_k*export\_pc_k $$
+Where lc_change is calculated for natural area, crop area and pasture area per country.
+
+### *International market price adjustment*
+The international export price (export_pc~k,t~) of a commodity k at time t, is given by:
+
+$$ export\_pc_{k.t} = export\_pc_{k,t-1}*e^{frac{z_{k,t-1}{$\lambda}}} $$
+Where z~k,t~ is the excess demand normalised by the number of market participants at time t-1 and $\lambda is the parameter controlling the rate of market adjustment to market signals (set at 0.3).
+
+The quantity of each commodity available for import is dependent on the global export at time t but is also reduced by a factor of transport losses rate.
+
+The import price of each commodity is calculated at every time step from the international export price and accounts for transport losses, and import tariff. The import tariff can be set to simulate policy measures.
+
+The calculations of domestic price has been updated to:
+
+### *Trade barriers and market distorsions*
+To better represent the real market dynamics, PLUMv2 considers existing trade barriers for importation of commodities. Trade barriers implemented are based on by country MFN weighted average in percentage for food, from World for 2010 from [World Integrated Trade Solution](https://wits.worldbank.org) and were reallocated to fit the PLUMv2 geopolitical country limits. Within PLUMv2, the trade barriers are used within the import price calculations (trade barriers is refered as import tariff in this case) and to create trade maps.
+Market distorsions is optional in PLUMv2 and even if it is implemented, it is not yet used.
+<center>
+{width=800px} </center>
+
+## SCENARIOS {#SCENARIO}
+The term scenario is used at a different level of the PLUM model. It can represent:
+
+* The [RCP](#BASELINE) scenarios which drive the variations over time of greenhouse gas atmospheric concentration, CO~2~ forcing
+* The [SSP](#BASELINE) scenarios which drive the variations over time for each country of their gross domestic product, their population and their diet.
+* The scenario that will set the scene or storyline of the model run
+
+The lastest is described in this section and required to be adapted to each case and focus on the research questions of the model user.
+
+### *Shocks scenarios*
+
+**Yield shocks**
+The yield shocks methodology was applied to PLUMv2 by Rosyln Henry (in review, Henry et al.) and is based on the work of [Cottrell et al., 2019](https://doi.org/10.1038/s41893-018-0210-1). The concept of this scenario is to shock the yield capacity of some crops within some countries over time. The shocks are mainly driven in the real world by geopolitical and extreme-weather events (e.i. flood, drought, locust infection, plant disease or conflicts). The frequency of these events are increasing due to climate change and it is essential to integrate this component into the model for climate change impacts assessment. However, yield shocks are not randomly spread spatially or temporally over the globe, some regions are shock hotspots, exposed frequently to shocks across multiple sectors. The PLUMv2 yield shock scenario is based on historical data to estimate the probability and magnitude of the yield shocks for each country from 1970 to 2010. These parameters are implemented into PLUMv2 as an option. The yield shock is focusing on crop yield but has consequences over the whole food systems through the livestock feed supply/demand.
+
+**Market shocks (tariff barriers and subsidies)**
+Scenarios have been created (in review, Warren et al.) to represent a range of shocks including market shocks, diet changes, farming shock described below. These shocks are driven in the real world by speculation, price spike, tax barrier policies, geopolitical tensions.
+
+**Diet changes**
+Diet change due to increase of income, development of a country or an environmental trend, can have a major impact for the food system and its resilience to future shocks. A scenario was created to implement the potential switch from animal based protein to more plant based protein is the diet of some countries.
+
+**Farming shocks**
+Darming in the major exporter of agricultural commodities is more and more mordernised and a scenarion was created to assess the impacts on the food system and the climate of a major incident which would reduce this modernisation dramatically such as a cyber attack. The crops yield and cost of production in this scenario is impacted for a shorrt period of time (2 years) and the whole agricultural sector is reset to 2010 modern tools from then.
+
+**Income shocks**
+An infinity of scenarios could be created to predict specific projection possibilities. The newly explored range of shocks is the income shocks. During the beginning of the Coronavirus pandemy, policy choices and food system resilience enabled to maintain food security within most of the country around the world and avoid food price spikes. However. the average income reduced rapidly and changed the percentage of the subsidence and discretionary income household spent for food and their diet choice.
+
+### *Mitigation and adaptation policies*
+
+**Climate change mitigation**
+The PLUMv2 enables the implementation of climate change mitigation policy which can influence the land use of the country or a group of countries.
+
+**Impacts on biodiversity**
+To assess the impact of the food systems changes on biodiversity, it is possible within the PLUMv2 to implement a land use conversion from natural land and “protected areas†into agricultural land within a specific maximum rate every year. The protected areas are defined from the World Database on Protected Areas (WDPA; [IUCN & UNEP-WCMC, 2015](https://www.iucn.org/theme/protected-areas/our-work/world-database-protected-areas)). Terrestrial protected areas with a WDPA status of “established,†specified on a 0.5° grid, were prevented from being converted to agricultural use. Moreover, some protected areas were created based on deforestation limitation policy such as China’s National Forest Protection Program which was implemented with a maximum rate of deforestation of 1.1% of these areas ([Ren et al., 2015](https://ideas.repec.org/p/mns/wpaper/wp201511.html)).
+The protected areas include the within the Conservation International hotspots, a set of 35 regions covering less than 3% of the Earth’s land area but containing half the world’s endemic plant species and over 40% of the world’s endemic vertebrate animal species ([Myers et al., 2000](https://doi.org/10.1038/35002501); [Mittermeier et al., 2004](https://press.uchicago.edu/ucp/books/book/distributed/H/bo3707156.html)). Lost of these areas for agricultural land is a major risk of biodiversity loss.
+
+## UNCERTAINTIES AND SENSITIVITY ANALYSIS {#UNCERTAINTIES}
+### *Parameters uncertainty*
+The impact of parameter uncertainty on the historical model results was tested using a stochastic approach. Uniform distributions of [model parameters](#INPUTS) were sampled over a range of 50% above and below the central parameter values using a Sobol sequence method with n = 50 ([Chalaby, Dutang, Savicky, & Wuertz, 2015](https://cran.r-project. org/web/packages/randtoolbox/randtoolbox.pdf)). A benchmarking process was undertaken using the central parameter values compared to the widely used LUH2 data set ([Hurtt, Chini, Frolking, et al., 2017](http://luh.umd.edu/)).
+The benchmarking results demonstrate that the model reproduces a net global expansion and intensification in the period 1970–2010 with a reasonable degree of accuracy ([Alexander et al., 2018](https://doi.org/10.1111/gcb.14110)). However, various elements of uncertainty related to PLUM parameter values, global climate model selection, and model design remain to be explored.
+
+### *Results uncertainty and sensitivity analysis*
+Unlike similar modelling frameworks the PLUMv2 has rapid runtimes and thus allows for multiple model iterations to explore across parameter space within plausible uncertainty ranges ([Engström et al., 2016](https://doi.org/ 10.1016/j.envsoft.2015.10.015)). The methodology used for this is the Monte Carlo approach. The Monte Carlo approach using the Sobol sequence sampling method can generate parameterisations that systematically explore joint parameter uncertainty space. Furthermore the sampled values are selected with respect to previously sampled values this avoids sample clustering or gaps and thus reduces sampling discrepancies. For instance, this method was used within the study published by [Henry et al., 2018](https://doi.org/10.1371/journal.pone.0194695).
+The Monte Carlo approach within PLUMv2 is based on three different type of distribution:
+
+* Unique value: a file is feed tothe model with prescribed values for the model (ex: trade barriers)
+* Uniform distribution: Parameters a and b are prescribed for a probability density function as below:
+
+$$
+\begin{cases} \frac{1}{b-a}\;for\;x\;\in[a.b] \\
+0\;otherwise \end{cases}
+$$
+
+* Beta distribution: Parameters $\alpha$ and $\beta$ are prescribed for a probability density function as below:
+
+$$
+\begin{cases} \frac{x^{\alpha-1}(1-x^{\beta-1})}{B(\alpha,\beta)} \\
+where\;B(\alpha,\beta)=\frac{\Gamma(\alpha)\Gamma(\beta)}{\Gamma(\alpha)+\Gamma(\beta)} \\
+\Gamma\;is\;the\;Gamma\;function\;where\; \Gamma(n)=(n-1)! \end{cases}
+$$
+
+## AMENDMENTS TO THE MODEL {.tabset .tabset-fade .tabset-pills}
+
+### *2020* {#DEV2020}
+
+* Updated the calculations for domestic price to better consider the consumer behaviour and role into food demand (see [International market price adjustment](#MARKET) for more details)
+* Updated versioning system for running PLUM on Eddie to allow to tag the results with the version of the model used
+
+### *2019* {#DEV20190}
+
+* Addition of DEMAND_PRICE_IMPORT_AND_PROD_COST
+
+# **INSTALLATION**{.tabset .tabset-fade .tabset-pills}
+
+## INSTALLATION and RUNNING ON LAPTOP {#LAPTOP}
+
+### *Set-up*
+1. Install [Java JDK developer](https://www.oracle.com/java/technologies/javase-downloads.html)
+2. Install [Eclipse](https://www.eclipse.org/)
+3. Create GitLab account to access webpage: https://git.ecdf.ed.ac.uk/lul/plumv2 and [set up SSH key](https://subscription.packtpub.com/book/application_development/9781783986842/2/ch02lvl1sec20/adding-your-ssh-key-to-gitlab)
+4. Download PLUMv2 directory or link GitLab in Eclipse:
+File> import> add HTTP key from your GitLab account and add your UNN username and password. It should look like that in eclipse: {width=150px}
+
+5. Access EDDIE to download files output LPJ-GUESS
+a) To access EDDIE with the University of Edinburgh read this [instructions](https://www.wiki.ed.ac.uk/pages/viewpage.action?spaceKey=ResearchServices&title=Quickstart)
+b) Download VPN system [Forticlient](https://www.ed.ac.uk/information-services/computing/desktop-personal/vpn/forticlient-vpn/forticlient-vpn-windows)
+c) In MobaXterm run:
+```{r, eval=F}
+ssh <YOUR UUN>@eddie.ecdf.ed.ac.uk
+```
+ and fill your UNiversity password
+d) Then export file to your own machine: /exports/csce/eddie/geos/groups/LURG/models/PLUM/LPJ/LPJGPLUM_remap6p7_20190225/60.tar.gz
+e) Attention issues can be prompt due to permission access restrictions in this case: Contact IT team (require Peter Alexander authorisation)
+f) Add to a separate folder than PLUM folder
+g) Find file debug_config.properties in PLUM folder and change path for YIELD_DIR to this folder path
+
+6. Install GAMS version 27.4 (DC11948), ask the GAMS provider the [specific version](https://docs.google.com/forms/d/e/1FAIpQLSe1KrnCpvC-PbVy3ibDZv4Xb-g8mXtXVTmEvT1-5g9TWmFweQ/viewform) or get the .exe file.
+7. Then in eclipse, right click on Project> property> libraries> add external jars> C:\GAMS\win64\24.7\apifiles\Java\api\GAMSJavaAPI.jar. For detailed instructions of the [process](https://www.gams.com/latest/docs/API_JAVA_TUTORIAL.html)
+8. In eclipse, build the project: File>export> General>Ant buildfiles> next> un-check "create target to compile project using Eclipse compiler"> Finish
+9. In eclipse: Fix build path: right click on project> properties>build path> apply
+
+### *Calibration run*
+First you need to run a calibration run (year 2010) and create the clusters level (cluster.asc). The clustering function enables the grouping of grid cells (0.5 degree) within a country with similar properties (fertiliser, irrigation, crop yield response) which will evolve the same way over the years. This step is essential to speed up the whole process and can be done once as an initial calibration run and will not need to be run again because the code will use the cluster file map as canvas.
+
+1. Change on the properties file: debug_config.properties in the main folder of plum:
+
+```{r, eval=F}
+IS_CALIBRATION_RUN = true
+GENERATE_NEW_YIELD_CLUSTERS = true
+```
+
+2. Run Plumv2 application in eclipse (chose MainModel)
+3. Open log.txt file in main PLUm directory and search for "exception" which will guide you toward any error in the run (see [HELP WITH SOME POTENTIAL ERRORS](#ERRORS))
+
+### *Final step: run the model*
+
+1. Change debug_config.properties file:
+```{r, eval=F}
+BASE_DIR=C:/Users/jmaire/Development/plumv2 ## this specifies where the cluster can find the plum model
+OUTPUT_DIR=C:/Users/jmaire/Development/plumv2/output
+YIELD_DIR=C:/Users/jmaire/Development/LPJ-GUESS/rcp60 ## this specifies where PLUM can find the LPJ yield data to use
+YIELD_FILENAME=yield.out ## need this so it doesn't use 'potential yield file'
+DEBUG_LIMIT_COUNTRIES=false
+DEBUG_COUNTRY_NAME=Mongolia
+IS_CALIBRATION_RUN = false ## was set at true
+GENERATE_NEW_YIELD_CLUSTERS = false ## was set at true
+NUM_YIELD_CLUSTERS=8000
+SERIALIZED_LAND_USE_FILE=C:/Users/jmaire/Development/plumv2/landUseRaster.ser ## this specifies where PLUM can find the calibration run land use file to use 'c_newds_rh' is the calibration run folder
+CLUSTERED_YIELD_FILE=/C:/Users/jmaire/Development/plumv2/cluster.asc ## this specifies where PLUM can find the calibration run yield clusters file to use 'c_newds_rh' is the calibration run folder
+END_TIMESTEP=90 ## this specifies how long to run the simulation for 90 year = up to 2100 ## was set at 0
+TIMESTEP_SIZE=10 ## this specifies to run on an annual basis or decade basis
+INTERPOLATE_OUTPUT_YEARS = false
+CHANGE_YIELD_DATA_YEAR=false
+ORIG_LEAST_COST_MIN=true ## this says to use the least cost land use optimisation approach
+DEBUG_JUST_DEMAND_OUTPUT=false ## this says only run the demand part of PLUM
+PRICE_ELASTIC_DEMAND=true ## this says to use the demand system style of demand
+GAMS_COUNTRY_TO_SAVE=Brazil
+SSP_SCENARIO=SSP2_v9_130325 ## this specifies what SSP to use
+DONT_REBASE_DEMAND=false
+DEMAND_RECALC_MAX_ITERATIONS=0
+```
+Attention change the comment symbol from **## (R software)** to **// (java)**
+
+## RUNNING ON HIGH-PERFORMANCE COMPUTER {#EDDIE}
+
+### Running Plumv2 on EDDIE
+Eddie is the available high-performance computing of the University of Edinburgh. See the University [webpage for details](https://www.ed.ac.uk/information-services/research-support/research-computing/ecdf/high-performance-computing).
+
+#### **Log-on**
+To access EDDIE with the University of Edinburgh read this [instructions](https://www.wiki.ed.ac.uk/pages/viewpage.action?spaceKey=ResearchServices&title=Quickstart). Then download VPN system [Forticlient](https://www.ed.ac.uk/information-services/computing/desktop-personal/vpn/forticlient-vpn/forticlient-vpn-windows). Finally, in MobaXterm (on Windowns) run:
+```{r, eval=F}
+ssh <YOUR UUN>@eddie.ecdf.ed.ac.uk
+```
+ and fill your UNiversity password
+
+#### **Build a new version**
+
+Go to PLUM dir
+```{r, eval=F}
+cd /exports/csce/eddie/geos/groups/LURG/models/PLUM
+```
+Built a new version
+```{r, eval=F}
+cd /exports/csce/eddie/geos/groups/LURG/models/PLUM/plumv2
+git pull
+qsub -N comp /exports/csce/eddie/geos/groups/LURG/models/PLUM/plumv2/scripts/compilePlum.sh
+```
+Then check output directory /exports/csce/eddie/geos/groups/LURG/models/PLUM/output/qlogs to make sure no errors.
+
+#### **Change your build link**
+```{r, eval=F}
+cd /exports/csce/eddie/geos/groups/LURG/models/PLUM/build
+rm juliette
+ln -s 599+ juliette
+```
+#### **Run an existing build**
+```{r, eval=F}
+qsub -hold_jid comp -N calib2 /exports/csce/eddie/geos/groups/LURG/models/PLUM/plumv2/scripts/runPlum.sh -s aBuildToRun -b latest
+```
+Where "aBuildToRun" would be directory in /exports/csce/eddie/geos/groups/LURG/models/PLUM/output/. It is required to run a into a specific folder for the calibration run and it might be necessary to run ScenarioRun first ([Generate an ensemble](#ENSEMBLE)).
+
+#### **Generate an ensemble** {#ENSEMBLE}
+To create a set of scenario to run as an ensemble for instance for a [Monte Carlo](#MONTECARLO) set of scenarios, on your personal laptop run the R script MonteCarloStuff.R. Change **line 86** to your own directory. Adjust the csv file **.../Plumv2/data/sims/ssp_params.csv**. Then, run for example the following line in R.
+```{r, eval=F}
+generateScenarios ("ssp_params.csv", "ssp_sims11.csv", 50, ensemblePrefix="ssp11/")
+```
+If running the R script on a Windows computer, convert the created file using Notepad++ (not the same as notepad) and go to Edit > EOL conversion > Unix. Save the file.
+Ftp the created file **/PLUM** folder called in the example **ssp_sims11.csv** to Eddie.
+
+#### **Create the scenarios for an ensemble**
+Check working directory is **/exports/csce/eddie/geos/groups/LURG/models/PLUM** using cd command
+. Check the **/exports/csce/eddie/geos/groups/LURG/models/PLUM/output/common_properties** file (that it is pointing toward the good calibration folder and the required time step). Calibration run is required (see *Calibration run* in [Installation and running on laptop](#LAPTOP) or use the already available calibration. Create a folder in **/exports/csce/eddie/geos/groups/LURG/models/PLUM/output** with the same name as the ‘ensemblePrefix’ e.g. here that would be ‘ssp11’. Then run:
+```{r, eval=F}
+/exports/csce/eddie/geos/groups/LURG/models/PLUM/plumv2/scripts/createScenarios.sh ssp_sims11.csv -O
+```
+"ssp_sims11.csv" in the case of this example.
+If the directories exist it will not do anything unless you specify **-O**.
+This script created the appropriate **config.properties** file within each sub folders.
+
+#### **Run a whole ensemble**
+```{r, eval=F}
+/exports/csce/eddie/geos/groups/LURG/models/PLUM/plumv2/scripts/scheduleScenarios.sh -t ssp_sims11.csv -b latest
+```
+"ssp_sims11.csv" in the case of this example, **-t** = filename, **-b** = build, **-p** = prune (for details open scheduleScenarios.sh file in text editor)
+
+#### **Concatenate results**
+Check **/exports/csce/eddie/geos/groups/LURG/models/PLUM/output/qlogs** for information on the runs and use **qstat** to look at the statue of the runs (qw=queuing, r=running).
+
+Go to your ensemble directory
+```{r, eval=F}
+cd /exports/csce/eddie/geos/groups/LURG/models/PLUM/output/ssp11/
+```
+Run concat script, to produce a file called lc_concat.txt
+```{r, eval=F}
+/exports/csce/eddie/geos/groups/LURG/models/PLUM/plumv2/scripts/concatOutputLc.sh ssp11/
+```
+Create the following files:
+
+* country_demand_concat.txt
+* country_opt_concat.txt
+* domestic_concat.txt
+* LandUseSummary.xlxs
+* lc_concat.txt
+* price_concat.txt
+
+#### **Check log file for errors**
+The log file written by PLUMv2 is call log.txt. On the eddie terminal type and change **"ssp11"** with the name of the output folder created.:
+```{r, eval=F}
+find -O3 '/exports/csce/eddie/geos/groups/LURG/models/PLUM/output/ssp11/' -name "*log.txt" -exec grep -i " Error" '{}' \; -print
+OR
+find -O3 '/exports/csce/eddie/geos/groups/LURG/models/PLUM/output/ssp11/' -name "*log.txt" -exec grep -i " Critical" '{}' \; -print
+```
+
+#### **Plot results**
+Get the concatenated results file (lc_concat.txt) and point ProcessClusterRes.R to it.
+
+To facilitate usage on the EDDIE. Add script folder to $PATH on EDDIE. In home directory find file .bash_profile. Open with the texte editor and changed the path to
+```{r, eval=F}
+PATH=$PATH:$HOME/bin:/exports/csce/eddie/geos/groups/LURG/models/gams/gams24.7_linux_x64_64_sfx:/exports/csce/eddie/geos/groups/LURG/models/PLUM/plumv2/scripts
+```
+
+### *Creation of new scenarios (shocks, storylines)*
+#### **General instructions**
+
+1. Create a parameter distribution file. For each ensemble, need same parameters. Change parameter values according to required settings.
+For yield shocks include YIELD_SHOCKS_MULTIPLIER and set to 1 for same frequency of historic shocks, 2 for double the frequency etc. Set to 0 for no yield shocks. If you want to manually specify shocks then set to 0 and create a yield shock file manually in the run directories.
+2. Run the ‘MonteCarloStuff.R’ R script using parameter distribution file, this generates an ensemble list. Name the ensemble list file in the 2nd argument of the call to generateScenarios
+```{r, eval=F}
+generateScenarios(nameOfParameterDistributionFile, NameofEnsembleListFile,
+ NumberOfScenariosOfEachEnsemble, NameForEnsembleRuns/FolderNameOnCluster)
+E.G. generateScenarios("params.csv", "ensembleRuns.csv", 5, ensemblePrefix="ensembleRuns/")
+```
+2. Open the ensemble list file using Notepad++ **NOT excel** and go to Edit > EOL conversion > Unix. Save the file.
+3. Add the ensemble list file to **/exports/csce/eddie/geos/groups/LURG/models/PLUM/** on the cluster.
+4. Make a folder in **/exports/csce/eddie/geos/groups/LURG/models/PLUM/output** with the same name as the ‘ensemblePrefix’ e.g. here that would be ‘ensembleRuns’
+5. On the cluster command line change your directory using
+```{r, eval=F}
+cd /exports/csce/eddie/geos/groups/LURG/models/PLUM
+```
+6. Check the common_properties file (**/exports/csce/eddie/geos/groups/LURG/models/PLUM/output/**) is pointing to the right calibration run, and the no. of timesteps.
+7. On the cluster command line submit
+```{r, eval=F}
+qsub /exports/csce/eddie/geos/groups/LURG/models/PLUM/plumv2/scripts/createScenarios.sh fc_trialrun.csv –ys1 –O
+```
+*[note: when copy and paste, the formatting goes bad for –ys1 –O … its best ot retype the flags]*
+
+This says run the createScenarios.sh script taking the ensemble list file and the –ys flag says setting yield shocks = TRUE if you don’t include the –ys flag it won’t create a yieldShocks.csv file in the directories for plum to use. Use flag –ys1 to make all the runs use the same shocks, otherwise the default is that between ensembles the shock files will differ. The –O flag says if scenarios already exist in the output directory then overwrite them.
+
++ –ys1: single yieldshock.csv file for all the runs and all scenarios
++ –ys: individual yieldshock.csv file per scenario (same between runs of same scenario)
++ If want to use own created yieldshock.csv, run the createScenarios line without any –ys/-ys1. Then, copy and paste in own file to folders on cluster.
+
+8. Check that your scenarios have been generated in the output directory. Check yieldShocks.csv are there if you specified they should be. (use Compare in Notepad ++)
+
++ YIELD_SHOCK_MAGNIFIER: tells plum how big to make the shock. 1=as in yieldshock.csv; 2= double those in yieldshock.csv
++ SHOCKS_FREQUENCY_MULTIPLIER: for shock file creation, the number of shocks/frequency.
+
+9. On the cluster command line submit
+```{r, eval=F}
+/exports/csce/eddie/geos/groups/LURG/models/PLUM/plumv2/scripts/scheduleScenarios.sh -t fc_trialrun.csv –b frances
+```
+10. Check your runs are running using qstat, if they have failed check the qlogs directory in the output folder to see why
+11. Concatenate the output!
+Run this in command line of cluster, after cd to the directory where the run outputs are(i.e. fc_trailruns/).
+```{r, eval=F}
+/exports/csce/eddie/geos/groups/LURG/models/PLUM/roslyns_build_area/plumv2/scripts/concatOutputLc.sh fc_trialruns/
+```
+This code gets all the output files for 2030,50, 100 including the geo-spatial land use information…good for make maps for comparisons. Run in command line of cluster:
+```{r, eval=F}
+find -O3 . -name "2030" -o -name "2050" -o -name "2100" | xargs tar -czvf test.tar.gz
+```
+For maps, might only want the median run (s1):
+```{r, eval=F}
+find -O3 . -name "2018" -o -name "2100" | grep 's1/' | xargs tar -czvf test.tar.gz
+```
+
+#### **Shocks generation:**
+
+This was set up originally with the SSPs in mind however can be manually modified to ignore that. It’s horrible code I’m afraid and should really be refactored!
+In the file ./data/shockProbabilities.csv. This specifies the likelihood of a certain shock occurring under an SSP. Default looks like this:
+
+```{r, echo=FALSE, message=FALSE, warning = FALSE}
+df6<-read.csv("C:/Users/jmaire/Development/R/Simple_plot_PLUM/Data/shockProbabilities.csv")
+kable(df6) %>%
+ kable_styling(bootstrap_options = c("striped", "hover", "condensed"), full_width = F)
+```
+
+However, if you want to set up an ensemble with just protectionism for example you can change it to this. When the createShocks script runs this will always generate a protectionism shock (assuming the parameter in the scenario table SHOCKS_POSSIBLE=TRUE).
+
+```{r, echo=FALSE, message=FALSE, warning = FALSE}
+df7<-read.csv("C:/Users/jmaire/Development/R/Simple_plot_PLUM/Data/Eddie_table1.csv")
+kable(df7) %>%
+ kable_styling(bootstrap_options = c("striped", "hover", "condensed"), full_width = F)
+```
+
+The file ./data/shockDistributions.csv has the parameter distributions that we discussed a long time ago about how big a parameter change is and whether the change under a given shock multiplies the existing parameter value or is added to it. So if the existing parameter value prior to the shock is 0.02 and the value pulled from the distribution is 2 then if multiplicative the new parameter value under the shock or by the end of the trend will be 0.04 and if additive then it will be 2.02.
+To create a shock ensemble for e.g. protectionism first set the ./data/shockProbabilities.csv table as above, with protectionism at 100% probability.
+Set up a params file as normal, see example paramsExample.csv. For the shock runs set SHOCKS_POSSIBLE=TRUE and set SHOCK_START_YEAR and SHOCK_END_YEAR. These three parameters trigger/are used in the script to generate a shocks file for a run.
+When running createScenarios.sh on cluster use the flag –s. e.g.
+createScenarios.sh trendRunsExample.csv –s
+This triggers the calling of the R script createShockFiles.R. This script creates two files in each run directory. ‘shocks.csv’ – this file contains parameter values for the parameters we are changing over time read in by PLUM. Each row is a year. E.g. the years prior to the shock will have the original parameter value and as shocks/trends are applied the value changes so PLUM knows to change the setting. ‘shocksRecord.csv’ – this file contains the shock value alone so the value that is applied in addition to the default value. This file isn’t used by PLUM it’s just to keep a record of the values that are being pulled from the distributions.
+
+This is all set up to generate shocks/trends from random distributions so two ‘protectionist’ runs will have different parameter values for the trends. I haven’t had time to change the R script so that it generates the same values across scenarios however you could alter the R script to do it in a similar way as createYieldShockMaps.R where it takes an argument from the command line. Alternatively if you wanted to do it quickly in the meantime you could change the distribution values in the shockDistributions.csv so that the min and max values are the same so it only ever pulls the same value for parameters.
+
+#### **For running the storylines**
+
+Calibration run:
+```{r, eval=F}
+qsub /exports/csce/eddie/geos/groups/LURG/models/PLUM/plumv2/scripts/runPlum.sh -s calib_fc -b frances
+```
+
+Run this to check if fruitveg problem still there:
+```{r, eval=F}
+qsub /exports/csce/eddie/geos/groups/LURG/models/PLUM/plumv2/scripts/runPlum.sh -s fc_STP1/BAU_noshocks/s1 -b frances
+```
+
+* STEP 1: Edit paramsExample.csv for the scenarios required
+* STEP 2: Run the MonteCarloStuff.R on your PC to create *.csv file
+* STEP 3: Copy the *.csv file to the cluster; amend shockProbabilities.csv file and run:
+```{r, eval=F}
+createScenarios.sh *.csv –s
+```
+* STEP 4: Make additional changes to the shock.csv files within each folder of the generate output folder on the cluster.
+* STEP 5: Run the scenarios on the cluster (after change the CD to PLUM):
+```{r, eval=F}
+/exports/csce/eddie/geos/groups/LURG/models/PLUM/plumv2/scripts/scheduleScenarios.sh -t trendRunsExample.csv -b frances
+```
+## BASH USEFUL COMMANDS {#BASH}
+
+Unix commands you can’t live without:
+
+* **ls**: list file and subfolder
+* **cd**: change current working directory
+* **mkdir**: create new directory
+* **rm**: remove or unlink file
+* **grep**: search the given files for lines containing a match to a given pattern list (find string within files)
+* **vi**: to open text editor (modify a file). Migh prefer to use the command nano in stead
+
+Really useful:
+
+* **history**: print history list
+* **head**: print the first part of files given to it via standard input
+* **tail**: print the last part of files given to it via standard input
+* **cat**: (short for “concatenate“) create single or multiple files, view contain of file, concatenate files and redirect output in terminal or files
+* **|**: is vertasile, could mean pipe or it could mean a logical OR
+* **ln**: create a hard link or a symbolic link (symlink) to an existing file or directory
+* **find**: find a file or files. Can add filter or apply command to the select file(s). ($ find -name "*.js")
+* **xargs**: reads streams of data from standard input, then generates and executes command lines; meaning it can take output of a command and passes it as argument of another command. If no command is specified, xargs executes echo by default
+* **df**: (short for "disk free") display information related to file systems about total space and available space. If no file name is given, it displays the space available on all currently mounted file systems
+* **echo**: display a line of text/string on standard output or a file or the value of a variable
+* **-N <name>**: if set after qsub, it gives an identifying name to the job
+
+Eddie scheduler:
+
+* **qsub**: submit a script by sending a Queue Job Request to a batch server
+* **qstat**: request the status of jobs, queues, or a batch server
+* **qdel <job id>**: delete the called queueing job
+
+## HELP WITH SOME POTENTIAL ERRORS {#ERRORS}
+#### **On your Laptop**
+
+1. Might need to change BASE_DIR path in debug_config.properties to:
+
+```{r, eval=F}
+BASE_DIR=C:/Users/jmaire/Development/plumv2
+```
+
+2. If error can’t run any thing, run only Modelmain.java to set as main class file
+3. Remove error search marketplace for .csv follow [these instructions](https://stackoverflow.com/questions/39698357/disable-marketplace-from-eclipse): Windows>Preferences> add in files types> *.csv> add in associate editor Text editor>apply
+4. Set up home directory if not set-up in windows, follow [these instructions](https://stackoverflow.com/questions/19175089/eclipse-project-wide-error-warning-the-environment-variable-home-is-not-set-t), answer 6
+5. In windows> search>Edit the environment system variables>environment variables> edit path> add [GAMS path: C:\GAMS\win64\24.7](https://forum.gamsworld.org/viewtopic.php?t=9786) > restart eclipse as windows updates not always link to eclipse.
+
+#### **On Eddie**
+
+1. First scenario run will always use median parameter values from the distribution file.
+2. Currently uses Roslyn’s version of plum (roslyns_build_area)…bear in mind for the future when it might be changed to use Peter’s version (just changing the file path).
+3. If need to cancel a lot of runs, use this line… with first and last job numbers:
+```{r, eval=F}
+/exports/csce/eddie/geos/groups/LURG/models/PLUM/roslyns_build_area/plumv2/scripts/stopRange.sh 2435600 2435609
+
+```
+4. Can change the ‘common_properties’ file before running the scenario creation, just remember to change back again. Also, double check the created config.properties file in case anything is amiss.
+5. For code on looking at the output, look at PLUMscripts/debugging.rmd from bitbucket.
+
+# **GLOSSARY** {.tabset .tabset-fade .tabset-pills}
+
+## ACRONYMS
+```{r, echo=FALSE, message=FALSE, warning = FALSE}
+df3<- data.frame(Acronyms= c("LUC", "LULCC", "BVOCs", "PFTs", "CI", "IAM", "DGVM", "CGE", "SSPs", "SPAs", "RCPs", "RAPs", "BECCS", "CDR", "IAV", "FPUs"), Definition=c("Land Use Change", "Land Use/Land Cover Change", "Biogenic Volatile Organic Compounds", "Plant Function Types", "Conservation International", "Integrated Assessment Model", "Dynamic Global Vegetation Model", "Computable General Equilibrium = AGE (applied general equilibrium)", "Shared Socio-Economic Pathways", "Shared Climate Policy Assumptions", "Representative Concentration Pathways", "Representative Agricultural Pathways", "Bioenergy Crop Production Combined With Carbon Capture And Sequestration", "Carbon Dioxide Removal", "Impacts, Adaptation, And Vulnerability", "Food Production Units"))
+kable(df3) %>%
+ kable_styling(bootstrap_options = c("striped", "hover", "condensed"), full_width = F)
+```
+
+## MODELS NAMES {#OTHERMODELS}
+```{r, echo=FALSE, message=FALSE, warning = FALSE}
+df4<- data.frame(Acronyms= c("LPJ-GUESS", "LandSyMM", "PLUM", "CRAFTY", "AIM/CGE", "GCAM", "IMAGE ", "MESSAGE-GLOBIOM", "REMIND/MAgPIE", "LPJmL", "MAIDADS", "IMOGEN", "CLUMondo", "FARM", "MAGNET", "CAPS", "LandSHIFT"),
+ Definition=c("Lund-Postdam-Jena General Ecosystem Simulator ", "Land System Modular Model", "Parsimonious Land Use Model", "Competition for Resources between Agent Functional Types", "Asia-Pacific Integrated Assessment/Computable General Equilibrium (Fujimori et al., 2014, 2016)", "Global Change Assessment Model (Wise et al., 2014)", "Integrated Assessment of Global Environmental Change (Stehfest et al., 2014)", "Coupled the energy model MESSAGE, the land use model GLOBIOM (Kindermann et al., 2006; HavlÃk et al., 2014; Riahi et al., 2012) ", "Regional Model of Investments and Development/ Model of Agricultural Production and its Impact on the Environment (Popp et al., 2011, 2014)", "Lund-Postdam-Jena management land (global vegetation and hydrology model)", "Modified, Implicit, Directly Additive Demand System (Preckel, Cranfield & Hertel (2010), Gouel and Guimbard 2018)", "Intermediate complexity model to evaluate terrestrial impacts of a changing climate (Huntingford et al., 2010)", "Conversion of Land Use change Mondo (Van Asselen and Verburg, 2013)", "Future Agricultural Resources Model(Nelson et al., 2014, Sands et al., 2014)", "Modular Applied GeNeral Equilibrium Tool (Van Meijl et al., 2006, Woltjer et al 2014)", "(Meiyappan et al., 2014)", "(Schaldach et al., 2011"))
+kable(df4) %>%
+ kable_styling(bootstrap_options = c("striped", "hover", "condensed"), full_width = F)
+```
+
+## TERMINOLOGY
+
+* **CO~2~ fertilisation**: The speeding-up of photosynthesis, known as carbon dioxide (CO~2~) fertilisation, is well-known to be an important consequence of higher CO~2~ concentrations in the atmosphere, along with increased water use efficiency. Under higher CO~2~, plants do not lose so much water through their leaves, so can be less impacted by drier conditions and can better utilise the nitrogen present in the soil which correspond to higher yield under similar fertiliser application regime.
+
+* **Oligopolistic market**: The primary idea behind an oligopolistic market (an oligopoly) is that a few companies rule over many in a particular market or industry, offering similar goods and services. Because of a limited number of players in an oligopolistic market, competition is limited, allowing every firm to operate successfully.
+
+* **Monopsony power**: A monopsony occurs when a firm has market power in employing factors of production (e.g. labour). A monopsony means there is one buyer and many sellers. It often refers to a monopsony employer – who has market power in hiring workers. This is a similar concept to monopoly where there is one seller and many buyers
+
+* **Subsistence level**: A level of income that provides only enough money for basic needs. In PLUMv2, the subsistence level is defined based on the income within the country.
+
+* **Discretionary income**: A level of income that provides enough money so there is an amount of an individual's income that is left for spending, investing, or saving after paying taxes and paying for personal necessities, such as food, shelter, and clothing. In PLUMv2, the discretionary level of income is calculated based on the income and the commodity prices in the international market.
+
+* **Markup**: Price markup is the difference between the selling price of a good or service and cost. It is often expressed as a percentage over the cost. A markup is added into the total cost incurred by the producer of a good or service in order to cover the costs of doing business and create a profit.
+
+<!-- https://www.iisd.org/sites/default/files/publications/measuring_food_resilience_honduras_nicaragua.pdf
+* **Resilience**: is defined as “the ability of a system and its component parts to anticipate, absorb, accommodate, or recover from the effects of a hazardous event in a timely and efficient manner, including through ensuring the preservation, restoration, or improvement of its essential basic structures and functions†(Intergovernmental Panel on Climate Change, 2012). -->
+
+<!-- * **Food security**: is described as a condition in which all people, at all times, have physical and economic access to sufficient, safe and nutritious food to meet their dietary needs and food preferences for an active and healthy life [(World Food Summit, 1996)](http://www.fao.org/docrep/003/w3613e/w3613e00.HTM). -->
+
+<!-- * **Food system**: describes the processes, required inputs and generated outputs involved in feeding a population, including growing, harvesting, processing, packaging, transporting, marketing, consuming and disposing of food (Hawkes, 2009). -->
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+<!DOCTYPE html>
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+<html>
+
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+<meta name="author" content="Juliette Maire (Juliette.Maire@ed.ac.uk)" />
+
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+<title>Documentation Parsimonious Land Use Model (PLUM)</title>
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) 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e("body").append(s),t=a.offsetWidth,s.css("overflow","scroll"),i=a.offsetWidth,t===i&&(i=s[0].clientWidth),s.remove(),n=t-i},getScrollInfo:function(t){var i=t.isWindow||t.isDocument?"":t.element.css("overflow-x"),s=t.isWindow||t.isDocument?"":t.element.css("overflow-y"),n="scroll"===i||"auto"===i&&t.width<t.element[0].scrollWidth,a="scroll"===s||"auto"===s&&t.height<t.element[0].scrollHeight;return{width:a?e.position.scrollbarWidth():0,height:n?e.position.scrollbarWidth():0}},getWithinInfo:function(t){var i=e(t||window),s=e.isWindow(i[0]),n=!!i[0]&&9===i[0].nodeType;return{element:i,isWindow:s,isDocument:n,offset:i.offset()||{left:0,top:0},scrollLeft:i.scrollLeft(),scrollTop:i.scrollTop(),width:s||n?i.width():i.outerWidth(),height:s||n?i.height():i.outerHeight()}}},e.fn.position=function(n){if(!n||!n.of)return f.apply(this,arguments);n=e.extend({},n);var p,m,g,v,y,b,_=e(n.of),x=e.position.getWithinInfo(n.within),w=e.position.getScrollInfo(x),k=(n.collision||"flip").split(" "),T={};return b=s(_),_[0].preventDefault&&(n.at="left top"),m=b.width,g=b.height,v=b.offset,y=e.extend({},v),e.each(["my","at"],function(){var e,t,i=(n[this]||"").split(" ");1===i.length&&(i=l.test(i[0])?i.concat(["center"]):u.test(i[0])?["center"].concat(i):["center","center"]),i[0]=l.test(i[0])?i[0]:"center",i[1]=u.test(i[1])?i[1]:"center",e=d.exec(i[0]),t=d.exec(i[1]),T[this]=[e?e[0]:0,t?t[0]:0],n[this]=[c.exec(i[0])[0],c.exec(i[1])[0]]}),1===k.length&&(k[1]=k[0]),"right"===n.at[0]?y.left+=m:"center"===n.at[0]&&(y.left+=m/2),"bottom"===n.at[1]?y.top+=g:"center"===n.at[1]&&(y.top+=g/2),p=t(T.at,m,g),y.left+=p[0],y.top+=p[1],this.each(function(){var s,l,u=e(this),d=u.outerWidth(),c=u.outerHeight(),f=i(this,"marginLeft"),b=i(this,"marginTop"),D=d+f+i(this,"marginRight")+w.width,S=c+b+i(this,"marginBottom")+w.height,N=e.extend({},y),M=t(T.my,u.outerWidth(),u.outerHeight());"right"===n.my[0]?N.left-=d:"center"===n.my[0]&&(N.left-=d/2),"bottom"===n.my[1]?N.top-=c:"center"===n.my[1]&&(N.top-=c/2),N.left+=M[0],N.top+=M[1],a||(N.left=h(N.left),N.top=h(N.top)),s={marginLeft:f,marginTop:b},e.each(["left","top"],function(t,i){e.ui.position[k[t]]&&e.ui.position[k[t]][i](N,{targetWidth:m,targetHeight:g,elemWidth:d,elemHeight:c,collisionPosition:s,collisionWidth:D,collisionHeight:S,offset:[p[0]+M[0],p[1]+M[1]],my:n.my,at:n.at,within:x,elem:u})}),n.using&&(l=function(e){var t=v.left-N.left,i=t+m-d,s=v.top-N.top,a=s+g-c,h={target:{element:_,left:v.left,top:v.top,width:m,height:g},element:{element:u,left:N.left,top:N.top,width:d,height:c},horizontal:0>i?"left":t>0?"right":"center",vertical:0>a?"top":s>0?"bottom":"middle"};d>m&&m>r(t+i)&&(h.horizontal="center"),c>g&&g>r(s+a)&&(h.vertical="middle"),h.important=o(r(t),r(i))>o(r(s),r(a))?"horizontal":"vertical",n.using.call(this,e,h)}),u.offset(e.extend(N,{using:l}))})},e.ui.position={fit:{left:function(e,t){var i,s=t.within,n=s.isWindow?s.scrollLeft:s.offset.left,a=s.width,r=e.left-t.collisionPosition.marginLeft,h=n-r,l=r+t.collisionWidth-a-n;t.collisionWidth>a?h>0&&0>=l?(i=e.left+h+t.collisionWidth-a-n,e.left+=h-i):e.left=l>0&&0>=h?n:h>l?n+a-t.collisionWidth:n:h>0?e.left+=h:l>0?e.left-=l:e.left=o(e.left-r,e.left)},top:function(e,t){var i,s=t.within,n=s.isWindow?s.scrollTop:s.offset.top,a=t.within.height,r=e.top-t.collisionPosition.marginTop,h=n-r,l=r+t.collisionHeight-a-n;t.collisionHeight>a?h>0&&0>=l?(i=e.top+h+t.collisionHeight-a-n,e.top+=h-i):e.top=l>0&&0>=h?n:h>l?n+a-t.collisionHeight:n:h>0?e.top+=h:l>0?e.top-=l:e.top=o(e.top-r,e.top)}},flip:{left:function(e,t){var i,s,n=t.within,a=n.offset.left+n.scrollLeft,o=n.width,h=n.isWindow?n.scrollLeft:n.offset.left,l=e.left-t.collisionPosition.marginLeft,u=l-h,d=l+t.collisionWidth-o-h,c="left"===t.my[0]?-t.elemWidth:"right"===t.my[0]?t.elemWidth:0,p="left"===t.at[0]?t.targetWidth:"right"===t.at[0]?-t.targetWidth:0,f=-2*t.offset[0];0>u?(i=e.left+c+p+f+t.collisionWidth-o-a,(0>i||r(u)>i)&&(e.left+=c+p+f)):d>0&&(s=e.left-t.collisionPosition.marginLeft+c+p+f-h,(s>0||d>r(s))&&(e.left+=c+p+f))},top:function(e,t){var i,s,n=t.within,a=n.offset.top+n.scrollTop,o=n.height,h=n.isWindow?n.scrollTop:n.offset.top,l=e.top-t.collisionPosition.marginTop,u=l-h,d=l+t.collisionHeight-o-h,c="top"===t.my[1],p=c?-t.elemHeight:"bottom"===t.my[1]?t.elemHeight:0,f="top"===t.at[1]?t.targetHeight:"bottom"===t.at[1]?-t.targetHeight:0,m=-2*t.offset[1];0>u?(s=e.top+p+f+m+t.collisionHeight-o-a,(0>s||r(u)>s)&&(e.top+=p+f+m)):d>0&&(i=e.top-t.collisionPosition.marginTop+p+f+m-h,(i>0||d>r(i))&&(e.top+=p+f+m))}},flipfit:{left:function(){e.ui.position.flip.left.apply(this,arguments),e.ui.position.fit.left.apply(this,arguments)},top:function(){e.ui.position.flip.top.apply(this,arguments),e.ui.position.fit.top.apply(this,arguments)}}},function(){var t,i,s,n,o,r=document.getElementsByTagName("body")[0],h=document.createElement("div");t=document.createElement(r?"div":"body"),s={visibility:"hidden",width:0,height:0,border:0,margin:0,background:"none"},r&&e.extend(s,{position:"absolute",left:"-1000px",top:"-1000px"});for(o in s)t.style[o]=s[o];t.appendChild(h),i=r||document.documentElement,i.insertBefore(t,i.firstChild),h.style.cssText="position: absolute; left: 10.7432222px;",n=e(h).offset().left,a=n>10&&11>n,t.innerHTML="",i.removeChild(t)}()}(),e.ui.position,e.widget("ui.draggable",e.ui.mouse,{version:"1.11.4",widgetEventPrefix:"drag",options:{addClasses:!0,appendTo:"parent",axis:!1,connectToSortable:!1,containment:!1,cursor:"auto",cursorAt:!1,grid:!1,handle:!1,helper:"original",iframeFix:!1,opacity:!1,refreshPositions:!1,revert:!1,revertDuration:500,scope:"default",scroll:!0,scrollSensitivity:20,scrollSpeed:20,snap:!1,snapMode:"both",snapTolerance:20,stack:!1,zIndex:!1,drag:null,start:null,stop:null},_create:function(){"original"===this.options.helper&&this._setPositionRelative(),this.options.addClasses&&this.element.addClass("ui-draggable"),this.options.disabled&&this.element.addClass("ui-draggable-disabled"),this._setHandleClassName(),this._mouseInit()},_setOption:function(e,t){this._super(e,t),"handle"===e&&(this._removeHandleClassName(),this._setHandleClassName())},_destroy:function(){return(this.helper||this.element).is(".ui-draggable-dragging")?(this.destroyOnClear=!0,void 0):(this.element.removeClass("ui-draggable ui-draggable-dragging ui-draggable-disabled"),this._removeHandleClassName(),this._mouseDestroy(),void 0)},_mouseCapture:function(t){var i=this.options;return this._blurActiveElement(t),this.helper||i.disabled||e(t.target).closest(".ui-resizable-handle").length>0?!1:(this.handle=this._getHandle(t),this.handle?(this._blockFrames(i.iframeFix===!0?"iframe":i.iframeFix),!0):!1)},_blockFrames:function(t){this.iframeBlocks=this.document.find(t).map(function(){var t=e(this);return e("<div>").css("position","absolute").appendTo(t.parent()).outerWidth(t.outerWidth()).outerHeight(t.outerHeight()).offset(t.offset())[0]})},_unblockFrames:function(){this.iframeBlocks&&(this.iframeBlocks.remove(),delete this.iframeBlocks)},_blurActiveElement:function(t){var i=this.document[0];if(this.handleElement.is(t.target))try{i.activeElement&&"body"!==i.activeElement.nodeName.toLowerCase()&&e(i.activeElement).blur()}catch(s){}},_mouseStart:function(t){var i=this.options;return this.helper=this._createHelper(t),this.helper.addClass("ui-draggable-dragging"),this._cacheHelperProportions(),e.ui.ddmanager&&(e.ui.ddmanager.current=this),this._cacheMargins(),this.cssPosition=this.helper.css("position"),this.scrollParent=this.helper.scrollParent(!0),this.offsetParent=this.helper.offsetParent(),this.hasFixedAncestor=this.helper.parents().filter(function(){return"fixed"===e(this).css("position")}).length>0,this.positionAbs=this.element.offset(),this._refreshOffsets(t),this.originalPosition=this.position=this._generatePosition(t,!1),this.originalPageX=t.pageX,this.originalPageY=t.pageY,i.cursorAt&&this._adjustOffsetFromHelper(i.cursorAt),this._setContainment(),this._trigger("start",t)===!1?(this._clear(),!1):(this._cacheHelperProportions(),e.ui.ddmanager&&!i.dropBehaviour&&e.ui.ddmanager.prepareOffsets(this,t),this._normalizeRightBottom(),this._mouseDrag(t,!0),e.ui.ddmanager&&e.ui.ddmanager.dragStart(this,t),!0)},_refreshOffsets:function(e){this.offset={top:this.positionAbs.top-this.margins.top,left:this.positionAbs.left-this.margins.left,scroll:!1,parent:this._getParentOffset(),relative:this._getRelativeOffset()},this.offset.click={left:e.pageX-this.offset.left,top:e.pageY-this.offset.top}},_mouseDrag:function(t,i){if(this.hasFixedAncestor&&(this.offset.parent=this._getParentOffset()),this.position=this._generatePosition(t,!0),this.positionAbs=this._convertPositionTo("absolute"),!i){var s=this._uiHash();if(this._trigger("drag",t,s)===!1)return this._mouseUp({}),!1;this.position=s.position}return this.helper[0].style.left=this.position.left+"px",this.helper[0].style.top=this.position.top+"px",e.ui.ddmanager&&e.ui.ddmanager.drag(this,t),!1},_mouseStop:function(t){var i=this,s=!1;return e.ui.ddmanager&&!this.options.dropBehaviour&&(s=e.ui.ddmanager.drop(this,t)),this.dropped&&(s=this.dropped,this.dropped=!1),"invalid"===this.options.revert&&!s||"valid"===this.options.revert&&s||this.options.revert===!0||e.isFunction(this.options.revert)&&this.options.revert.call(this.element,s)?e(this.helper).animate(this.originalPosition,parseInt(this.options.revertDuration,10),function(){i._trigger("stop",t)!==!1&&i._clear()}):this._trigger("stop",t)!==!1&&this._clear(),!1},_mouseUp:function(t){return this._unblockFrames(),e.ui.ddmanager&&e.ui.ddmanager.dragStop(this,t),this.handleElement.is(t.target)&&this.element.focus(),e.ui.mouse.prototype._mouseUp.call(this,t)},cancel:function(){return this.helper.is(".ui-draggable-dragging")?this._mouseUp({}):this._clear(),this},_getHandle:function(t){return this.options.handle?!!e(t.target).closest(this.element.find(this.options.handle)).length:!0},_setHandleClassName:function(){this.handleElement=this.options.handle?this.element.find(this.options.handle):this.element,this.handleElement.addClass("ui-draggable-handle")},_removeHandleClassName:function(){this.handleElement.removeClass("ui-draggable-handle")},_createHelper:function(t){var i=this.options,s=e.isFunction(i.helper),n=s?e(i.helper.apply(this.element[0],[t])):"clone"===i.helper?this.element.clone().removeAttr("id"):this.element;return n.parents("body").length||n.appendTo("parent"===i.appendTo?this.element[0].parentNode:i.appendTo),s&&n[0]===this.element[0]&&this._setPositionRelative(),n[0]===this.element[0]||/(fixed|absolute)/.test(n.css("position"))||n.css("position","absolute"),n},_setPositionRelative:function(){/^(?:r|a|f)/.test(this.element.css("position"))||(this.element[0].style.position="relative")},_adjustOffsetFromHelper:function(t){"string"==typeof t&&(t=t.split(" ")),e.isArray(t)&&(t={left:+t[0],top:+t[1]||0}),"left"in t&&(this.offset.click.left=t.left+this.margins.left),"right"in t&&(this.offset.click.left=this.helperProportions.width-t.right+this.margins.left),"top"in t&&(this.offset.click.top=t.top+this.margins.top),"bottom"in t&&(this.offset.click.top=this.helperProportions.height-t.bottom+this.margins.top)},_isRootNode:function(e){return/(html|body)/i.test(e.tagName)||e===this.document[0]},_getParentOffset:function(){var t=this.offsetParent.offset(),i=this.document[0];return"absolute"===this.cssPosition&&this.scrollParent[0]!==i&&e.contains(this.scrollParent[0],this.offsetParent[0])&&(t.left+=this.scrollParent.scrollLeft(),t.top+=this.scrollParent.scrollTop()),this._isRootNode(this.offsetParent[0])&&(t={top:0,left:0}),{top:t.top+(parseInt(this.offsetParent.css("borderTopWidth"),10)||0),left:t.left+(parseInt(this.offsetParent.css("borderLeftWidth"),10)||0)}},_getRelativeOffset:function(){if("relative"!==this.cssPosition)return{top:0,left:0};var e=this.element.position(),t=this._isRootNode(this.scrollParent[0]);return{top:e.top-(parseInt(this.helper.css("top"),10)||0)+(t?0:this.scrollParent.scrollTop()),left:e.left-(parseInt(this.helper.css("left"),10)||0)+(t?0:this.scrollParent.scrollLeft())}},_cacheMargins:function(){this.margins={left:parseInt(this.element.css("marginLeft"),10)||0,top:parseInt(this.element.css("marginTop"),10)||0,right:parseInt(this.element.css("marginRight"),10)||0,bottom:parseInt(this.element.css("marginBottom"),10)||0}},_cacheHelperProportions:function(){this.helperProportions={width:this.helper.outerWidth(),height:this.helper.outerHeight()}},_setContainment:function(){var t,i,s,n=this.options,a=this.document[0];return this.relativeContainer=null,n.containment?"window"===n.containment?(this.containment=[e(window).scrollLeft()-this.offset.relative.left-this.offset.parent.left,e(window).scrollTop()-this.offset.relative.top-this.offset.parent.top,e(window).scrollLeft()+e(window).width()-this.helperProportions.width-this.margins.left,e(window).scrollTop()+(e(window).height()||a.body.parentNode.scrollHeight)-this.helperProportions.height-this.margins.top],void 0):"document"===n.containment?(this.containment=[0,0,e(a).width()-this.helperProportions.width-this.margins.left,(e(a).height()||a.body.parentNode.scrollHeight)-this.helperProportions.height-this.margins.top],void 0):n.containment.constructor===Array?(this.containment=n.containment,void 0):("parent"===n.containment&&(n.containment=this.helper[0].parentNode),i=e(n.containment),s=i[0],s&&(t=/(scroll|auto)/.test(i.css("overflow")),this.containment=[(parseInt(i.css("borderLeftWidth"),10)||0)+(parseInt(i.css("paddingLeft"),10)||0),(parseInt(i.css("borderTopWidth"),10)||0)+(parseInt(i.css("paddingTop"),10)||0),(t?Math.max(s.scrollWidth,s.offsetWidth):s.offsetWidth)-(parseInt(i.css("borderRightWidth"),10)||0)-(parseInt(i.css("paddingRight"),10)||0)-this.helperProportions.width-this.margins.left-this.margins.right,(t?Math.max(s.scrollHeight,s.offsetHeight):s.offsetHeight)-(parseInt(i.css("borderBottomWidth"),10)||0)-(parseInt(i.css("paddingBottom"),10)||0)-this.helperProportions.height-this.margins.top-this.margins.bottom],this.relativeContainer=i),void 0):(this.containment=null,void 0)},_convertPositionTo:function(e,t){t||(t=this.position);var i="absolute"===e?1:-1,s=this._isRootNode(this.scrollParent[0]);return{top:t.top+this.offset.relative.top*i+this.offset.parent.top*i-("fixed"===this.cssPosition?-this.offset.scroll.top:s?0:this.offset.scroll.top)*i,left:t.left+this.offset.relative.left*i+this.offset.parent.left*i-("fixed"===this.cssPosition?-this.offset.scroll.left:s?0:this.offset.scroll.left)*i}},_generatePosition:function(e,t){var i,s,n,a,o=this.options,r=this._isRootNode(this.scrollParent[0]),h=e.pageX,l=e.pageY;return r&&this.offset.scroll||(this.offset.scroll={top:this.scrollParent.scrollTop(),left:this.scrollParent.scrollLeft()}),t&&(this.containment&&(this.relativeContainer?(s=this.relativeContainer.offset(),i=[this.containment[0]+s.left,this.containment[1]+s.top,this.containment[2]+s.left,this.containment[3]+s.top]):i=this.containment,e.pageX-this.offset.click.left<i[0]&&(h=i[0]+this.offset.click.left),e.pageY-this.offset.click.top<i[1]&&(l=i[1]+this.offset.click.top),e.pageX-this.offset.click.left>i[2]&&(h=i[2]+this.offset.click.left),e.pageY-this.offset.click.top>i[3]&&(l=i[3]+this.offset.click.top)),o.grid&&(n=o.grid[1]?this.originalPageY+Math.round((l-this.originalPageY)/o.grid[1])*o.grid[1]:this.originalPageY,l=i?n-this.offset.click.top>=i[1]||n-this.offset.click.top>i[3]?n:n-this.offset.click.top>=i[1]?n-o.grid[1]:n+o.grid[1]:n,a=o.grid[0]?this.originalPageX+Math.round((h-this.originalPageX)/o.grid[0])*o.grid[0]:this.originalPageX,h=i?a-this.offset.click.left>=i[0]||a-this.offset.click.left>i[2]?a:a-this.offset.click.left>=i[0]?a-o.grid[0]:a+o.grid[0]:a),"y"===o.axis&&(h=this.originalPageX),"x"===o.axis&&(l=this.originalPageY)),{top:l-this.offset.click.top-this.offset.relative.top-this.offset.parent.top+("fixed"===this.cssPosition?-this.offset.scroll.top:r?0:this.offset.scroll.top),left:h-this.offset.click.left-this.offset.relative.left-this.offset.parent.left+("fixed"===this.cssPosition?-this.offset.scroll.left:r?0:this.offset.scroll.left)}},_clear:function(){this.helper.removeClass("ui-draggable-dragging"),this.helper[0]===this.element[0]||this.cancelHelperRemoval||this.helper.remove(),this.helper=null,this.cancelHelperRemoval=!1,this.destroyOnClear&&this.destroy()},_normalizeRightBottom:function(){"y"!==this.options.axis&&"auto"!==this.helper.css("right")&&(this.helper.width(this.helper.width()),this.helper.css("right","auto")),"x"!==this.options.axis&&"auto"!==this.helper.css("bottom")&&(this.helper.height(this.helper.height()),this.helper.css("bottom","auto"))},_trigger:function(t,i,s){return s=s||this._uiHash(),e.ui.plugin.call(this,t,[i,s,this],!0),/^(drag|start|stop)/.test(t)&&(this.positionAbs=this._convertPositionTo("absolute"),s.offset=this.positionAbs),e.Widget.prototype._trigger.call(this,t,i,s)},plugins:{},_uiHash:function(){return{helper:this.helper,position:this.position,originalPosition:this.originalPosition,offset:this.positionAbs}}}),e.ui.plugin.add("draggable","connectToSortable",{start:function(t,i,s){var n=e.extend({},i,{item:s.element});s.sortables=[],e(s.options.connectToSortable).each(function(){var i=e(this).sortable("instance");i&&!i.options.disabled&&(s.sortables.push(i),i.refreshPositions(),i._trigger("activate",t,n))})},stop:function(t,i,s){var n=e.extend({},i,{item:s.element});s.cancelHelperRemoval=!1,e.each(s.sortables,function(){var e=this;e.isOver?(e.isOver=0,s.cancelHelperRemoval=!0,e.cancelHelperRemoval=!1,e._storedCSS={position:e.placeholder.css("position"),top:e.placeholder.css("top"),left:e.placeholder.css("left")},e._mouseStop(t),e.options.helper=e.options._helper):(e.cancelHelperRemoval=!0,e._trigger("deactivate",t,n))})},drag:function(t,i,s){e.each(s.sortables,function(){var n=!1,a=this;a.positionAbs=s.positionAbs,a.helperProportions=s.helperProportions,a.offset.click=s.offset.click,a._intersectsWith(a.containerCache)&&(n=!0,e.each(s.sortables,function(){return this.positionAbs=s.positionAbs,this.helperProportions=s.helperProportions,this.offset.click=s.offset.click,this!==a&&this._intersectsWith(this.containerCache)&&e.contains(a.element[0],this.element[0])&&(n=!1),n
+})),n?(a.isOver||(a.isOver=1,s._parent=i.helper.parent(),a.currentItem=i.helper.appendTo(a.element).data("ui-sortable-item",!0),a.options._helper=a.options.helper,a.options.helper=function(){return i.helper[0]},t.target=a.currentItem[0],a._mouseCapture(t,!0),a._mouseStart(t,!0,!0),a.offset.click.top=s.offset.click.top,a.offset.click.left=s.offset.click.left,a.offset.parent.left-=s.offset.parent.left-a.offset.parent.left,a.offset.parent.top-=s.offset.parent.top-a.offset.parent.top,s._trigger("toSortable",t),s.dropped=a.element,e.each(s.sortables,function(){this.refreshPositions()}),s.currentItem=s.element,a.fromOutside=s),a.currentItem&&(a._mouseDrag(t),i.position=a.position)):a.isOver&&(a.isOver=0,a.cancelHelperRemoval=!0,a.options._revert=a.options.revert,a.options.revert=!1,a._trigger("out",t,a._uiHash(a)),a._mouseStop(t,!0),a.options.revert=a.options._revert,a.options.helper=a.options._helper,a.placeholder&&a.placeholder.remove(),i.helper.appendTo(s._parent),s._refreshOffsets(t),i.position=s._generatePosition(t,!0),s._trigger("fromSortable",t),s.dropped=!1,e.each(s.sortables,function(){this.refreshPositions()}))})}}),e.ui.plugin.add("draggable","cursor",{start:function(t,i,s){var n=e("body"),a=s.options;n.css("cursor")&&(a._cursor=n.css("cursor")),n.css("cursor",a.cursor)},stop:function(t,i,s){var n=s.options;n._cursor&&e("body").css("cursor",n._cursor)}}),e.ui.plugin.add("draggable","opacity",{start:function(t,i,s){var n=e(i.helper),a=s.options;n.css("opacity")&&(a._opacity=n.css("opacity")),n.css("opacity",a.opacity)},stop:function(t,i,s){var n=s.options;n._opacity&&e(i.helper).css("opacity",n._opacity)}}),e.ui.plugin.add("draggable","scroll",{start:function(e,t,i){i.scrollParentNotHidden||(i.scrollParentNotHidden=i.helper.scrollParent(!1)),i.scrollParentNotHidden[0]!==i.document[0]&&"HTML"!==i.scrollParentNotHidden[0].tagName&&(i.overflowOffset=i.scrollParentNotHidden.offset())},drag:function(t,i,s){var n=s.options,a=!1,o=s.scrollParentNotHidden[0],r=s.document[0];o!==r&&"HTML"!==o.tagName?(n.axis&&"x"===n.axis||(s.overflowOffset.top+o.offsetHeight-t.pageY<n.scrollSensitivity?o.scrollTop=a=o.scrollTop+n.scrollSpeed:t.pageY-s.overflowOffset.top<n.scrollSensitivity&&(o.scrollTop=a=o.scrollTop-n.scrollSpeed)),n.axis&&"y"===n.axis||(s.overflowOffset.left+o.offsetWidth-t.pageX<n.scrollSensitivity?o.scrollLeft=a=o.scrollLeft+n.scrollSpeed:t.pageX-s.overflowOffset.left<n.scrollSensitivity&&(o.scrollLeft=a=o.scrollLeft-n.scrollSpeed))):(n.axis&&"x"===n.axis||(t.pageY-e(r).scrollTop()<n.scrollSensitivity?a=e(r).scrollTop(e(r).scrollTop()-n.scrollSpeed):e(window).height()-(t.pageY-e(r).scrollTop())<n.scrollSensitivity&&(a=e(r).scrollTop(e(r).scrollTop()+n.scrollSpeed))),n.axis&&"y"===n.axis||(t.pageX-e(r).scrollLeft()<n.scrollSensitivity?a=e(r).scrollLeft(e(r).scrollLeft()-n.scrollSpeed):e(window).width()-(t.pageX-e(r).scrollLeft())<n.scrollSensitivity&&(a=e(r).scrollLeft(e(r).scrollLeft()+n.scrollSpeed)))),a!==!1&&e.ui.ddmanager&&!n.dropBehaviour&&e.ui.ddmanager.prepareOffsets(s,t)}}),e.ui.plugin.add("draggable","snap",{start:function(t,i,s){var n=s.options;s.snapElements=[],e(n.snap.constructor!==String?n.snap.items||":data(ui-draggable)":n.snap).each(function(){var t=e(this),i=t.offset();this!==s.element[0]&&s.snapElements.push({item:this,width:t.outerWidth(),height:t.outerHeight(),top:i.top,left:i.left})})},drag:function(t,i,s){var n,a,o,r,h,l,u,d,c,p,f=s.options,m=f.snapTolerance,g=i.offset.left,v=g+s.helperProportions.width,y=i.offset.top,b=y+s.helperProportions.height;for(c=s.snapElements.length-1;c>=0;c--)h=s.snapElements[c].left-s.margins.left,l=h+s.snapElements[c].width,u=s.snapElements[c].top-s.margins.top,d=u+s.snapElements[c].height,h-m>v||g>l+m||u-m>b||y>d+m||!e.contains(s.snapElements[c].item.ownerDocument,s.snapElements[c].item)?(s.snapElements[c].snapping&&s.options.snap.release&&s.options.snap.release.call(s.element,t,e.extend(s._uiHash(),{snapItem:s.snapElements[c].item})),s.snapElements[c].snapping=!1):("inner"!==f.snapMode&&(n=m>=Math.abs(u-b),a=m>=Math.abs(d-y),o=m>=Math.abs(h-v),r=m>=Math.abs(l-g),n&&(i.position.top=s._convertPositionTo("relative",{top:u-s.helperProportions.height,left:0}).top),a&&(i.position.top=s._convertPositionTo("relative",{top:d,left:0}).top),o&&(i.position.left=s._convertPositionTo("relative",{top:0,left:h-s.helperProportions.width}).left),r&&(i.position.left=s._convertPositionTo("relative",{top:0,left:l}).left)),p=n||a||o||r,"outer"!==f.snapMode&&(n=m>=Math.abs(u-y),a=m>=Math.abs(d-b),o=m>=Math.abs(h-g),r=m>=Math.abs(l-v),n&&(i.position.top=s._convertPositionTo("relative",{top:u,left:0}).top),a&&(i.position.top=s._convertPositionTo("relative",{top:d-s.helperProportions.height,left:0}).top),o&&(i.position.left=s._convertPositionTo("relative",{top:0,left:h}).left),r&&(i.position.left=s._convertPositionTo("relative",{top:0,left:l-s.helperProportions.width}).left)),!s.snapElements[c].snapping&&(n||a||o||r||p)&&s.options.snap.snap&&s.options.snap.snap.call(s.element,t,e.extend(s._uiHash(),{snapItem:s.snapElements[c].item})),s.snapElements[c].snapping=n||a||o||r||p)}}),e.ui.plugin.add("draggable","stack",{start:function(t,i,s){var n,a=s.options,o=e.makeArray(e(a.stack)).sort(function(t,i){return(parseInt(e(t).css("zIndex"),10)||0)-(parseInt(e(i).css("zIndex"),10)||0)});o.length&&(n=parseInt(e(o[0]).css("zIndex"),10)||0,e(o).each(function(t){e(this).css("zIndex",n+t)}),this.css("zIndex",n+o.length))}}),e.ui.plugin.add("draggable","zIndex",{start:function(t,i,s){var n=e(i.helper),a=s.options;n.css("zIndex")&&(a._zIndex=n.css("zIndex")),n.css("zIndex",a.zIndex)},stop:function(t,i,s){var n=s.options;n._zIndex&&e(i.helper).css("zIndex",n._zIndex)}}),e.ui.draggable,e.widget("ui.droppable",{version:"1.11.4",widgetEventPrefix:"drop",options:{accept:"*",activeClass:!1,addClasses:!0,greedy:!1,hoverClass:!1,scope:"default",tolerance:"intersect",activate:null,deactivate:null,drop:null,out:null,over:null},_create:function(){var t,i=this.options,s=i.accept;this.isover=!1,this.isout=!0,this.accept=e.isFunction(s)?s:function(e){return e.is(s)},this.proportions=function(){return arguments.length?(t=arguments[0],void 0):t?t:t={width:this.element[0].offsetWidth,height:this.element[0].offsetHeight}},this._addToManager(i.scope),i.addClasses&&this.element.addClass("ui-droppable")},_addToManager:function(t){e.ui.ddmanager.droppables[t]=e.ui.ddmanager.droppables[t]||[],e.ui.ddmanager.droppables[t].push(this)},_splice:function(e){for(var t=0;e.length>t;t++)e[t]===this&&e.splice(t,1)},_destroy:function(){var t=e.ui.ddmanager.droppables[this.options.scope];this._splice(t),this.element.removeClass("ui-droppable ui-droppable-disabled")},_setOption:function(t,i){if("accept"===t)this.accept=e.isFunction(i)?i:function(e){return e.is(i)};else if("scope"===t){var s=e.ui.ddmanager.droppables[this.options.scope];this._splice(s),this._addToManager(i)}this._super(t,i)},_activate:function(t){var i=e.ui.ddmanager.current;this.options.activeClass&&this.element.addClass(this.options.activeClass),i&&this._trigger("activate",t,this.ui(i))},_deactivate:function(t){var i=e.ui.ddmanager.current;this.options.activeClass&&this.element.removeClass(this.options.activeClass),i&&this._trigger("deactivate",t,this.ui(i))},_over:function(t){var i=e.ui.ddmanager.current;i&&(i.currentItem||i.element)[0]!==this.element[0]&&this.accept.call(this.element[0],i.currentItem||i.element)&&(this.options.hoverClass&&this.element.addClass(this.options.hoverClass),this._trigger("over",t,this.ui(i)))},_out:function(t){var i=e.ui.ddmanager.current;i&&(i.currentItem||i.element)[0]!==this.element[0]&&this.accept.call(this.element[0],i.currentItem||i.element)&&(this.options.hoverClass&&this.element.removeClass(this.options.hoverClass),this._trigger("out",t,this.ui(i)))},_drop:function(t,i){var s=i||e.ui.ddmanager.current,n=!1;return s&&(s.currentItem||s.element)[0]!==this.element[0]?(this.element.find(":data(ui-droppable)").not(".ui-draggable-dragging").each(function(){var i=e(this).droppable("instance");return i.options.greedy&&!i.options.disabled&&i.options.scope===s.options.scope&&i.accept.call(i.element[0],s.currentItem||s.element)&&e.ui.intersect(s,e.extend(i,{offset:i.element.offset()}),i.options.tolerance,t)?(n=!0,!1):void 0}),n?!1:this.accept.call(this.element[0],s.currentItem||s.element)?(this.options.activeClass&&this.element.removeClass(this.options.activeClass),this.options.hoverClass&&this.element.removeClass(this.options.hoverClass),this._trigger("drop",t,this.ui(s)),this.element):!1):!1},ui:function(e){return{draggable:e.currentItem||e.element,helper:e.helper,position:e.position,offset:e.positionAbs}}}),e.ui.intersect=function(){function e(e,t,i){return e>=t&&t+i>e}return function(t,i,s,n){if(!i.offset)return!1;var a=(t.positionAbs||t.position.absolute).left+t.margins.left,o=(t.positionAbs||t.position.absolute).top+t.margins.top,r=a+t.helperProportions.width,h=o+t.helperProportions.height,l=i.offset.left,u=i.offset.top,d=l+i.proportions().width,c=u+i.proportions().height;switch(s){case"fit":return a>=l&&d>=r&&o>=u&&c>=h;case"intersect":return a+t.helperProportions.width/2>l&&d>r-t.helperProportions.width/2&&o+t.helperProportions.height/2>u&&c>h-t.helperProportions.height/2;case"pointer":return e(n.pageY,u,i.proportions().height)&&e(n.pageX,l,i.proportions().width);case"touch":return(o>=u&&c>=o||h>=u&&c>=h||u>o&&h>c)&&(a>=l&&d>=a||r>=l&&d>=r||l>a&&r>d);default:return!1}}}(),e.ui.ddmanager={current:null,droppables:{"default":[]},prepareOffsets:function(t,i){var s,n,a=e.ui.ddmanager.droppables[t.options.scope]||[],o=i?i.type:null,r=(t.currentItem||t.element).find(":data(ui-droppable)").addBack();e:for(s=0;a.length>s;s++)if(!(a[s].options.disabled||t&&!a[s].accept.call(a[s].element[0],t.currentItem||t.element))){for(n=0;r.length>n;n++)if(r[n]===a[s].element[0]){a[s].proportions().height=0;continue e}a[s].visible="none"!==a[s].element.css("display"),a[s].visible&&("mousedown"===o&&a[s]._activate.call(a[s],i),a[s].offset=a[s].element.offset(),a[s].proportions({width:a[s].element[0].offsetWidth,height:a[s].element[0].offsetHeight}))}},drop:function(t,i){var s=!1;return e.each((e.ui.ddmanager.droppables[t.options.scope]||[]).slice(),function(){this.options&&(!this.options.disabled&&this.visible&&e.ui.intersect(t,this,this.options.tolerance,i)&&(s=this._drop.call(this,i)||s),!this.options.disabled&&this.visible&&this.accept.call(this.element[0],t.currentItem||t.element)&&(this.isout=!0,this.isover=!1,this._deactivate.call(this,i)))}),s},dragStart:function(t,i){t.element.parentsUntil("body").bind("scroll.droppable",function(){t.options.refreshPositions||e.ui.ddmanager.prepareOffsets(t,i)})},drag:function(t,i){t.options.refreshPositions&&e.ui.ddmanager.prepareOffsets(t,i),e.each(e.ui.ddmanager.droppables[t.options.scope]||[],function(){if(!this.options.disabled&&!this.greedyChild&&this.visible){var s,n,a,o=e.ui.intersect(t,this,this.options.tolerance,i),r=!o&&this.isover?"isout":o&&!this.isover?"isover":null;r&&(this.options.greedy&&(n=this.options.scope,a=this.element.parents(":data(ui-droppable)").filter(function(){return e(this).droppable("instance").options.scope===n}),a.length&&(s=e(a[0]).droppable("instance"),s.greedyChild="isover"===r)),s&&"isover"===r&&(s.isover=!1,s.isout=!0,s._out.call(s,i)),this[r]=!0,this["isout"===r?"isover":"isout"]=!1,this["isover"===r?"_over":"_out"].call(this,i),s&&"isout"===r&&(s.isout=!1,s.isover=!0,s._over.call(s,i)))}})},dragStop:function(t,i){t.element.parentsUntil("body").unbind("scroll.droppable"),t.options.refreshPositions||e.ui.ddmanager.prepareOffsets(t,i)}},e.ui.droppable,e.widget("ui.resizable",e.ui.mouse,{version:"1.11.4",widgetEventPrefix:"resize",options:{alsoResize:!1,animate:!1,animateDuration:"slow",animateEasing:"swing",aspectRatio:!1,autoHide:!1,containment:!1,ghost:!1,grid:!1,handles:"e,s,se",helper:!1,maxHeight:null,maxWidth:null,minHeight:10,minWidth:10,zIndex:90,resize:null,start:null,stop:null},_num:function(e){return parseInt(e,10)||0},_isNumber:function(e){return!isNaN(parseInt(e,10))},_hasScroll:function(t,i){if("hidden"===e(t).css("overflow"))return!1;var s=i&&"left"===i?"scrollLeft":"scrollTop",n=!1;return t[s]>0?!0:(t[s]=1,n=t[s]>0,t[s]=0,n)},_create:function(){var t,i,s,n,a,o=this,r=this.options;if(this.element.addClass("ui-resizable"),e.extend(this,{_aspectRatio:!!r.aspectRatio,aspectRatio:r.aspectRatio,originalElement:this.element,_proportionallyResizeElements:[],_helper:r.helper||r.ghost||r.animate?r.helper||"ui-resizable-helper":null}),this.element[0].nodeName.match(/^(canvas|textarea|input|select|button|img)$/i)&&(this.element.wrap(e("<div class='ui-wrapper' style='overflow: hidden;'></div>").css({position:this.element.css("position"),width:this.element.outerWidth(),height:this.element.outerHeight(),top:this.element.css("top"),left:this.element.css("left")})),this.element=this.element.parent().data("ui-resizable",this.element.resizable("instance")),this.elementIsWrapper=!0,this.element.css({marginLeft:this.originalElement.css("marginLeft"),marginTop:this.originalElement.css("marginTop"),marginRight:this.originalElement.css("marginRight"),marginBottom:this.originalElement.css("marginBottom")}),this.originalElement.css({marginLeft:0,marginTop:0,marginRight:0,marginBottom:0}),this.originalResizeStyle=this.originalElement.css("resize"),this.originalElement.css("resize","none"),this._proportionallyResizeElements.push(this.originalElement.css({position:"static",zoom:1,display:"block"})),this.originalElement.css({margin:this.originalElement.css("margin")}),this._proportionallyResize()),this.handles=r.handles||(e(".ui-resizable-handle",this.element).length?{n:".ui-resizable-n",e:".ui-resizable-e",s:".ui-resizable-s",w:".ui-resizable-w",se:".ui-resizable-se",sw:".ui-resizable-sw",ne:".ui-resizable-ne",nw:".ui-resizable-nw"}:"e,s,se"),this._handles=e(),this.handles.constructor===String)for("all"===this.handles&&(this.handles="n,e,s,w,se,sw,ne,nw"),t=this.handles.split(","),this.handles={},i=0;t.length>i;i++)s=e.trim(t[i]),a="ui-resizable-"+s,n=e("<div class='ui-resizable-handle "+a+"'></div>"),n.css({zIndex:r.zIndex}),"se"===s&&n.addClass("ui-icon ui-icon-gripsmall-diagonal-se"),this.handles[s]=".ui-resizable-"+s,this.element.append(n);this._renderAxis=function(t){var i,s,n,a;t=t||this.element;for(i in this.handles)this.handles[i].constructor===String?this.handles[i]=this.element.children(this.handles[i]).first().show():(this.handles[i].jquery||this.handles[i].nodeType)&&(this.handles[i]=e(this.handles[i]),this._on(this.handles[i],{mousedown:o._mouseDown})),this.elementIsWrapper&&this.originalElement[0].nodeName.match(/^(textarea|input|select|button)$/i)&&(s=e(this.handles[i],this.element),a=/sw|ne|nw|se|n|s/.test(i)?s.outerHeight():s.outerWidth(),n=["padding",/ne|nw|n/.test(i)?"Top":/se|sw|s/.test(i)?"Bottom":/^e$/.test(i)?"Right":"Left"].join(""),t.css(n,a),this._proportionallyResize()),this._handles=this._handles.add(this.handles[i])},this._renderAxis(this.element),this._handles=this._handles.add(this.element.find(".ui-resizable-handle")),this._handles.disableSelection(),this._handles.mouseover(function(){o.resizing||(this.className&&(n=this.className.match(/ui-resizable-(se|sw|ne|nw|n|e|s|w)/i)),o.axis=n&&n[1]?n[1]:"se")}),r.autoHide&&(this._handles.hide(),e(this.element).addClass("ui-resizable-autohide").mouseenter(function(){r.disabled||(e(this).removeClass("ui-resizable-autohide"),o._handles.show())}).mouseleave(function(){r.disabled||o.resizing||(e(this).addClass("ui-resizable-autohide"),o._handles.hide())})),this._mouseInit()},_destroy:function(){this._mouseDestroy();var t,i=function(t){e(t).removeClass("ui-resizable ui-resizable-disabled ui-resizable-resizing").removeData("resizable").removeData("ui-resizable").unbind(".resizable").find(".ui-resizable-handle").remove()};return this.elementIsWrapper&&(i(this.element),t=this.element,this.originalElement.css({position:t.css("position"),width:t.outerWidth(),height:t.outerHeight(),top:t.css("top"),left:t.css("left")}).insertAfter(t),t.remove()),this.originalElement.css("resize",this.originalResizeStyle),i(this.originalElement),this},_mouseCapture:function(t){var i,s,n=!1;for(i in this.handles)s=e(this.handles[i])[0],(s===t.target||e.contains(s,t.target))&&(n=!0);return!this.options.disabled&&n},_mouseStart:function(t){var i,s,n,a=this.options,o=this.element;return this.resizing=!0,this._renderProxy(),i=this._num(this.helper.css("left")),s=this._num(this.helper.css("top")),a.containment&&(i+=e(a.containment).scrollLeft()||0,s+=e(a.containment).scrollTop()||0),this.offset=this.helper.offset(),this.position={left:i,top:s},this.size=this._helper?{width:this.helper.width(),height:this.helper.height()}:{width:o.width(),height:o.height()},this.originalSize=this._helper?{width:o.outerWidth(),height:o.outerHeight()}:{width:o.width(),height:o.height()},this.sizeDiff={width:o.outerWidth()-o.width(),height:o.outerHeight()-o.height()},this.originalPosition={left:i,top:s},this.originalMousePosition={left:t.pageX,top:t.pageY},this.aspectRatio="number"==typeof a.aspectRatio?a.aspectRatio:this.originalSize.width/this.originalSize.height||1,n=e(".ui-resizable-"+this.axis).css("cursor"),e("body").css("cursor","auto"===n?this.axis+"-resize":n),o.addClass("ui-resizable-resizing"),this._propagate("start",t),!0},_mouseDrag:function(t){var i,s,n=this.originalMousePosition,a=this.axis,o=t.pageX-n.left||0,r=t.pageY-n.top||0,h=this._change[a];return this._updatePrevProperties(),h?(i=h.apply(this,[t,o,r]),this._updateVirtualBoundaries(t.shiftKey),(this._aspectRatio||t.shiftKey)&&(i=this._updateRatio(i,t)),i=this._respectSize(i,t),this._updateCache(i),this._propagate("resize",t),s=this._applyChanges(),!this._helper&&this._proportionallyResizeElements.length&&this._proportionallyResize(),e.isEmptyObject(s)||(this._updatePrevProperties(),this._trigger("resize",t,this.ui()),this._applyChanges()),!1):!1},_mouseStop:function(t){this.resizing=!1;var i,s,n,a,o,r,h,l=this.options,u=this;return this._helper&&(i=this._proportionallyResizeElements,s=i.length&&/textarea/i.test(i[0].nodeName),n=s&&this._hasScroll(i[0],"left")?0:u.sizeDiff.height,a=s?0:u.sizeDiff.width,o={width:u.helper.width()-a,height:u.helper.height()-n},r=parseInt(u.element.css("left"),10)+(u.position.left-u.originalPosition.left)||null,h=parseInt(u.element.css("top"),10)+(u.position.top-u.originalPosition.top)||null,l.animate||this.element.css(e.extend(o,{top:h,left:r})),u.helper.height(u.size.height),u.helper.width(u.size.width),this._helper&&!l.animate&&this._proportionallyResize()),e("body").css("cursor","auto"),this.element.removeClass("ui-resizable-resizing"),this._propagate("stop",t),this._helper&&this.helper.remove(),!1},_updatePrevProperties:function(){this.prevPosition={top:this.position.top,left:this.position.left},this.prevSize={width:this.size.width,height:this.size.height}},_applyChanges:function(){var e={};return this.position.top!==this.prevPosition.top&&(e.top=this.position.top+"px"),this.position.left!==this.prevPosition.left&&(e.left=this.position.left+"px"),this.size.width!==this.prevSize.width&&(e.width=this.size.width+"px"),this.size.height!==this.prevSize.height&&(e.height=this.size.height+"px"),this.helper.css(e),e},_updateVirtualBoundaries:function(e){var t,i,s,n,a,o=this.options;a={minWidth:this._isNumber(o.minWidth)?o.minWidth:0,maxWidth:this._isNumber(o.maxWidth)?o.maxWidth:1/0,minHeight:this._isNumber(o.minHeight)?o.minHeight:0,maxHeight:this._isNumber(o.maxHeight)?o.maxHeight:1/0},(this._aspectRatio||e)&&(t=a.minHeight*this.aspectRatio,s=a.minWidth/this.aspectRatio,i=a.maxHeight*this.aspectRatio,n=a.maxWidth/this.aspectRatio,t>a.minWidth&&(a.minWidth=t),s>a.minHeight&&(a.minHeight=s),a.maxWidth>i&&(a.maxWidth=i),a.maxHeight>n&&(a.maxHeight=n)),this._vBoundaries=a},_updateCache:function(e){this.offset=this.helper.offset(),this._isNumber(e.left)&&(this.position.left=e.left),this._isNumber(e.top)&&(this.position.top=e.top),this._isNumber(e.height)&&(this.size.height=e.height),this._isNumber(e.width)&&(this.size.width=e.width)},_updateRatio:function(e){var t=this.position,i=this.size,s=this.axis;return this._isNumber(e.height)?e.width=e.height*this.aspectRatio:this._isNumber(e.width)&&(e.height=e.width/this.aspectRatio),"sw"===s&&(e.left=t.left+(i.width-e.width),e.top=null),"nw"===s&&(e.top=t.top+(i.height-e.height),e.left=t.left+(i.width-e.width)),e},_respectSize:function(e){var t=this._vBoundaries,i=this.axis,s=this._isNumber(e.width)&&t.maxWidth&&t.maxWidth<e.width,n=this._isNumber(e.height)&&t.maxHeight&&t.maxHeight<e.height,a=this._isNumber(e.width)&&t.minWidth&&t.minWidth>e.width,o=this._isNumber(e.height)&&t.minHeight&&t.minHeight>e.height,r=this.originalPosition.left+this.originalSize.width,h=this.position.top+this.size.height,l=/sw|nw|w/.test(i),u=/nw|ne|n/.test(i);return a&&(e.width=t.minWidth),o&&(e.height=t.minHeight),s&&(e.width=t.maxWidth),n&&(e.height=t.maxHeight),a&&l&&(e.left=r-t.minWidth),s&&l&&(e.left=r-t.maxWidth),o&&u&&(e.top=h-t.minHeight),n&&u&&(e.top=h-t.maxHeight),e.width||e.height||e.left||!e.top?e.width||e.height||e.top||!e.left||(e.left=null):e.top=null,e},_getPaddingPlusBorderDimensions:function(e){for(var t=0,i=[],s=[e.css("borderTopWidth"),e.css("borderRightWidth"),e.css("borderBottomWidth"),e.css("borderLeftWidth")],n=[e.css("paddingTop"),e.css("paddingRight"),e.css("paddingBottom"),e.css("paddingLeft")];4>t;t++)i[t]=parseInt(s[t],10)||0,i[t]+=parseInt(n[t],10)||0;return{height:i[0]+i[2],width:i[1]+i[3]}},_proportionallyResize:function(){if(this._proportionallyResizeElements.length)for(var e,t=0,i=this.helper||this.element;this._proportionallyResizeElements.length>t;t++)e=this._proportionallyResizeElements[t],this.outerDimensions||(this.outerDimensions=this._getPaddingPlusBorderDimensions(e)),e.css({height:i.height()-this.outerDimensions.height||0,width:i.width()-this.outerDimensions.width||0})},_renderProxy:function(){var t=this.element,i=this.options;this.elementOffset=t.offset(),this._helper?(this.helper=this.helper||e("<div style='overflow:hidden;'></div>"),this.helper.addClass(this._helper).css({width:this.element.outerWidth()-1,height:this.element.outerHeight()-1,position:"absolute",left:this.elementOffset.left+"px",top:this.elementOffset.top+"px",zIndex:++i.zIndex}),this.helper.appendTo("body").disableSelection()):this.helper=this.element},_change:{e:function(e,t){return{width:this.originalSize.width+t}},w:function(e,t){var i=this.originalSize,s=this.originalPosition;return{left:s.left+t,width:i.width-t}},n:function(e,t,i){var s=this.originalSize,n=this.originalPosition;return{top:n.top+i,height:s.height-i}},s:function(e,t,i){return{height:this.originalSize.height+i}},se:function(t,i,s){return e.extend(this._change.s.apply(this,arguments),this._change.e.apply(this,[t,i,s]))},sw:function(t,i,s){return e.extend(this._change.s.apply(this,arguments),this._change.w.apply(this,[t,i,s]))},ne:function(t,i,s){return e.extend(this._change.n.apply(this,arguments),this._change.e.apply(this,[t,i,s]))},nw:function(t,i,s){return e.extend(this._change.n.apply(this,arguments),this._change.w.apply(this,[t,i,s]))}},_propagate:function(t,i){e.ui.plugin.call(this,t,[i,this.ui()]),"resize"!==t&&this._trigger(t,i,this.ui())},plugins:{},ui:function(){return{originalElement:this.originalElement,element:this.element,helper:this.helper,position:this.position,size:this.size,originalSize:this.originalSize,originalPosition:this.originalPosition}}}),e.ui.plugin.add("resizable","animate",{stop:function(t){var i=e(this).resizable("instance"),s=i.options,n=i._proportionallyResizeElements,a=n.length&&/textarea/i.test(n[0].nodeName),o=a&&i._hasScroll(n[0],"left")?0:i.sizeDiff.height,r=a?0:i.sizeDiff.width,h={width:i.size.width-r,height:i.size.height-o},l=parseInt(i.element.css("left"),10)+(i.position.left-i.originalPosition.left)||null,u=parseInt(i.element.css("top"),10)+(i.position.top-i.originalPosition.top)||null;i.element.animate(e.extend(h,u&&l?{top:u,left:l}:{}),{duration:s.animateDuration,easing:s.animateEasing,step:function(){var s={width:parseInt(i.element.css("width"),10),height:parseInt(i.element.css("height"),10),top:parseInt(i.element.css("top"),10),left:parseInt(i.element.css("left"),10)};n&&n.length&&e(n[0]).css({width:s.width,height:s.height}),i._updateCache(s),i._propagate("resize",t)}})}}),e.ui.plugin.add("resizable","containment",{start:function(){var t,i,s,n,a,o,r,h=e(this).resizable("instance"),l=h.options,u=h.element,d=l.containment,c=d instanceof e?d.get(0):/parent/.test(d)?u.parent().get(0):d;c&&(h.containerElement=e(c),/document/.test(d)||d===document?(h.containerOffset={left:0,top:0},h.containerPosition={left:0,top:0},h.parentData={element:e(document),left:0,top:0,width:e(document).width(),height:e(document).height()||document.body.parentNode.scrollHeight}):(t=e(c),i=[],e(["Top","Right","Left","Bottom"]).each(function(e,s){i[e]=h._num(t.css("padding"+s))}),h.containerOffset=t.offset(),h.containerPosition=t.position(),h.containerSize={height:t.innerHeight()-i[3],width:t.innerWidth()-i[1]},s=h.containerOffset,n=h.containerSize.height,a=h.containerSize.width,o=h._hasScroll(c,"left")?c.scrollWidth:a,r=h._hasScroll(c)?c.scrollHeight:n,h.parentData={element:c,left:s.left,top:s.top,width:o,height:r}))},resize:function(t){var i,s,n,a,o=e(this).resizable("instance"),r=o.options,h=o.containerOffset,l=o.position,u=o._aspectRatio||t.shiftKey,d={top:0,left:0},c=o.containerElement,p=!0;c[0]!==document&&/static/.test(c.css("position"))&&(d=h),l.left<(o._helper?h.left:0)&&(o.size.width=o.size.width+(o._helper?o.position.left-h.left:o.position.left-d.left),u&&(o.size.height=o.size.width/o.aspectRatio,p=!1),o.position.left=r.helper?h.left:0),l.top<(o._helper?h.top:0)&&(o.size.height=o.size.height+(o._helper?o.position.top-h.top:o.position.top),u&&(o.size.width=o.size.height*o.aspectRatio,p=!1),o.position.top=o._helper?h.top:0),n=o.containerElement.get(0)===o.element.parent().get(0),a=/relative|absolute/.test(o.containerElement.css("position")),n&&a?(o.offset.left=o.parentData.left+o.position.left,o.offset.top=o.parentData.top+o.position.top):(o.offset.left=o.element.offset().left,o.offset.top=o.element.offset().top),i=Math.abs(o.sizeDiff.width+(o._helper?o.offset.left-d.left:o.offset.left-h.left)),s=Math.abs(o.sizeDiff.height+(o._helper?o.offset.top-d.top:o.offset.top-h.top)),i+o.size.width>=o.parentData.width&&(o.size.width=o.parentData.width-i,u&&(o.size.height=o.size.width/o.aspectRatio,p=!1)),s+o.size.height>=o.parentData.height&&(o.size.height=o.parentData.height-s,u&&(o.size.width=o.size.height*o.aspectRatio,p=!1)),p||(o.position.left=o.prevPosition.left,o.position.top=o.prevPosition.top,o.size.width=o.prevSize.width,o.size.height=o.prevSize.height)},stop:function(){var t=e(this).resizable("instance"),i=t.options,s=t.containerOffset,n=t.containerPosition,a=t.containerElement,o=e(t.helper),r=o.offset(),h=o.outerWidth()-t.sizeDiff.width,l=o.outerHeight()-t.sizeDiff.height;t._helper&&!i.animate&&/relative/.test(a.css("position"))&&e(this).css({left:r.left-n.left-s.left,width:h,height:l}),t._helper&&!i.animate&&/static/.test(a.css("position"))&&e(this).css({left:r.left-n.left-s.left,width:h,height:l})}}),e.ui.plugin.add("resizable","alsoResize",{start:function(){var t=e(this).resizable("instance"),i=t.options;e(i.alsoResize).each(function(){var t=e(this);t.data("ui-resizable-alsoresize",{width:parseInt(t.width(),10),height:parseInt(t.height(),10),left:parseInt(t.css("left"),10),top:parseInt(t.css("top"),10)})})},resize:function(t,i){var s=e(this).resizable("instance"),n=s.options,a=s.originalSize,o=s.originalPosition,r={height:s.size.height-a.height||0,width:s.size.width-a.width||0,top:s.position.top-o.top||0,left:s.position.left-o.left||0};e(n.alsoResize).each(function(){var t=e(this),s=e(this).data("ui-resizable-alsoresize"),n={},a=t.parents(i.originalElement[0]).length?["width","height"]:["width","height","top","left"];e.each(a,function(e,t){var i=(s[t]||0)+(r[t]||0);i&&i>=0&&(n[t]=i||null)}),t.css(n)})},stop:function(){e(this).removeData("resizable-alsoresize")}}),e.ui.plugin.add("resizable","ghost",{start:function(){var t=e(this).resizable("instance"),i=t.options,s=t.size;t.ghost=t.originalElement.clone(),t.ghost.css({opacity:.25,display:"block",position:"relative",height:s.height,width:s.width,margin:0,left:0,top:0}).addClass("ui-resizable-ghost").addClass("string"==typeof i.ghost?i.ghost:""),t.ghost.appendTo(t.helper)},resize:function(){var t=e(this).resizable("instance");t.ghost&&t.ghost.css({position:"relative",height:t.size.height,width:t.size.width})},stop:function(){var t=e(this).resizable("instance");t.ghost&&t.helper&&t.helper.get(0).removeChild(t.ghost.get(0))}}),e.ui.plugin.add("resizable","grid",{resize:function(){var t,i=e(this).resizable("instance"),s=i.options,n=i.size,a=i.originalSize,o=i.originalPosition,r=i.axis,h="number"==typeof s.grid?[s.grid,s.grid]:s.grid,l=h[0]||1,u=h[1]||1,d=Math.round((n.width-a.width)/l)*l,c=Math.round((n.height-a.height)/u)*u,p=a.width+d,f=a.height+c,m=s.maxWidth&&p>s.maxWidth,g=s.maxHeight&&f>s.maxHeight,v=s.minWidth&&s.minWidth>p,y=s.minHeight&&s.minHeight>f;s.grid=h,v&&(p+=l),y&&(f+=u),m&&(p-=l),g&&(f-=u),/^(se|s|e)$/.test(r)?(i.size.width=p,i.size.height=f):/^(ne)$/.test(r)?(i.size.width=p,i.size.height=f,i.position.top=o.top-c):/^(sw)$/.test(r)?(i.size.width=p,i.size.height=f,i.position.left=o.left-d):((0>=f-u||0>=p-l)&&(t=i._getPaddingPlusBorderDimensions(this)),f-u>0?(i.size.height=f,i.position.top=o.top-c):(f=u-t.height,i.size.height=f,i.position.top=o.top+a.height-f),p-l>0?(i.size.width=p,i.position.left=o.left-d):(p=l-t.width,i.size.width=p,i.position.left=o.left+a.width-p))}}),e.ui.resizable,e.widget("ui.selectable",e.ui.mouse,{version:"1.11.4",options:{appendTo:"body",autoRefresh:!0,distance:0,filter:"*",tolerance:"touch",selected:null,selecting:null,start:null,stop:null,unselected:null,unselecting:null},_create:function(){var t,i=this;this.element.addClass("ui-selectable"),this.dragged=!1,this.refresh=function(){t=e(i.options.filter,i.element[0]),t.addClass("ui-selectee"),t.each(function(){var t=e(this),i=t.offset();e.data(this,"selectable-item",{element:this,$element:t,left:i.left,top:i.top,right:i.left+t.outerWidth(),bottom:i.top+t.outerHeight(),startselected:!1,selected:t.hasClass("ui-selected"),selecting:t.hasClass("ui-selecting"),unselecting:t.hasClass("ui-unselecting")})})},this.refresh(),this.selectees=t.addClass("ui-selectee"),this._mouseInit(),this.helper=e("<div class='ui-selectable-helper'></div>")},_destroy:function(){this.selectees.removeClass("ui-selectee").removeData("selectable-item"),this.element.removeClass("ui-selectable ui-selectable-disabled"),this._mouseDestroy()},_mouseStart:function(t){var i=this,s=this.options;this.opos=[t.pageX,t.pageY],this.options.disabled||(this.selectees=e(s.filter,this.element[0]),this._trigger("start",t),e(s.appendTo).append(this.helper),this.helper.css({left:t.pageX,top:t.pageY,width:0,height:0}),s.autoRefresh&&this.refresh(),this.selectees.filter(".ui-selected").each(function(){var s=e.data(this,"selectable-item");s.startselected=!0,t.metaKey||t.ctrlKey||(s.$element.removeClass("ui-selected"),s.selected=!1,s.$element.addClass("ui-unselecting"),s.unselecting=!0,i._trigger("unselecting",t,{unselecting:s.element}))}),e(t.target).parents().addBack().each(function(){var s,n=e.data(this,"selectable-item");return n?(s=!t.metaKey&&!t.ctrlKey||!n.$element.hasClass("ui-selected"),n.$element.removeClass(s?"ui-unselecting":"ui-selected").addClass(s?"ui-selecting":"ui-unselecting"),n.unselecting=!s,n.selecting=s,n.selected=s,s?i._trigger("selecting",t,{selecting:n.element}):i._trigger("unselecting",t,{unselecting:n.element}),!1):void 0}))},_mouseDrag:function(t){if(this.dragged=!0,!this.options.disabled){var i,s=this,n=this.options,a=this.opos[0],o=this.opos[1],r=t.pageX,h=t.pageY;return a>r&&(i=r,r=a,a=i),o>h&&(i=h,h=o,o=i),this.helper.css({left:a,top:o,width:r-a,height:h-o}),this.selectees.each(function(){var i=e.data(this,"selectable-item"),l=!1;
+i&&i.element!==s.element[0]&&("touch"===n.tolerance?l=!(i.left>r||a>i.right||i.top>h||o>i.bottom):"fit"===n.tolerance&&(l=i.left>a&&r>i.right&&i.top>o&&h>i.bottom),l?(i.selected&&(i.$element.removeClass("ui-selected"),i.selected=!1),i.unselecting&&(i.$element.removeClass("ui-unselecting"),i.unselecting=!1),i.selecting||(i.$element.addClass("ui-selecting"),i.selecting=!0,s._trigger("selecting",t,{selecting:i.element}))):(i.selecting&&((t.metaKey||t.ctrlKey)&&i.startselected?(i.$element.removeClass("ui-selecting"),i.selecting=!1,i.$element.addClass("ui-selected"),i.selected=!0):(i.$element.removeClass("ui-selecting"),i.selecting=!1,i.startselected&&(i.$element.addClass("ui-unselecting"),i.unselecting=!0),s._trigger("unselecting",t,{unselecting:i.element}))),i.selected&&(t.metaKey||t.ctrlKey||i.startselected||(i.$element.removeClass("ui-selected"),i.selected=!1,i.$element.addClass("ui-unselecting"),i.unselecting=!0,s._trigger("unselecting",t,{unselecting:i.element})))))}),!1}},_mouseStop:function(t){var i=this;return this.dragged=!1,e(".ui-unselecting",this.element[0]).each(function(){var s=e.data(this,"selectable-item");s.$element.removeClass("ui-unselecting"),s.unselecting=!1,s.startselected=!1,i._trigger("unselected",t,{unselected:s.element})}),e(".ui-selecting",this.element[0]).each(function(){var s=e.data(this,"selectable-item");s.$element.removeClass("ui-selecting").addClass("ui-selected"),s.selecting=!1,s.selected=!0,s.startselected=!0,i._trigger("selected",t,{selected:s.element})}),this._trigger("stop",t),this.helper.remove(),!1}}),e.widget("ui.sortable",e.ui.mouse,{version:"1.11.4",widgetEventPrefix:"sort",ready:!1,options:{appendTo:"parent",axis:!1,connectWith:!1,containment:!1,cursor:"auto",cursorAt:!1,dropOnEmpty:!0,forcePlaceholderSize:!1,forceHelperSize:!1,grid:!1,handle:!1,helper:"original",items:"> *",opacity:!1,placeholder:!1,revert:!1,scroll:!0,scrollSensitivity:20,scrollSpeed:20,scope:"default",tolerance:"intersect",zIndex:1e3,activate:null,beforeStop:null,change:null,deactivate:null,out:null,over:null,receive:null,remove:null,sort:null,start:null,stop:null,update:null},_isOverAxis:function(e,t,i){return e>=t&&t+i>e},_isFloating:function(e){return/left|right/.test(e.css("float"))||/inline|table-cell/.test(e.css("display"))},_create:function(){this.containerCache={},this.element.addClass("ui-sortable"),this.refresh(),this.offset=this.element.offset(),this._mouseInit(),this._setHandleClassName(),this.ready=!0},_setOption:function(e,t){this._super(e,t),"handle"===e&&this._setHandleClassName()},_setHandleClassName:function(){this.element.find(".ui-sortable-handle").removeClass("ui-sortable-handle"),e.each(this.items,function(){(this.instance.options.handle?this.item.find(this.instance.options.handle):this.item).addClass("ui-sortable-handle")})},_destroy:function(){this.element.removeClass("ui-sortable ui-sortable-disabled").find(".ui-sortable-handle").removeClass("ui-sortable-handle"),this._mouseDestroy();for(var e=this.items.length-1;e>=0;e--)this.items[e].item.removeData(this.widgetName+"-item");return this},_mouseCapture:function(t,i){var s=null,n=!1,a=this;return this.reverting?!1:this.options.disabled||"static"===this.options.type?!1:(this._refreshItems(t),e(t.target).parents().each(function(){return e.data(this,a.widgetName+"-item")===a?(s=e(this),!1):void 0}),e.data(t.target,a.widgetName+"-item")===a&&(s=e(t.target)),s?!this.options.handle||i||(e(this.options.handle,s).find("*").addBack().each(function(){this===t.target&&(n=!0)}),n)?(this.currentItem=s,this._removeCurrentsFromItems(),!0):!1:!1)},_mouseStart:function(t,i,s){var n,a,o=this.options;if(this.currentContainer=this,this.refreshPositions(),this.helper=this._createHelper(t),this._cacheHelperProportions(),this._cacheMargins(),this.scrollParent=this.helper.scrollParent(),this.offset=this.currentItem.offset(),this.offset={top:this.offset.top-this.margins.top,left:this.offset.left-this.margins.left},e.extend(this.offset,{click:{left:t.pageX-this.offset.left,top:t.pageY-this.offset.top},parent:this._getParentOffset(),relative:this._getRelativeOffset()}),this.helper.css("position","absolute"),this.cssPosition=this.helper.css("position"),this.originalPosition=this._generatePosition(t),this.originalPageX=t.pageX,this.originalPageY=t.pageY,o.cursorAt&&this._adjustOffsetFromHelper(o.cursorAt),this.domPosition={prev:this.currentItem.prev()[0],parent:this.currentItem.parent()[0]},this.helper[0]!==this.currentItem[0]&&this.currentItem.hide(),this._createPlaceholder(),o.containment&&this._setContainment(),o.cursor&&"auto"!==o.cursor&&(a=this.document.find("body"),this.storedCursor=a.css("cursor"),a.css("cursor",o.cursor),this.storedStylesheet=e("<style>*{ cursor: "+o.cursor+" !important; }</style>").appendTo(a)),o.opacity&&(this.helper.css("opacity")&&(this._storedOpacity=this.helper.css("opacity")),this.helper.css("opacity",o.opacity)),o.zIndex&&(this.helper.css("zIndex")&&(this._storedZIndex=this.helper.css("zIndex")),this.helper.css("zIndex",o.zIndex)),this.scrollParent[0]!==this.document[0]&&"HTML"!==this.scrollParent[0].tagName&&(this.overflowOffset=this.scrollParent.offset()),this._trigger("start",t,this._uiHash()),this._preserveHelperProportions||this._cacheHelperProportions(),!s)for(n=this.containers.length-1;n>=0;n--)this.containers[n]._trigger("activate",t,this._uiHash(this));return e.ui.ddmanager&&(e.ui.ddmanager.current=this),e.ui.ddmanager&&!o.dropBehaviour&&e.ui.ddmanager.prepareOffsets(this,t),this.dragging=!0,this.helper.addClass("ui-sortable-helper"),this._mouseDrag(t),!0},_mouseDrag:function(t){var i,s,n,a,o=this.options,r=!1;for(this.position=this._generatePosition(t),this.positionAbs=this._convertPositionTo("absolute"),this.lastPositionAbs||(this.lastPositionAbs=this.positionAbs),this.options.scroll&&(this.scrollParent[0]!==this.document[0]&&"HTML"!==this.scrollParent[0].tagName?(this.overflowOffset.top+this.scrollParent[0].offsetHeight-t.pageY<o.scrollSensitivity?this.scrollParent[0].scrollTop=r=this.scrollParent[0].scrollTop+o.scrollSpeed:t.pageY-this.overflowOffset.top<o.scrollSensitivity&&(this.scrollParent[0].scrollTop=r=this.scrollParent[0].scrollTop-o.scrollSpeed),this.overflowOffset.left+this.scrollParent[0].offsetWidth-t.pageX<o.scrollSensitivity?this.scrollParent[0].scrollLeft=r=this.scrollParent[0].scrollLeft+o.scrollSpeed:t.pageX-this.overflowOffset.left<o.scrollSensitivity&&(this.scrollParent[0].scrollLeft=r=this.scrollParent[0].scrollLeft-o.scrollSpeed)):(t.pageY-this.document.scrollTop()<o.scrollSensitivity?r=this.document.scrollTop(this.document.scrollTop()-o.scrollSpeed):this.window.height()-(t.pageY-this.document.scrollTop())<o.scrollSensitivity&&(r=this.document.scrollTop(this.document.scrollTop()+o.scrollSpeed)),t.pageX-this.document.scrollLeft()<o.scrollSensitivity?r=this.document.scrollLeft(this.document.scrollLeft()-o.scrollSpeed):this.window.width()-(t.pageX-this.document.scrollLeft())<o.scrollSensitivity&&(r=this.document.scrollLeft(this.document.scrollLeft()+o.scrollSpeed))),r!==!1&&e.ui.ddmanager&&!o.dropBehaviour&&e.ui.ddmanager.prepareOffsets(this,t)),this.positionAbs=this._convertPositionTo("absolute"),this.options.axis&&"y"===this.options.axis||(this.helper[0].style.left=this.position.left+"px"),this.options.axis&&"x"===this.options.axis||(this.helper[0].style.top=this.position.top+"px"),i=this.items.length-1;i>=0;i--)if(s=this.items[i],n=s.item[0],a=this._intersectsWithPointer(s),a&&s.instance===this.currentContainer&&n!==this.currentItem[0]&&this.placeholder[1===a?"next":"prev"]()[0]!==n&&!e.contains(this.placeholder[0],n)&&("semi-dynamic"===this.options.type?!e.contains(this.element[0],n):!0)){if(this.direction=1===a?"down":"up","pointer"!==this.options.tolerance&&!this._intersectsWithSides(s))break;this._rearrange(t,s),this._trigger("change",t,this._uiHash());break}return this._contactContainers(t),e.ui.ddmanager&&e.ui.ddmanager.drag(this,t),this._trigger("sort",t,this._uiHash()),this.lastPositionAbs=this.positionAbs,!1},_mouseStop:function(t,i){if(t){if(e.ui.ddmanager&&!this.options.dropBehaviour&&e.ui.ddmanager.drop(this,t),this.options.revert){var s=this,n=this.placeholder.offset(),a=this.options.axis,o={};a&&"x"!==a||(o.left=n.left-this.offset.parent.left-this.margins.left+(this.offsetParent[0]===this.document[0].body?0:this.offsetParent[0].scrollLeft)),a&&"y"!==a||(o.top=n.top-this.offset.parent.top-this.margins.top+(this.offsetParent[0]===this.document[0].body?0:this.offsetParent[0].scrollTop)),this.reverting=!0,e(this.helper).animate(o,parseInt(this.options.revert,10)||500,function(){s._clear(t)})}else this._clear(t,i);return!1}},cancel:function(){if(this.dragging){this._mouseUp({target:null}),"original"===this.options.helper?this.currentItem.css(this._storedCSS).removeClass("ui-sortable-helper"):this.currentItem.show();for(var t=this.containers.length-1;t>=0;t--)this.containers[t]._trigger("deactivate",null,this._uiHash(this)),this.containers[t].containerCache.over&&(this.containers[t]._trigger("out",null,this._uiHash(this)),this.containers[t].containerCache.over=0)}return this.placeholder&&(this.placeholder[0].parentNode&&this.placeholder[0].parentNode.removeChild(this.placeholder[0]),"original"!==this.options.helper&&this.helper&&this.helper[0].parentNode&&this.helper.remove(),e.extend(this,{helper:null,dragging:!1,reverting:!1,_noFinalSort:null}),this.domPosition.prev?e(this.domPosition.prev).after(this.currentItem):e(this.domPosition.parent).prepend(this.currentItem)),this},serialize:function(t){var i=this._getItemsAsjQuery(t&&t.connected),s=[];return t=t||{},e(i).each(function(){var i=(e(t.item||this).attr(t.attribute||"id")||"").match(t.expression||/(.+)[\-=_](.+)/);i&&s.push((t.key||i[1]+"[]")+"="+(t.key&&t.expression?i[1]:i[2]))}),!s.length&&t.key&&s.push(t.key+"="),s.join("&")},toArray:function(t){var i=this._getItemsAsjQuery(t&&t.connected),s=[];return t=t||{},i.each(function(){s.push(e(t.item||this).attr(t.attribute||"id")||"")}),s},_intersectsWith:function(e){var t=this.positionAbs.left,i=t+this.helperProportions.width,s=this.positionAbs.top,n=s+this.helperProportions.height,a=e.left,o=a+e.width,r=e.top,h=r+e.height,l=this.offset.click.top,u=this.offset.click.left,d="x"===this.options.axis||s+l>r&&h>s+l,c="y"===this.options.axis||t+u>a&&o>t+u,p=d&&c;return"pointer"===this.options.tolerance||this.options.forcePointerForContainers||"pointer"!==this.options.tolerance&&this.helperProportions[this.floating?"width":"height"]>e[this.floating?"width":"height"]?p:t+this.helperProportions.width/2>a&&o>i-this.helperProportions.width/2&&s+this.helperProportions.height/2>r&&h>n-this.helperProportions.height/2},_intersectsWithPointer:function(e){var t="x"===this.options.axis||this._isOverAxis(this.positionAbs.top+this.offset.click.top,e.top,e.height),i="y"===this.options.axis||this._isOverAxis(this.positionAbs.left+this.offset.click.left,e.left,e.width),s=t&&i,n=this._getDragVerticalDirection(),a=this._getDragHorizontalDirection();return s?this.floating?a&&"right"===a||"down"===n?2:1:n&&("down"===n?2:1):!1},_intersectsWithSides:function(e){var t=this._isOverAxis(this.positionAbs.top+this.offset.click.top,e.top+e.height/2,e.height),i=this._isOverAxis(this.positionAbs.left+this.offset.click.left,e.left+e.width/2,e.width),s=this._getDragVerticalDirection(),n=this._getDragHorizontalDirection();return this.floating&&n?"right"===n&&i||"left"===n&&!i:s&&("down"===s&&t||"up"===s&&!t)},_getDragVerticalDirection:function(){var e=this.positionAbs.top-this.lastPositionAbs.top;return 0!==e&&(e>0?"down":"up")},_getDragHorizontalDirection:function(){var e=this.positionAbs.left-this.lastPositionAbs.left;return 0!==e&&(e>0?"right":"left")},refresh:function(e){return this._refreshItems(e),this._setHandleClassName(),this.refreshPositions(),this},_connectWith:function(){var e=this.options;return e.connectWith.constructor===String?[e.connectWith]:e.connectWith},_getItemsAsjQuery:function(t){function i(){r.push(this)}var s,n,a,o,r=[],h=[],l=this._connectWith();if(l&&t)for(s=l.length-1;s>=0;s--)for(a=e(l[s],this.document[0]),n=a.length-1;n>=0;n--)o=e.data(a[n],this.widgetFullName),o&&o!==this&&!o.options.disabled&&h.push([e.isFunction(o.options.items)?o.options.items.call(o.element):e(o.options.items,o.element).not(".ui-sortable-helper").not(".ui-sortable-placeholder"),o]);for(h.push([e.isFunction(this.options.items)?this.options.items.call(this.element,null,{options:this.options,item:this.currentItem}):e(this.options.items,this.element).not(".ui-sortable-helper").not(".ui-sortable-placeholder"),this]),s=h.length-1;s>=0;s--)h[s][0].each(i);return e(r)},_removeCurrentsFromItems:function(){var t=this.currentItem.find(":data("+this.widgetName+"-item)");this.items=e.grep(this.items,function(e){for(var i=0;t.length>i;i++)if(t[i]===e.item[0])return!1;return!0})},_refreshItems:function(t){this.items=[],this.containers=[this];var i,s,n,a,o,r,h,l,u=this.items,d=[[e.isFunction(this.options.items)?this.options.items.call(this.element[0],t,{item:this.currentItem}):e(this.options.items,this.element),this]],c=this._connectWith();if(c&&this.ready)for(i=c.length-1;i>=0;i--)for(n=e(c[i],this.document[0]),s=n.length-1;s>=0;s--)a=e.data(n[s],this.widgetFullName),a&&a!==this&&!a.options.disabled&&(d.push([e.isFunction(a.options.items)?a.options.items.call(a.element[0],t,{item:this.currentItem}):e(a.options.items,a.element),a]),this.containers.push(a));for(i=d.length-1;i>=0;i--)for(o=d[i][1],r=d[i][0],s=0,l=r.length;l>s;s++)h=e(r[s]),h.data(this.widgetName+"-item",o),u.push({item:h,instance:o,width:0,height:0,left:0,top:0})},refreshPositions:function(t){this.floating=this.items.length?"x"===this.options.axis||this._isFloating(this.items[0].item):!1,this.offsetParent&&this.helper&&(this.offset.parent=this._getParentOffset());var i,s,n,a;for(i=this.items.length-1;i>=0;i--)s=this.items[i],s.instance!==this.currentContainer&&this.currentContainer&&s.item[0]!==this.currentItem[0]||(n=this.options.toleranceElement?e(this.options.toleranceElement,s.item):s.item,t||(s.width=n.outerWidth(),s.height=n.outerHeight()),a=n.offset(),s.left=a.left,s.top=a.top);if(this.options.custom&&this.options.custom.refreshContainers)this.options.custom.refreshContainers.call(this);else for(i=this.containers.length-1;i>=0;i--)a=this.containers[i].element.offset(),this.containers[i].containerCache.left=a.left,this.containers[i].containerCache.top=a.top,this.containers[i].containerCache.width=this.containers[i].element.outerWidth(),this.containers[i].containerCache.height=this.containers[i].element.outerHeight();return this},_createPlaceholder:function(t){t=t||this;var i,s=t.options;s.placeholder&&s.placeholder.constructor!==String||(i=s.placeholder,s.placeholder={element:function(){var s=t.currentItem[0].nodeName.toLowerCase(),n=e("<"+s+">",t.document[0]).addClass(i||t.currentItem[0].className+" ui-sortable-placeholder").removeClass("ui-sortable-helper");return"tbody"===s?t._createTrPlaceholder(t.currentItem.find("tr").eq(0),e("<tr>",t.document[0]).appendTo(n)):"tr"===s?t._createTrPlaceholder(t.currentItem,n):"img"===s&&n.attr("src",t.currentItem.attr("src")),i||n.css("visibility","hidden"),n},update:function(e,n){(!i||s.forcePlaceholderSize)&&(n.height()||n.height(t.currentItem.innerHeight()-parseInt(t.currentItem.css("paddingTop")||0,10)-parseInt(t.currentItem.css("paddingBottom")||0,10)),n.width()||n.width(t.currentItem.innerWidth()-parseInt(t.currentItem.css("paddingLeft")||0,10)-parseInt(t.currentItem.css("paddingRight")||0,10)))}}),t.placeholder=e(s.placeholder.element.call(t.element,t.currentItem)),t.currentItem.after(t.placeholder),s.placeholder.update(t,t.placeholder)},_createTrPlaceholder:function(t,i){var s=this;t.children().each(function(){e("<td> </td>",s.document[0]).attr("colspan",e(this).attr("colspan")||1).appendTo(i)})},_contactContainers:function(t){var i,s,n,a,o,r,h,l,u,d,c=null,p=null;for(i=this.containers.length-1;i>=0;i--)if(!e.contains(this.currentItem[0],this.containers[i].element[0]))if(this._intersectsWith(this.containers[i].containerCache)){if(c&&e.contains(this.containers[i].element[0],c.element[0]))continue;c=this.containers[i],p=i}else this.containers[i].containerCache.over&&(this.containers[i]._trigger("out",t,this._uiHash(this)),this.containers[i].containerCache.over=0);if(c)if(1===this.containers.length)this.containers[p].containerCache.over||(this.containers[p]._trigger("over",t,this._uiHash(this)),this.containers[p].containerCache.over=1);else{for(n=1e4,a=null,u=c.floating||this._isFloating(this.currentItem),o=u?"left":"top",r=u?"width":"height",d=u?"clientX":"clientY",s=this.items.length-1;s>=0;s--)e.contains(this.containers[p].element[0],this.items[s].item[0])&&this.items[s].item[0]!==this.currentItem[0]&&(h=this.items[s].item.offset()[o],l=!1,t[d]-h>this.items[s][r]/2&&(l=!0),n>Math.abs(t[d]-h)&&(n=Math.abs(t[d]-h),a=this.items[s],this.direction=l?"up":"down"));if(!a&&!this.options.dropOnEmpty)return;if(this.currentContainer===this.containers[p])return this.currentContainer.containerCache.over||(this.containers[p]._trigger("over",t,this._uiHash()),this.currentContainer.containerCache.over=1),void 0;a?this._rearrange(t,a,null,!0):this._rearrange(t,null,this.containers[p].element,!0),this._trigger("change",t,this._uiHash()),this.containers[p]._trigger("change",t,this._uiHash(this)),this.currentContainer=this.containers[p],this.options.placeholder.update(this.currentContainer,this.placeholder),this.containers[p]._trigger("over",t,this._uiHash(this)),this.containers[p].containerCache.over=1}},_createHelper:function(t){var i=this.options,s=e.isFunction(i.helper)?e(i.helper.apply(this.element[0],[t,this.currentItem])):"clone"===i.helper?this.currentItem.clone():this.currentItem;return s.parents("body").length||e("parent"!==i.appendTo?i.appendTo:this.currentItem[0].parentNode)[0].appendChild(s[0]),s[0]===this.currentItem[0]&&(this._storedCSS={width:this.currentItem[0].style.width,height:this.currentItem[0].style.height,position:this.currentItem.css("position"),top:this.currentItem.css("top"),left:this.currentItem.css("left")}),(!s[0].style.width||i.forceHelperSize)&&s.width(this.currentItem.width()),(!s[0].style.height||i.forceHelperSize)&&s.height(this.currentItem.height()),s},_adjustOffsetFromHelper:function(t){"string"==typeof t&&(t=t.split(" ")),e.isArray(t)&&(t={left:+t[0],top:+t[1]||0}),"left"in t&&(this.offset.click.left=t.left+this.margins.left),"right"in t&&(this.offset.click.left=this.helperProportions.width-t.right+this.margins.left),"top"in t&&(this.offset.click.top=t.top+this.margins.top),"bottom"in t&&(this.offset.click.top=this.helperProportions.height-t.bottom+this.margins.top)},_getParentOffset:function(){this.offsetParent=this.helper.offsetParent();var t=this.offsetParent.offset();return"absolute"===this.cssPosition&&this.scrollParent[0]!==this.document[0]&&e.contains(this.scrollParent[0],this.offsetParent[0])&&(t.left+=this.scrollParent.scrollLeft(),t.top+=this.scrollParent.scrollTop()),(this.offsetParent[0]===this.document[0].body||this.offsetParent[0].tagName&&"html"===this.offsetParent[0].tagName.toLowerCase()&&e.ui.ie)&&(t={top:0,left:0}),{top:t.top+(parseInt(this.offsetParent.css("borderTopWidth"),10)||0),left:t.left+(parseInt(this.offsetParent.css("borderLeftWidth"),10)||0)}},_getRelativeOffset:function(){if("relative"===this.cssPosition){var e=this.currentItem.position();return{top:e.top-(parseInt(this.helper.css("top"),10)||0)+this.scrollParent.scrollTop(),left:e.left-(parseInt(this.helper.css("left"),10)||0)+this.scrollParent.scrollLeft()}}return{top:0,left:0}},_cacheMargins:function(){this.margins={left:parseInt(this.currentItem.css("marginLeft"),10)||0,top:parseInt(this.currentItem.css("marginTop"),10)||0}},_cacheHelperProportions:function(){this.helperProportions={width:this.helper.outerWidth(),height:this.helper.outerHeight()}},_setContainment:function(){var t,i,s,n=this.options;"parent"===n.containment&&(n.containment=this.helper[0].parentNode),("document"===n.containment||"window"===n.containment)&&(this.containment=[0-this.offset.relative.left-this.offset.parent.left,0-this.offset.relative.top-this.offset.parent.top,"document"===n.containment?this.document.width():this.window.width()-this.helperProportions.width-this.margins.left,("document"===n.containment?this.document.width():this.window.height()||this.document[0].body.parentNode.scrollHeight)-this.helperProportions.height-this.margins.top]),/^(document|window|parent)$/.test(n.containment)||(t=e(n.containment)[0],i=e(n.containment).offset(),s="hidden"!==e(t).css("overflow"),this.containment=[i.left+(parseInt(e(t).css("borderLeftWidth"),10)||0)+(parseInt(e(t).css("paddingLeft"),10)||0)-this.margins.left,i.top+(parseInt(e(t).css("borderTopWidth"),10)||0)+(parseInt(e(t).css("paddingTop"),10)||0)-this.margins.top,i.left+(s?Math.max(t.scrollWidth,t.offsetWidth):t.offsetWidth)-(parseInt(e(t).css("borderLeftWidth"),10)||0)-(parseInt(e(t).css("paddingRight"),10)||0)-this.helperProportions.width-this.margins.left,i.top+(s?Math.max(t.scrollHeight,t.offsetHeight):t.offsetHeight)-(parseInt(e(t).css("borderTopWidth"),10)||0)-(parseInt(e(t).css("paddingBottom"),10)||0)-this.helperProportions.height-this.margins.top])},_convertPositionTo:function(t,i){i||(i=this.position);var s="absolute"===t?1:-1,n="absolute"!==this.cssPosition||this.scrollParent[0]!==this.document[0]&&e.contains(this.scrollParent[0],this.offsetParent[0])?this.scrollParent:this.offsetParent,a=/(html|body)/i.test(n[0].tagName);return{top:i.top+this.offset.relative.top*s+this.offset.parent.top*s-("fixed"===this.cssPosition?-this.scrollParent.scrollTop():a?0:n.scrollTop())*s,left:i.left+this.offset.relative.left*s+this.offset.parent.left*s-("fixed"===this.cssPosition?-this.scrollParent.scrollLeft():a?0:n.scrollLeft())*s}},_generatePosition:function(t){var i,s,n=this.options,a=t.pageX,o=t.pageY,r="absolute"!==this.cssPosition||this.scrollParent[0]!==this.document[0]&&e.contains(this.scrollParent[0],this.offsetParent[0])?this.scrollParent:this.offsetParent,h=/(html|body)/i.test(r[0].tagName);return"relative"!==this.cssPosition||this.scrollParent[0]!==this.document[0]&&this.scrollParent[0]!==this.offsetParent[0]||(this.offset.relative=this._getRelativeOffset()),this.originalPosition&&(this.containment&&(t.pageX-this.offset.click.left<this.containment[0]&&(a=this.containment[0]+this.offset.click.left),t.pageY-this.offset.click.top<this.containment[1]&&(o=this.containment[1]+this.offset.click.top),t.pageX-this.offset.click.left>this.containment[2]&&(a=this.containment[2]+this.offset.click.left),t.pageY-this.offset.click.top>this.containment[3]&&(o=this.containment[3]+this.offset.click.top)),n.grid&&(i=this.originalPageY+Math.round((o-this.originalPageY)/n.grid[1])*n.grid[1],o=this.containment?i-this.offset.click.top>=this.containment[1]&&i-this.offset.click.top<=this.containment[3]?i:i-this.offset.click.top>=this.containment[1]?i-n.grid[1]:i+n.grid[1]:i,s=this.originalPageX+Math.round((a-this.originalPageX)/n.grid[0])*n.grid[0],a=this.containment?s-this.offset.click.left>=this.containment[0]&&s-this.offset.click.left<=this.containment[2]?s:s-this.offset.click.left>=this.containment[0]?s-n.grid[0]:s+n.grid[0]:s)),{top:o-this.offset.click.top-this.offset.relative.top-this.offset.parent.top+("fixed"===this.cssPosition?-this.scrollParent.scrollTop():h?0:r.scrollTop()),left:a-this.offset.click.left-this.offset.relative.left-this.offset.parent.left+("fixed"===this.cssPosition?-this.scrollParent.scrollLeft():h?0:r.scrollLeft())}},_rearrange:function(e,t,i,s){i?i[0].appendChild(this.placeholder[0]):t.item[0].parentNode.insertBefore(this.placeholder[0],"down"===this.direction?t.item[0]:t.item[0].nextSibling),this.counter=this.counter?++this.counter:1;var n=this.counter;this._delay(function(){n===this.counter&&this.refreshPositions(!s)})},_clear:function(e,t){function i(e,t,i){return function(s){i._trigger(e,s,t._uiHash(t))}}this.reverting=!1;var s,n=[];if(!this._noFinalSort&&this.currentItem.parent().length&&this.placeholder.before(this.currentItem),this._noFinalSort=null,this.helper[0]===this.currentItem[0]){for(s in this._storedCSS)("auto"===this._storedCSS[s]||"static"===this._storedCSS[s])&&(this._storedCSS[s]="");this.currentItem.css(this._storedCSS).removeClass("ui-sortable-helper")}else this.currentItem.show();for(this.fromOutside&&!t&&n.push(function(e){this._trigger("receive",e,this._uiHash(this.fromOutside))}),!this.fromOutside&&this.domPosition.prev===this.currentItem.prev().not(".ui-sortable-helper")[0]&&this.domPosition.parent===this.currentItem.parent()[0]||t||n.push(function(e){this._trigger("update",e,this._uiHash())}),this!==this.currentContainer&&(t||(n.push(function(e){this._trigger("remove",e,this._uiHash())}),n.push(function(e){return function(t){e._trigger("receive",t,this._uiHash(this))}}.call(this,this.currentContainer)),n.push(function(e){return function(t){e._trigger("update",t,this._uiHash(this))}}.call(this,this.currentContainer)))),s=this.containers.length-1;s>=0;s--)t||n.push(i("deactivate",this,this.containers[s])),this.containers[s].containerCache.over&&(n.push(i("out",this,this.containers[s])),this.containers[s].containerCache.over=0);if(this.storedCursor&&(this.document.find("body").css("cursor",this.storedCursor),this.storedStylesheet.remove()),this._storedOpacity&&this.helper.css("opacity",this._storedOpacity),this._storedZIndex&&this.helper.css("zIndex","auto"===this._storedZIndex?"":this._storedZIndex),this.dragging=!1,t||this._trigger("beforeStop",e,this._uiHash()),this.placeholder[0].parentNode.removeChild(this.placeholder[0]),this.cancelHelperRemoval||(this.helper[0]!==this.currentItem[0]&&this.helper.remove(),this.helper=null),!t){for(s=0;n.length>s;s++)n[s].call(this,e);this._trigger("stop",e,this._uiHash())}return this.fromOutside=!1,!this.cancelHelperRemoval},_trigger:function(){e.Widget.prototype._trigger.apply(this,arguments)===!1&&this.cancel()},_uiHash:function(t){var i=t||this;return{helper:i.helper,placeholder:i.placeholder||e([]),position:i.position,originalPosition:i.originalPosition,offset:i.positionAbs,item:i.currentItem,sender:t?t.element:null}}}),e.widget("ui.accordion",{version:"1.11.4",options:{active:0,animate:{},collapsible:!1,event:"click",header:"> li > :first-child,> :not(li):even",heightStyle:"auto",icons:{activeHeader:"ui-icon-triangle-1-s",header:"ui-icon-triangle-1-e"},activate:null,beforeActivate:null},hideProps:{borderTopWidth:"hide",borderBottomWidth:"hide",paddingTop:"hide",paddingBottom:"hide",height:"hide"},showProps:{borderTopWidth:"show",borderBottomWidth:"show",paddingTop:"show",paddingBottom:"show",height:"show"},_create:function(){var t=this.options;this.prevShow=this.prevHide=e(),this.element.addClass("ui-accordion ui-widget ui-helper-reset").attr("role","tablist"),t.collapsible||t.active!==!1&&null!=t.active||(t.active=0),this._processPanels(),0>t.active&&(t.active+=this.headers.length),this._refresh()},_getCreateEventData:function(){return{header:this.active,panel:this.active.length?this.active.next():e()}},_createIcons:function(){var t=this.options.icons;t&&(e("<span>").addClass("ui-accordion-header-icon ui-icon "+t.header).prependTo(this.headers),this.active.children(".ui-accordion-header-icon").removeClass(t.header).addClass(t.activeHeader),this.headers.addClass("ui-accordion-icons"))},_destroyIcons:function(){this.headers.removeClass("ui-accordion-icons").children(".ui-accordion-header-icon").remove()},_destroy:function(){var e;this.element.removeClass("ui-accordion ui-widget ui-helper-reset").removeAttr("role"),this.headers.removeClass("ui-accordion-header ui-accordion-header-active ui-state-default ui-corner-all ui-state-active ui-state-disabled ui-corner-top").removeAttr("role").removeAttr("aria-expanded").removeAttr("aria-selected").removeAttr("aria-controls").removeAttr("tabIndex").removeUniqueId(),this._destroyIcons(),e=this.headers.next().removeClass("ui-helper-reset ui-widget-content ui-corner-bottom ui-accordion-content ui-accordion-content-active ui-state-disabled").css("display","").removeAttr("role").removeAttr("aria-hidden").removeAttr("aria-labelledby").removeUniqueId(),"content"!==this.options.heightStyle&&e.css("height","")},_setOption:function(e,t){return"active"===e?(this._activate(t),void 0):("event"===e&&(this.options.event&&this._off(this.headers,this.options.event),this._setupEvents(t)),this._super(e,t),"collapsible"!==e||t||this.options.active!==!1||this._activate(0),"icons"===e&&(this._destroyIcons(),t&&this._createIcons()),"disabled"===e&&(this.element.toggleClass("ui-state-disabled",!!t).attr("aria-disabled",t),this.headers.add(this.headers.next()).toggleClass("ui-state-disabled",!!t)),void 0)},_keydown:function(t){if(!t.altKey&&!t.ctrlKey){var i=e.ui.keyCode,s=this.headers.length,n=this.headers.index(t.target),a=!1;switch(t.keyCode){case i.RIGHT:case i.DOWN:a=this.headers[(n+1)%s];break;case i.LEFT:case i.UP:a=this.headers[(n-1+s)%s];break;case i.SPACE:case i.ENTER:this._eventHandler(t);break;case i.HOME:a=this.headers[0];break;case i.END:a=this.headers[s-1]}a&&(e(t.target).attr("tabIndex",-1),e(a).attr("tabIndex",0),a.focus(),t.preventDefault())}},_panelKeyDown:function(t){t.keyCode===e.ui.keyCode.UP&&t.ctrlKey&&e(t.currentTarget).prev().focus()},refresh:function(){var t=this.options;this._processPanels(),t.active===!1&&t.collapsible===!0||!this.headers.length?(t.active=!1,this.active=e()):t.active===!1?this._activate(0):this.active.length&&!e.contains(this.element[0],this.active[0])?this.headers.length===this.headers.find(".ui-state-disabled").length?(t.active=!1,this.active=e()):this._activate(Math.max(0,t.active-1)):t.active=this.headers.index(this.active),this._destroyIcons(),this._refresh()},_processPanels:function(){var e=this.headers,t=this.panels;this.headers=this.element.find(this.options.header).addClass("ui-accordion-header ui-state-default ui-corner-all"),this.panels=this.headers.next().addClass("ui-accordion-content ui-helper-reset ui-widget-content ui-corner-bottom").filter(":not(.ui-accordion-content-active)").hide(),t&&(this._off(e.not(this.headers)),this._off(t.not(this.panels)))},_refresh:function(){var t,i=this.options,s=i.heightStyle,n=this.element.parent();this.active=this._findActive(i.active).addClass("ui-accordion-header-active ui-state-active ui-corner-top").removeClass("ui-corner-all"),this.active.next().addClass("ui-accordion-content-active").show(),this.headers.attr("role","tab").each(function(){var t=e(this),i=t.uniqueId().attr("id"),s=t.next(),n=s.uniqueId().attr("id");t.attr("aria-controls",n),s.attr("aria-labelledby",i)}).next().attr("role","tabpanel"),this.headers.not(this.active).attr({"aria-selected":"false","aria-expanded":"false",tabIndex:-1}).next().attr({"aria-hidden":"true"}).hide(),this.active.length?this.active.attr({"aria-selected":"true","aria-expanded":"true",tabIndex:0}).next().attr({"aria-hidden":"false"}):this.headers.eq(0).attr("tabIndex",0),this._createIcons(),this._setupEvents(i.event),"fill"===s?(t=n.height(),this.element.siblings(":visible").each(function(){var i=e(this),s=i.css("position");"absolute"!==s&&"fixed"!==s&&(t-=i.outerHeight(!0))}),this.headers.each(function(){t-=e(this).outerHeight(!0)}),this.headers.next().each(function(){e(this).height(Math.max(0,t-e(this).innerHeight()+e(this).height()))}).css("overflow","auto")):"auto"===s&&(t=0,this.headers.next().each(function(){t=Math.max(t,e(this).css("height","").height())}).height(t))},_activate:function(t){var i=this._findActive(t)[0];i!==this.active[0]&&(i=i||this.active[0],this._eventHandler({target:i,currentTarget:i,preventDefault:e.noop}))},_findActive:function(t){return"number"==typeof t?this.headers.eq(t):e()},_setupEvents:function(t){var i={keydown:"_keydown"};t&&e.each(t.split(" "),function(e,t){i[t]="_eventHandler"}),this._off(this.headers.add(this.headers.next())),this._on(this.headers,i),this._on(this.headers.next(),{keydown:"_panelKeyDown"}),this._hoverable(this.headers),this._focusable(this.headers)},_eventHandler:function(t){var i=this.options,s=this.active,n=e(t.currentTarget),a=n[0]===s[0],o=a&&i.collapsible,r=o?e():n.next(),h=s.next(),l={oldHeader:s,oldPanel:h,newHeader:o?e():n,newPanel:r};
+t.preventDefault(),a&&!i.collapsible||this._trigger("beforeActivate",t,l)===!1||(i.active=o?!1:this.headers.index(n),this.active=a?e():n,this._toggle(l),s.removeClass("ui-accordion-header-active ui-state-active"),i.icons&&s.children(".ui-accordion-header-icon").removeClass(i.icons.activeHeader).addClass(i.icons.header),a||(n.removeClass("ui-corner-all").addClass("ui-accordion-header-active ui-state-active ui-corner-top"),i.icons&&n.children(".ui-accordion-header-icon").removeClass(i.icons.header).addClass(i.icons.activeHeader),n.next().addClass("ui-accordion-content-active")))},_toggle:function(t){var i=t.newPanel,s=this.prevShow.length?this.prevShow:t.oldPanel;this.prevShow.add(this.prevHide).stop(!0,!0),this.prevShow=i,this.prevHide=s,this.options.animate?this._animate(i,s,t):(s.hide(),i.show(),this._toggleComplete(t)),s.attr({"aria-hidden":"true"}),s.prev().attr({"aria-selected":"false","aria-expanded":"false"}),i.length&&s.length?s.prev().attr({tabIndex:-1,"aria-expanded":"false"}):i.length&&this.headers.filter(function(){return 0===parseInt(e(this).attr("tabIndex"),10)}).attr("tabIndex",-1),i.attr("aria-hidden","false").prev().attr({"aria-selected":"true","aria-expanded":"true",tabIndex:0})},_animate:function(e,t,i){var s,n,a,o=this,r=0,h=e.css("box-sizing"),l=e.length&&(!t.length||e.index()<t.index()),u=this.options.animate||{},d=l&&u.down||u,c=function(){o._toggleComplete(i)};return"number"==typeof d&&(a=d),"string"==typeof d&&(n=d),n=n||d.easing||u.easing,a=a||d.duration||u.duration,t.length?e.length?(s=e.show().outerHeight(),t.animate(this.hideProps,{duration:a,easing:n,step:function(e,t){t.now=Math.round(e)}}),e.hide().animate(this.showProps,{duration:a,easing:n,complete:c,step:function(e,i){i.now=Math.round(e),"height"!==i.prop?"content-box"===h&&(r+=i.now):"content"!==o.options.heightStyle&&(i.now=Math.round(s-t.outerHeight()-r),r=0)}}),void 0):t.animate(this.hideProps,a,n,c):e.animate(this.showProps,a,n,c)},_toggleComplete:function(e){var t=e.oldPanel;t.removeClass("ui-accordion-content-active").prev().removeClass("ui-corner-top").addClass("ui-corner-all"),t.length&&(t.parent()[0].className=t.parent()[0].className),this._trigger("activate",null,e)}}),e.widget("ui.menu",{version:"1.11.4",defaultElement:"<ul>",delay:300,options:{icons:{submenu:"ui-icon-carat-1-e"},items:"> *",menus:"ul",position:{my:"left-1 top",at:"right top"},role:"menu",blur:null,focus:null,select:null},_create:function(){this.activeMenu=this.element,this.mouseHandled=!1,this.element.uniqueId().addClass("ui-menu ui-widget ui-widget-content").toggleClass("ui-menu-icons",!!this.element.find(".ui-icon").length).attr({role:this.options.role,tabIndex:0}),this.options.disabled&&this.element.addClass("ui-state-disabled").attr("aria-disabled","true"),this._on({"mousedown .ui-menu-item":function(e){e.preventDefault()},"click .ui-menu-item":function(t){var i=e(t.target);!this.mouseHandled&&i.not(".ui-state-disabled").length&&(this.select(t),t.isPropagationStopped()||(this.mouseHandled=!0),i.has(".ui-menu").length?this.expand(t):!this.element.is(":focus")&&e(this.document[0].activeElement).closest(".ui-menu").length&&(this.element.trigger("focus",[!0]),this.active&&1===this.active.parents(".ui-menu").length&&clearTimeout(this.timer)))},"mouseenter .ui-menu-item":function(t){if(!this.previousFilter){var i=e(t.currentTarget);i.siblings(".ui-state-active").removeClass("ui-state-active"),this.focus(t,i)}},mouseleave:"collapseAll","mouseleave .ui-menu":"collapseAll",focus:function(e,t){var i=this.active||this.element.find(this.options.items).eq(0);t||this.focus(e,i)},blur:function(t){this._delay(function(){e.contains(this.element[0],this.document[0].activeElement)||this.collapseAll(t)})},keydown:"_keydown"}),this.refresh(),this._on(this.document,{click:function(e){this._closeOnDocumentClick(e)&&this.collapseAll(e),this.mouseHandled=!1}})},_destroy:function(){this.element.removeAttr("aria-activedescendant").find(".ui-menu").addBack().removeClass("ui-menu ui-widget ui-widget-content ui-menu-icons ui-front").removeAttr("role").removeAttr("tabIndex").removeAttr("aria-labelledby").removeAttr("aria-expanded").removeAttr("aria-hidden").removeAttr("aria-disabled").removeUniqueId().show(),this.element.find(".ui-menu-item").removeClass("ui-menu-item").removeAttr("role").removeAttr("aria-disabled").removeUniqueId().removeClass("ui-state-hover").removeAttr("tabIndex").removeAttr("role").removeAttr("aria-haspopup").children().each(function(){var t=e(this);t.data("ui-menu-submenu-carat")&&t.remove()}),this.element.find(".ui-menu-divider").removeClass("ui-menu-divider ui-widget-content")},_keydown:function(t){var i,s,n,a,o=!0;switch(t.keyCode){case e.ui.keyCode.PAGE_UP:this.previousPage(t);break;case e.ui.keyCode.PAGE_DOWN:this.nextPage(t);break;case e.ui.keyCode.HOME:this._move("first","first",t);break;case e.ui.keyCode.END:this._move("last","last",t);break;case e.ui.keyCode.UP:this.previous(t);break;case e.ui.keyCode.DOWN:this.next(t);break;case e.ui.keyCode.LEFT:this.collapse(t);break;case e.ui.keyCode.RIGHT:this.active&&!this.active.is(".ui-state-disabled")&&this.expand(t);break;case e.ui.keyCode.ENTER:case e.ui.keyCode.SPACE:this._activate(t);break;case e.ui.keyCode.ESCAPE:this.collapse(t);break;default:o=!1,s=this.previousFilter||"",n=String.fromCharCode(t.keyCode),a=!1,clearTimeout(this.filterTimer),n===s?a=!0:n=s+n,i=this._filterMenuItems(n),i=a&&-1!==i.index(this.active.next())?this.active.nextAll(".ui-menu-item"):i,i.length||(n=String.fromCharCode(t.keyCode),i=this._filterMenuItems(n)),i.length?(this.focus(t,i),this.previousFilter=n,this.filterTimer=this._delay(function(){delete this.previousFilter},1e3)):delete this.previousFilter}o&&t.preventDefault()},_activate:function(e){this.active.is(".ui-state-disabled")||(this.active.is("[aria-haspopup='true']")?this.expand(e):this.select(e))},refresh:function(){var t,i,s=this,n=this.options.icons.submenu,a=this.element.find(this.options.menus);this.element.toggleClass("ui-menu-icons",!!this.element.find(".ui-icon").length),a.filter(":not(.ui-menu)").addClass("ui-menu ui-widget ui-widget-content ui-front").hide().attr({role:this.options.role,"aria-hidden":"true","aria-expanded":"false"}).each(function(){var t=e(this),i=t.parent(),s=e("<span>").addClass("ui-menu-icon ui-icon "+n).data("ui-menu-submenu-carat",!0);i.attr("aria-haspopup","true").prepend(s),t.attr("aria-labelledby",i.attr("id"))}),t=a.add(this.element),i=t.find(this.options.items),i.not(".ui-menu-item").each(function(){var t=e(this);s._isDivider(t)&&t.addClass("ui-widget-content ui-menu-divider")}),i.not(".ui-menu-item, .ui-menu-divider").addClass("ui-menu-item").uniqueId().attr({tabIndex:-1,role:this._itemRole()}),i.filter(".ui-state-disabled").attr("aria-disabled","true"),this.active&&!e.contains(this.element[0],this.active[0])&&this.blur()},_itemRole:function(){return{menu:"menuitem",listbox:"option"}[this.options.role]},_setOption:function(e,t){"icons"===e&&this.element.find(".ui-menu-icon").removeClass(this.options.icons.submenu).addClass(t.submenu),"disabled"===e&&this.element.toggleClass("ui-state-disabled",!!t).attr("aria-disabled",t),this._super(e,t)},focus:function(e,t){var i,s;this.blur(e,e&&"focus"===e.type),this._scrollIntoView(t),this.active=t.first(),s=this.active.addClass("ui-state-focus").removeClass("ui-state-active"),this.options.role&&this.element.attr("aria-activedescendant",s.attr("id")),this.active.parent().closest(".ui-menu-item").addClass("ui-state-active"),e&&"keydown"===e.type?this._close():this.timer=this._delay(function(){this._close()},this.delay),i=t.children(".ui-menu"),i.length&&e&&/^mouse/.test(e.type)&&this._startOpening(i),this.activeMenu=t.parent(),this._trigger("focus",e,{item:t})},_scrollIntoView:function(t){var i,s,n,a,o,r;this._hasScroll()&&(i=parseFloat(e.css(this.activeMenu[0],"borderTopWidth"))||0,s=parseFloat(e.css(this.activeMenu[0],"paddingTop"))||0,n=t.offset().top-this.activeMenu.offset().top-i-s,a=this.activeMenu.scrollTop(),o=this.activeMenu.height(),r=t.outerHeight(),0>n?this.activeMenu.scrollTop(a+n):n+r>o&&this.activeMenu.scrollTop(a+n-o+r))},blur:function(e,t){t||clearTimeout(this.timer),this.active&&(this.active.removeClass("ui-state-focus"),this.active=null,this._trigger("blur",e,{item:this.active}))},_startOpening:function(e){clearTimeout(this.timer),"true"===e.attr("aria-hidden")&&(this.timer=this._delay(function(){this._close(),this._open(e)},this.delay))},_open:function(t){var i=e.extend({of:this.active},this.options.position);clearTimeout(this.timer),this.element.find(".ui-menu").not(t.parents(".ui-menu")).hide().attr("aria-hidden","true"),t.show().removeAttr("aria-hidden").attr("aria-expanded","true").position(i)},collapseAll:function(t,i){clearTimeout(this.timer),this.timer=this._delay(function(){var s=i?this.element:e(t&&t.target).closest(this.element.find(".ui-menu"));s.length||(s=this.element),this._close(s),this.blur(t),this.activeMenu=s},this.delay)},_close:function(e){e||(e=this.active?this.active.parent():this.element),e.find(".ui-menu").hide().attr("aria-hidden","true").attr("aria-expanded","false").end().find(".ui-state-active").not(".ui-state-focus").removeClass("ui-state-active")},_closeOnDocumentClick:function(t){return!e(t.target).closest(".ui-menu").length},_isDivider:function(e){return!/[^\-\u2014\u2013\s]/.test(e.text())},collapse:function(e){var t=this.active&&this.active.parent().closest(".ui-menu-item",this.element);t&&t.length&&(this._close(),this.focus(e,t))},expand:function(e){var t=this.active&&this.active.children(".ui-menu ").find(this.options.items).first();t&&t.length&&(this._open(t.parent()),this._delay(function(){this.focus(e,t)}))},next:function(e){this._move("next","first",e)},previous:function(e){this._move("prev","last",e)},isFirstItem:function(){return this.active&&!this.active.prevAll(".ui-menu-item").length},isLastItem:function(){return this.active&&!this.active.nextAll(".ui-menu-item").length},_move:function(e,t,i){var s;this.active&&(s="first"===e||"last"===e?this.active["first"===e?"prevAll":"nextAll"](".ui-menu-item").eq(-1):this.active[e+"All"](".ui-menu-item").eq(0)),s&&s.length&&this.active||(s=this.activeMenu.find(this.options.items)[t]()),this.focus(i,s)},nextPage:function(t){var i,s,n;return this.active?(this.isLastItem()||(this._hasScroll()?(s=this.active.offset().top,n=this.element.height(),this.active.nextAll(".ui-menu-item").each(function(){return i=e(this),0>i.offset().top-s-n}),this.focus(t,i)):this.focus(t,this.activeMenu.find(this.options.items)[this.active?"last":"first"]())),void 0):(this.next(t),void 0)},previousPage:function(t){var i,s,n;return this.active?(this.isFirstItem()||(this._hasScroll()?(s=this.active.offset().top,n=this.element.height(),this.active.prevAll(".ui-menu-item").each(function(){return i=e(this),i.offset().top-s+n>0}),this.focus(t,i)):this.focus(t,this.activeMenu.find(this.options.items).first())),void 0):(this.next(t),void 0)},_hasScroll:function(){return this.element.outerHeight()<this.element.prop("scrollHeight")},select:function(t){this.active=this.active||e(t.target).closest(".ui-menu-item");var i={item:this.active};this.active.has(".ui-menu").length||this.collapseAll(t,!0),this._trigger("select",t,i)},_filterMenuItems:function(t){var i=t.replace(/[\-\[\]{}()*+?.,\\\^$|#\s]/g,"\\$&"),s=RegExp("^"+i,"i");return this.activeMenu.find(this.options.items).filter(".ui-menu-item").filter(function(){return s.test(e.trim(e(this).text()))})}}),e.widget("ui.autocomplete",{version:"1.11.4",defaultElement:"<input>",options:{appendTo:null,autoFocus:!1,delay:300,minLength:1,position:{my:"left top",at:"left bottom",collision:"none"},source:null,change:null,close:null,focus:null,open:null,response:null,search:null,select:null},requestIndex:0,pending:0,_create:function(){var t,i,s,n=this.element[0].nodeName.toLowerCase(),a="textarea"===n,o="input"===n;this.isMultiLine=a?!0:o?!1:this.element.prop("isContentEditable"),this.valueMethod=this.element[a||o?"val":"text"],this.isNewMenu=!0,this.element.addClass("ui-autocomplete-input").attr("autocomplete","off"),this._on(this.element,{keydown:function(n){if(this.element.prop("readOnly"))return t=!0,s=!0,i=!0,void 0;t=!1,s=!1,i=!1;var a=e.ui.keyCode;switch(n.keyCode){case a.PAGE_UP:t=!0,this._move("previousPage",n);break;case a.PAGE_DOWN:t=!0,this._move("nextPage",n);break;case a.UP:t=!0,this._keyEvent("previous",n);break;case a.DOWN:t=!0,this._keyEvent("next",n);break;case a.ENTER:this.menu.active&&(t=!0,n.preventDefault(),this.menu.select(n));break;case a.TAB:this.menu.active&&this.menu.select(n);break;case a.ESCAPE:this.menu.element.is(":visible")&&(this.isMultiLine||this._value(this.term),this.close(n),n.preventDefault());break;default:i=!0,this._searchTimeout(n)}},keypress:function(s){if(t)return t=!1,(!this.isMultiLine||this.menu.element.is(":visible"))&&s.preventDefault(),void 0;if(!i){var n=e.ui.keyCode;switch(s.keyCode){case n.PAGE_UP:this._move("previousPage",s);break;case n.PAGE_DOWN:this._move("nextPage",s);break;case n.UP:this._keyEvent("previous",s);break;case n.DOWN:this._keyEvent("next",s)}}},input:function(e){return s?(s=!1,e.preventDefault(),void 0):(this._searchTimeout(e),void 0)},focus:function(){this.selectedItem=null,this.previous=this._value()},blur:function(e){return this.cancelBlur?(delete this.cancelBlur,void 0):(clearTimeout(this.searching),this.close(e),this._change(e),void 0)}}),this._initSource(),this.menu=e("<ul>").addClass("ui-autocomplete ui-front").appendTo(this._appendTo()).menu({role:null}).hide().menu("instance"),this._on(this.menu.element,{mousedown:function(t){t.preventDefault(),this.cancelBlur=!0,this._delay(function(){delete this.cancelBlur});var i=this.menu.element[0];e(t.target).closest(".ui-menu-item").length||this._delay(function(){var t=this;this.document.one("mousedown",function(s){s.target===t.element[0]||s.target===i||e.contains(i,s.target)||t.close()})})},menufocus:function(t,i){var s,n;return this.isNewMenu&&(this.isNewMenu=!1,t.originalEvent&&/^mouse/.test(t.originalEvent.type))?(this.menu.blur(),this.document.one("mousemove",function(){e(t.target).trigger(t.originalEvent)}),void 0):(n=i.item.data("ui-autocomplete-item"),!1!==this._trigger("focus",t,{item:n})&&t.originalEvent&&/^key/.test(t.originalEvent.type)&&this._value(n.value),s=i.item.attr("aria-label")||n.value,s&&e.trim(s).length&&(this.liveRegion.children().hide(),e("<div>").text(s).appendTo(this.liveRegion)),void 0)},menuselect:function(e,t){var i=t.item.data("ui-autocomplete-item"),s=this.previous;this.element[0]!==this.document[0].activeElement&&(this.element.focus(),this.previous=s,this._delay(function(){this.previous=s,this.selectedItem=i})),!1!==this._trigger("select",e,{item:i})&&this._value(i.value),this.term=this._value(),this.close(e),this.selectedItem=i}}),this.liveRegion=e("<span>",{role:"status","aria-live":"assertive","aria-relevant":"additions"}).addClass("ui-helper-hidden-accessible").appendTo(this.document[0].body),this._on(this.window,{beforeunload:function(){this.element.removeAttr("autocomplete")}})},_destroy:function(){clearTimeout(this.searching),this.element.removeClass("ui-autocomplete-input").removeAttr("autocomplete"),this.menu.element.remove(),this.liveRegion.remove()},_setOption:function(e,t){this._super(e,t),"source"===e&&this._initSource(),"appendTo"===e&&this.menu.element.appendTo(this._appendTo()),"disabled"===e&&t&&this.xhr&&this.xhr.abort()},_appendTo:function(){var t=this.options.appendTo;return t&&(t=t.jquery||t.nodeType?e(t):this.document.find(t).eq(0)),t&&t[0]||(t=this.element.closest(".ui-front")),t.length||(t=this.document[0].body),t},_initSource:function(){var t,i,s=this;e.isArray(this.options.source)?(t=this.options.source,this.source=function(i,s){s(e.ui.autocomplete.filter(t,i.term))}):"string"==typeof this.options.source?(i=this.options.source,this.source=function(t,n){s.xhr&&s.xhr.abort(),s.xhr=e.ajax({url:i,data:t,dataType:"json",success:function(e){n(e)},error:function(){n([])}})}):this.source=this.options.source},_searchTimeout:function(e){clearTimeout(this.searching),this.searching=this._delay(function(){var t=this.term===this._value(),i=this.menu.element.is(":visible"),s=e.altKey||e.ctrlKey||e.metaKey||e.shiftKey;(!t||t&&!i&&!s)&&(this.selectedItem=null,this.search(null,e))},this.options.delay)},search:function(e,t){return e=null!=e?e:this._value(),this.term=this._value(),e.length<this.options.minLength?this.close(t):this._trigger("search",t)!==!1?this._search(e):void 0},_search:function(e){this.pending++,this.element.addClass("ui-autocomplete-loading"),this.cancelSearch=!1,this.source({term:e},this._response())},_response:function(){var t=++this.requestIndex;return e.proxy(function(e){t===this.requestIndex&&this.__response(e),this.pending--,this.pending||this.element.removeClass("ui-autocomplete-loading")},this)},__response:function(e){e&&(e=this._normalize(e)),this._trigger("response",null,{content:e}),!this.options.disabled&&e&&e.length&&!this.cancelSearch?(this._suggest(e),this._trigger("open")):this._close()},close:function(e){this.cancelSearch=!0,this._close(e)},_close:function(e){this.menu.element.is(":visible")&&(this.menu.element.hide(),this.menu.blur(),this.isNewMenu=!0,this._trigger("close",e))},_change:function(e){this.previous!==this._value()&&this._trigger("change",e,{item:this.selectedItem})},_normalize:function(t){return t.length&&t[0].label&&t[0].value?t:e.map(t,function(t){return"string"==typeof t?{label:t,value:t}:e.extend({},t,{label:t.label||t.value,value:t.value||t.label})})},_suggest:function(t){var i=this.menu.element.empty();this._renderMenu(i,t),this.isNewMenu=!0,this.menu.refresh(),i.show(),this._resizeMenu(),i.position(e.extend({of:this.element},this.options.position)),this.options.autoFocus&&this.menu.next()},_resizeMenu:function(){var e=this.menu.element;e.outerWidth(Math.max(e.width("").outerWidth()+1,this.element.outerWidth()))},_renderMenu:function(t,i){var s=this;e.each(i,function(e,i){s._renderItemData(t,i)})},_renderItemData:function(e,t){return this._renderItem(e,t).data("ui-autocomplete-item",t)},_renderItem:function(t,i){return e("<li>").text(i.label).appendTo(t)},_move:function(e,t){return this.menu.element.is(":visible")?this.menu.isFirstItem()&&/^previous/.test(e)||this.menu.isLastItem()&&/^next/.test(e)?(this.isMultiLine||this._value(this.term),this.menu.blur(),void 0):(this.menu[e](t),void 0):(this.search(null,t),void 0)},widget:function(){return this.menu.element},_value:function(){return this.valueMethod.apply(this.element,arguments)},_keyEvent:function(e,t){(!this.isMultiLine||this.menu.element.is(":visible"))&&(this._move(e,t),t.preventDefault())}}),e.extend(e.ui.autocomplete,{escapeRegex:function(e){return e.replace(/[\-\[\]{}()*+?.,\\\^$|#\s]/g,"\\$&")},filter:function(t,i){var s=RegExp(e.ui.autocomplete.escapeRegex(i),"i");return e.grep(t,function(e){return s.test(e.label||e.value||e)})}}),e.widget("ui.autocomplete",e.ui.autocomplete,{options:{messages:{noResults:"No search results.",results:function(e){return e+(e>1?" results are":" result is")+" available, use up and down arrow keys to navigate."}}},__response:function(t){var i;this._superApply(arguments),this.options.disabled||this.cancelSearch||(i=t&&t.length?this.options.messages.results(t.length):this.options.messages.noResults,this.liveRegion.children().hide(),e("<div>").text(i).appendTo(this.liveRegion))}}),e.ui.autocomplete;var r,h="ui-button ui-widget ui-state-default ui-corner-all",l="ui-button-icons-only ui-button-icon-only ui-button-text-icons ui-button-text-icon-primary ui-button-text-icon-secondary ui-button-text-only",u=function(){var t=e(this);setTimeout(function(){t.find(":ui-button").button("refresh")},1)},d=function(t){var i=t.name,s=t.form,n=e([]);return i&&(i=i.replace(/'/g,"\\'"),n=s?e(s).find("[name='"+i+"'][type=radio]"):e("[name='"+i+"'][type=radio]",t.ownerDocument).filter(function(){return!this.form})),n};e.widget("ui.button",{version:"1.11.4",defaultElement:"<button>",options:{disabled:null,text:!0,label:null,icons:{primary:null,secondary:null}},_create:function(){this.element.closest("form").unbind("reset"+this.eventNamespace).bind("reset"+this.eventNamespace,u),"boolean"!=typeof this.options.disabled?this.options.disabled=!!this.element.prop("disabled"):this.element.prop("disabled",this.options.disabled),this._determineButtonType(),this.hasTitle=!!this.buttonElement.attr("title");var t=this,i=this.options,s="checkbox"===this.type||"radio"===this.type,n=s?"":"ui-state-active";null===i.label&&(i.label="input"===this.type?this.buttonElement.val():this.buttonElement.html()),this._hoverable(this.buttonElement),this.buttonElement.addClass(h).attr("role","button").bind("mouseenter"+this.eventNamespace,function(){i.disabled||this===r&&e(this).addClass("ui-state-active")}).bind("mouseleave"+this.eventNamespace,function(){i.disabled||e(this).removeClass(n)}).bind("click"+this.eventNamespace,function(e){i.disabled&&(e.preventDefault(),e.stopImmediatePropagation())}),this._on({focus:function(){this.buttonElement.addClass("ui-state-focus")},blur:function(){this.buttonElement.removeClass("ui-state-focus")}}),s&&this.element.bind("change"+this.eventNamespace,function(){t.refresh()}),"checkbox"===this.type?this.buttonElement.bind("click"+this.eventNamespace,function(){return i.disabled?!1:void 0}):"radio"===this.type?this.buttonElement.bind("click"+this.eventNamespace,function(){if(i.disabled)return!1;e(this).addClass("ui-state-active"),t.buttonElement.attr("aria-pressed","true");var s=t.element[0];d(s).not(s).map(function(){return e(this).button("widget")[0]}).removeClass("ui-state-active").attr("aria-pressed","false")}):(this.buttonElement.bind("mousedown"+this.eventNamespace,function(){return i.disabled?!1:(e(this).addClass("ui-state-active"),r=this,t.document.one("mouseup",function(){r=null}),void 0)}).bind("mouseup"+this.eventNamespace,function(){return i.disabled?!1:(e(this).removeClass("ui-state-active"),void 0)}).bind("keydown"+this.eventNamespace,function(t){return i.disabled?!1:((t.keyCode===e.ui.keyCode.SPACE||t.keyCode===e.ui.keyCode.ENTER)&&e(this).addClass("ui-state-active"),void 0)}).bind("keyup"+this.eventNamespace+" blur"+this.eventNamespace,function(){e(this).removeClass("ui-state-active")}),this.buttonElement.is("a")&&this.buttonElement.keyup(function(t){t.keyCode===e.ui.keyCode.SPACE&&e(this).click()})),this._setOption("disabled",i.disabled),this._resetButton()},_determineButtonType:function(){var e,t,i;this.type=this.element.is("[type=checkbox]")?"checkbox":this.element.is("[type=radio]")?"radio":this.element.is("input")?"input":"button","checkbox"===this.type||"radio"===this.type?(e=this.element.parents().last(),t="label[for='"+this.element.attr("id")+"']",this.buttonElement=e.find(t),this.buttonElement.length||(e=e.length?e.siblings():this.element.siblings(),this.buttonElement=e.filter(t),this.buttonElement.length||(this.buttonElement=e.find(t))),this.element.addClass("ui-helper-hidden-accessible"),i=this.element.is(":checked"),i&&this.buttonElement.addClass("ui-state-active"),this.buttonElement.prop("aria-pressed",i)):this.buttonElement=this.element},widget:function(){return this.buttonElement},_destroy:function(){this.element.removeClass("ui-helper-hidden-accessible"),this.buttonElement.removeClass(h+" ui-state-active "+l).removeAttr("role").removeAttr("aria-pressed").html(this.buttonElement.find(".ui-button-text").html()),this.hasTitle||this.buttonElement.removeAttr("title")},_setOption:function(e,t){return this._super(e,t),"disabled"===e?(this.widget().toggleClass("ui-state-disabled",!!t),this.element.prop("disabled",!!t),t&&("checkbox"===this.type||"radio"===this.type?this.buttonElement.removeClass("ui-state-focus"):this.buttonElement.removeClass("ui-state-focus ui-state-active")),void 0):(this._resetButton(),void 0)},refresh:function(){var t=this.element.is("input, button")?this.element.is(":disabled"):this.element.hasClass("ui-button-disabled");t!==this.options.disabled&&this._setOption("disabled",t),"radio"===this.type?d(this.element[0]).each(function(){e(this).is(":checked")?e(this).button("widget").addClass("ui-state-active").attr("aria-pressed","true"):e(this).button("widget").removeClass("ui-state-active").attr("aria-pressed","false")}):"checkbox"===this.type&&(this.element.is(":checked")?this.buttonElement.addClass("ui-state-active").attr("aria-pressed","true"):this.buttonElement.removeClass("ui-state-active").attr("aria-pressed","false"))},_resetButton:function(){if("input"===this.type)return this.options.label&&this.element.val(this.options.label),void 0;var t=this.buttonElement.removeClass(l),i=e("<span></span>",this.document[0]).addClass("ui-button-text").html(this.options.label).appendTo(t.empty()).text(),s=this.options.icons,n=s.primary&&s.secondary,a=[];s.primary||s.secondary?(this.options.text&&a.push("ui-button-text-icon"+(n?"s":s.primary?"-primary":"-secondary")),s.primary&&t.prepend("<span class='ui-button-icon-primary ui-icon "+s.primary+"'></span>"),s.secondary&&t.append("<span class='ui-button-icon-secondary ui-icon "+s.secondary+"'></span>"),this.options.text||(a.push(n?"ui-button-icons-only":"ui-button-icon-only"),this.hasTitle||t.attr("title",e.trim(i)))):a.push("ui-button-text-only"),t.addClass(a.join(" "))}}),e.widget("ui.buttonset",{version:"1.11.4",options:{items:"button, input[type=button], input[type=submit], input[type=reset], input[type=checkbox], input[type=radio], a, :data(ui-button)"},_create:function(){this.element.addClass("ui-buttonset")},_init:function(){this.refresh()},_setOption:function(e,t){"disabled"===e&&this.buttons.button("option",e,t),this._super(e,t)},refresh:function(){var t="rtl"===this.element.css("direction"),i=this.element.find(this.options.items),s=i.filter(":ui-button");i.not(":ui-button").button(),s.button("refresh"),this.buttons=i.map(function(){return e(this).button("widget")[0]}).removeClass("ui-corner-all ui-corner-left ui-corner-right").filter(":first").addClass(t?"ui-corner-right":"ui-corner-left").end().filter(":last").addClass(t?"ui-corner-left":"ui-corner-right").end().end()},_destroy:function(){this.element.removeClass("ui-buttonset"),this.buttons.map(function(){return e(this).button("widget")[0]}).removeClass("ui-corner-left ui-corner-right").end().button("destroy")}}),e.ui.button,e.widget("ui.dialog",{version:"1.11.4",options:{appendTo:"body",autoOpen:!0,buttons:[],closeOnEscape:!0,closeText:"Close",dialogClass:"",draggable:!0,hide:null,height:"auto",maxHeight:null,maxWidth:null,minHeight:150,minWidth:150,modal:!1,position:{my:"center",at:"center",of:window,collision:"fit",using:function(t){var i=e(this).css(t).offset().top;0>i&&e(this).css("top",t.top-i)}},resizable:!0,show:null,title:null,width:300,beforeClose:null,close:null,drag:null,dragStart:null,dragStop:null,focus:null,open:null,resize:null,resizeStart:null,resizeStop:null},sizeRelatedOptions:{buttons:!0,height:!0,maxHeight:!0,maxWidth:!0,minHeight:!0,minWidth:!0,width:!0},resizableRelatedOptions:{maxHeight:!0,maxWidth:!0,minHeight:!0,minWidth:!0},_create:function(){this.originalCss={display:this.element[0].style.display,width:this.element[0].style.width,minHeight:this.element[0].style.minHeight,maxHeight:this.element[0].style.maxHeight,height:this.element[0].style.height},this.originalPosition={parent:this.element.parent(),index:this.element.parent().children().index(this.element)},this.originalTitle=this.element.attr("title"),this.options.title=this.options.title||this.originalTitle,this._createWrapper(),this.element.show().removeAttr("title").addClass("ui-dialog-content ui-widget-content").appendTo(this.uiDialog),this._createTitlebar(),this._createButtonPane(),this.options.draggable&&e.fn.draggable&&this._makeDraggable(),this.options.resizable&&e.fn.resizable&&this._makeResizable(),this._isOpen=!1,this._trackFocus()},_init:function(){this.options.autoOpen&&this.open()},_appendTo:function(){var t=this.options.appendTo;return t&&(t.jquery||t.nodeType)?e(t):this.document.find(t||"body").eq(0)},_destroy:function(){var e,t=this.originalPosition;this._untrackInstance(),this._destroyOverlay(),this.element.removeUniqueId().removeClass("ui-dialog-content ui-widget-content").css(this.originalCss).detach(),this.uiDialog.stop(!0,!0).remove(),this.originalTitle&&this.element.attr("title",this.originalTitle),e=t.parent.children().eq(t.index),e.length&&e[0]!==this.element[0]?e.before(this.element):t.parent.append(this.element)},widget:function(){return this.uiDialog},disable:e.noop,enable:e.noop,close:function(t){var i,s=this;if(this._isOpen&&this._trigger("beforeClose",t)!==!1){if(this._isOpen=!1,this._focusedElement=null,this._destroyOverlay(),this._untrackInstance(),!this.opener.filter(":focusable").focus().length)try{i=this.document[0].activeElement,i&&"body"!==i.nodeName.toLowerCase()&&e(i).blur()}catch(n){}this._hide(this.uiDialog,this.options.hide,function(){s._trigger("close",t)})}},isOpen:function(){return this._isOpen},moveToTop:function(){this._moveToTop()},_moveToTop:function(t,i){var s=!1,n=this.uiDialog.siblings(".ui-front:visible").map(function(){return+e(this).css("z-index")}).get(),a=Math.max.apply(null,n);return a>=+this.uiDialog.css("z-index")&&(this.uiDialog.css("z-index",a+1),s=!0),s&&!i&&this._trigger("focus",t),s},open:function(){var t=this;return this._isOpen?(this._moveToTop()&&this._focusTabbable(),void 0):(this._isOpen=!0,this.opener=e(this.document[0].activeElement),this._size(),this._position(),this._createOverlay(),this._moveToTop(null,!0),this.overlay&&this.overlay.css("z-index",this.uiDialog.css("z-index")-1),this._show(this.uiDialog,this.options.show,function(){t._focusTabbable(),t._trigger("focus")}),this._makeFocusTarget(),this._trigger("open"),void 0)},_focusTabbable:function(){var e=this._focusedElement;e||(e=this.element.find("[autofocus]")),e.length||(e=this.element.find(":tabbable")),e.length||(e=this.uiDialogButtonPane.find(":tabbable")),e.length||(e=this.uiDialogTitlebarClose.filter(":tabbable")),e.length||(e=this.uiDialog),e.eq(0).focus()},_keepFocus:function(t){function i(){var t=this.document[0].activeElement,i=this.uiDialog[0]===t||e.contains(this.uiDialog[0],t);i||this._focusTabbable()}t.preventDefault(),i.call(this),this._delay(i)},_createWrapper:function(){this.uiDialog=e("<div>").addClass("ui-dialog ui-widget ui-widget-content ui-corner-all ui-front "+this.options.dialogClass).hide().attr({tabIndex:-1,role:"dialog"}).appendTo(this._appendTo()),this._on(this.uiDialog,{keydown:function(t){if(this.options.closeOnEscape&&!t.isDefaultPrevented()&&t.keyCode&&t.keyCode===e.ui.keyCode.ESCAPE)return t.preventDefault(),this.close(t),void 0;if(t.keyCode===e.ui.keyCode.TAB&&!t.isDefaultPrevented()){var i=this.uiDialog.find(":tabbable"),s=i.filter(":first"),n=i.filter(":last");t.target!==n[0]&&t.target!==this.uiDialog[0]||t.shiftKey?t.target!==s[0]&&t.target!==this.uiDialog[0]||!t.shiftKey||(this._delay(function(){n.focus()}),t.preventDefault()):(this._delay(function(){s.focus()}),t.preventDefault())}},mousedown:function(e){this._moveToTop(e)&&this._focusTabbable()}}),this.element.find("[aria-describedby]").length||this.uiDialog.attr({"aria-describedby":this.element.uniqueId().attr("id")})},_createTitlebar:function(){var t;this.uiDialogTitlebar=e("<div>").addClass("ui-dialog-titlebar ui-widget-header ui-corner-all ui-helper-clearfix").prependTo(this.uiDialog),this._on(this.uiDialogTitlebar,{mousedown:function(t){e(t.target).closest(".ui-dialog-titlebar-close")||this.uiDialog.focus()}}),this.uiDialogTitlebarClose=e("<button type='button'></button>").button({label:this.options.closeText,icons:{primary:"ui-icon-closethick"},text:!1}).addClass("ui-dialog-titlebar-close").appendTo(this.uiDialogTitlebar),this._on(this.uiDialogTitlebarClose,{click:function(e){e.preventDefault(),this.close(e)}}),t=e("<span>").uniqueId().addClass("ui-dialog-title").prependTo(this.uiDialogTitlebar),this._title(t),this.uiDialog.attr({"aria-labelledby":t.attr("id")})},_title:function(e){this.options.title||e.html(" "),e.text(this.options.title)
+},_createButtonPane:function(){this.uiDialogButtonPane=e("<div>").addClass("ui-dialog-buttonpane ui-widget-content ui-helper-clearfix"),this.uiButtonSet=e("<div>").addClass("ui-dialog-buttonset").appendTo(this.uiDialogButtonPane),this._createButtons()},_createButtons:function(){var t=this,i=this.options.buttons;return this.uiDialogButtonPane.remove(),this.uiButtonSet.empty(),e.isEmptyObject(i)||e.isArray(i)&&!i.length?(this.uiDialog.removeClass("ui-dialog-buttons"),void 0):(e.each(i,function(i,s){var n,a;s=e.isFunction(s)?{click:s,text:i}:s,s=e.extend({type:"button"},s),n=s.click,s.click=function(){n.apply(t.element[0],arguments)},a={icons:s.icons,text:s.showText},delete s.icons,delete s.showText,e("<button></button>",s).button(a).appendTo(t.uiButtonSet)}),this.uiDialog.addClass("ui-dialog-buttons"),this.uiDialogButtonPane.appendTo(this.uiDialog),void 0)},_makeDraggable:function(){function t(e){return{position:e.position,offset:e.offset}}var i=this,s=this.options;this.uiDialog.draggable({cancel:".ui-dialog-content, .ui-dialog-titlebar-close",handle:".ui-dialog-titlebar",containment:"document",start:function(s,n){e(this).addClass("ui-dialog-dragging"),i._blockFrames(),i._trigger("dragStart",s,t(n))},drag:function(e,s){i._trigger("drag",e,t(s))},stop:function(n,a){var o=a.offset.left-i.document.scrollLeft(),r=a.offset.top-i.document.scrollTop();s.position={my:"left top",at:"left"+(o>=0?"+":"")+o+" "+"top"+(r>=0?"+":"")+r,of:i.window},e(this).removeClass("ui-dialog-dragging"),i._unblockFrames(),i._trigger("dragStop",n,t(a))}})},_makeResizable:function(){function t(e){return{originalPosition:e.originalPosition,originalSize:e.originalSize,position:e.position,size:e.size}}var i=this,s=this.options,n=s.resizable,a=this.uiDialog.css("position"),o="string"==typeof n?n:"n,e,s,w,se,sw,ne,nw";this.uiDialog.resizable({cancel:".ui-dialog-content",containment:"document",alsoResize:this.element,maxWidth:s.maxWidth,maxHeight:s.maxHeight,minWidth:s.minWidth,minHeight:this._minHeight(),handles:o,start:function(s,n){e(this).addClass("ui-dialog-resizing"),i._blockFrames(),i._trigger("resizeStart",s,t(n))},resize:function(e,s){i._trigger("resize",e,t(s))},stop:function(n,a){var o=i.uiDialog.offset(),r=o.left-i.document.scrollLeft(),h=o.top-i.document.scrollTop();s.height=i.uiDialog.height(),s.width=i.uiDialog.width(),s.position={my:"left top",at:"left"+(r>=0?"+":"")+r+" "+"top"+(h>=0?"+":"")+h,of:i.window},e(this).removeClass("ui-dialog-resizing"),i._unblockFrames(),i._trigger("resizeStop",n,t(a))}}).css("position",a)},_trackFocus:function(){this._on(this.widget(),{focusin:function(t){this._makeFocusTarget(),this._focusedElement=e(t.target)}})},_makeFocusTarget:function(){this._untrackInstance(),this._trackingInstances().unshift(this)},_untrackInstance:function(){var t=this._trackingInstances(),i=e.inArray(this,t);-1!==i&&t.splice(i,1)},_trackingInstances:function(){var e=this.document.data("ui-dialog-instances");return e||(e=[],this.document.data("ui-dialog-instances",e)),e},_minHeight:function(){var e=this.options;return"auto"===e.height?e.minHeight:Math.min(e.minHeight,e.height)},_position:function(){var e=this.uiDialog.is(":visible");e||this.uiDialog.show(),this.uiDialog.position(this.options.position),e||this.uiDialog.hide()},_setOptions:function(t){var i=this,s=!1,n={};e.each(t,function(e,t){i._setOption(e,t),e in i.sizeRelatedOptions&&(s=!0),e in i.resizableRelatedOptions&&(n[e]=t)}),s&&(this._size(),this._position()),this.uiDialog.is(":data(ui-resizable)")&&this.uiDialog.resizable("option",n)},_setOption:function(e,t){var i,s,n=this.uiDialog;"dialogClass"===e&&n.removeClass(this.options.dialogClass).addClass(t),"disabled"!==e&&(this._super(e,t),"appendTo"===e&&this.uiDialog.appendTo(this._appendTo()),"buttons"===e&&this._createButtons(),"closeText"===e&&this.uiDialogTitlebarClose.button({label:""+t}),"draggable"===e&&(i=n.is(":data(ui-draggable)"),i&&!t&&n.draggable("destroy"),!i&&t&&this._makeDraggable()),"position"===e&&this._position(),"resizable"===e&&(s=n.is(":data(ui-resizable)"),s&&!t&&n.resizable("destroy"),s&&"string"==typeof t&&n.resizable("option","handles",t),s||t===!1||this._makeResizable()),"title"===e&&this._title(this.uiDialogTitlebar.find(".ui-dialog-title")))},_size:function(){var e,t,i,s=this.options;this.element.show().css({width:"auto",minHeight:0,maxHeight:"none",height:0}),s.minWidth>s.width&&(s.width=s.minWidth),e=this.uiDialog.css({height:"auto",width:s.width}).outerHeight(),t=Math.max(0,s.minHeight-e),i="number"==typeof s.maxHeight?Math.max(0,s.maxHeight-e):"none","auto"===s.height?this.element.css({minHeight:t,maxHeight:i,height:"auto"}):this.element.height(Math.max(0,s.height-e)),this.uiDialog.is(":data(ui-resizable)")&&this.uiDialog.resizable("option","minHeight",this._minHeight())},_blockFrames:function(){this.iframeBlocks=this.document.find("iframe").map(function(){var t=e(this);return e("<div>").css({position:"absolute",width:t.outerWidth(),height:t.outerHeight()}).appendTo(t.parent()).offset(t.offset())[0]})},_unblockFrames:function(){this.iframeBlocks&&(this.iframeBlocks.remove(),delete this.iframeBlocks)},_allowInteraction:function(t){return e(t.target).closest(".ui-dialog").length?!0:!!e(t.target).closest(".ui-datepicker").length},_createOverlay:function(){if(this.options.modal){var t=!0;this._delay(function(){t=!1}),this.document.data("ui-dialog-overlays")||this._on(this.document,{focusin:function(e){t||this._allowInteraction(e)||(e.preventDefault(),this._trackingInstances()[0]._focusTabbable())}}),this.overlay=e("<div>").addClass("ui-widget-overlay ui-front").appendTo(this._appendTo()),this._on(this.overlay,{mousedown:"_keepFocus"}),this.document.data("ui-dialog-overlays",(this.document.data("ui-dialog-overlays")||0)+1)}},_destroyOverlay:function(){if(this.options.modal&&this.overlay){var e=this.document.data("ui-dialog-overlays")-1;e?this.document.data("ui-dialog-overlays",e):this.document.unbind("focusin").removeData("ui-dialog-overlays"),this.overlay.remove(),this.overlay=null}}}),e.widget("ui.progressbar",{version:"1.11.4",options:{max:100,value:0,change:null,complete:null},min:0,_create:function(){this.oldValue=this.options.value=this._constrainedValue(),this.element.addClass("ui-progressbar ui-widget ui-widget-content ui-corner-all").attr({role:"progressbar","aria-valuemin":this.min}),this.valueDiv=e("<div class='ui-progressbar-value ui-widget-header ui-corner-left'></div>").appendTo(this.element),this._refreshValue()},_destroy:function(){this.element.removeClass("ui-progressbar ui-widget ui-widget-content ui-corner-all").removeAttr("role").removeAttr("aria-valuemin").removeAttr("aria-valuemax").removeAttr("aria-valuenow"),this.valueDiv.remove()},value:function(e){return void 0===e?this.options.value:(this.options.value=this._constrainedValue(e),this._refreshValue(),void 0)},_constrainedValue:function(e){return void 0===e&&(e=this.options.value),this.indeterminate=e===!1,"number"!=typeof e&&(e=0),this.indeterminate?!1:Math.min(this.options.max,Math.max(this.min,e))},_setOptions:function(e){var t=e.value;delete e.value,this._super(e),this.options.value=this._constrainedValue(t),this._refreshValue()},_setOption:function(e,t){"max"===e&&(t=Math.max(this.min,t)),"disabled"===e&&this.element.toggleClass("ui-state-disabled",!!t).attr("aria-disabled",t),this._super(e,t)},_percentage:function(){return this.indeterminate?100:100*(this.options.value-this.min)/(this.options.max-this.min)},_refreshValue:function(){var t=this.options.value,i=this._percentage();this.valueDiv.toggle(this.indeterminate||t>this.min).toggleClass("ui-corner-right",t===this.options.max).width(i.toFixed(0)+"%"),this.element.toggleClass("ui-progressbar-indeterminate",this.indeterminate),this.indeterminate?(this.element.removeAttr("aria-valuenow"),this.overlayDiv||(this.overlayDiv=e("<div class='ui-progressbar-overlay'></div>").appendTo(this.valueDiv))):(this.element.attr({"aria-valuemax":this.options.max,"aria-valuenow":t}),this.overlayDiv&&(this.overlayDiv.remove(),this.overlayDiv=null)),this.oldValue!==t&&(this.oldValue=t,this._trigger("change")),t===this.options.max&&this._trigger("complete")}}),e.widget("ui.selectmenu",{version:"1.11.4",defaultElement:"<select>",options:{appendTo:null,disabled:null,icons:{button:"ui-icon-triangle-1-s"},position:{my:"left top",at:"left bottom",collision:"none"},width:null,change:null,close:null,focus:null,open:null,select:null},_create:function(){var e=this.element.uniqueId().attr("id");this.ids={element:e,button:e+"-button",menu:e+"-menu"},this._drawButton(),this._drawMenu(),this.options.disabled&&this.disable()},_drawButton:function(){var t=this;this.label=e("label[for='"+this.ids.element+"']").attr("for",this.ids.button),this._on(this.label,{click:function(e){this.button.focus(),e.preventDefault()}}),this.element.hide(),this.button=e("<span>",{"class":"ui-selectmenu-button ui-widget ui-state-default ui-corner-all",tabindex:this.options.disabled?-1:0,id:this.ids.button,role:"combobox","aria-expanded":"false","aria-autocomplete":"list","aria-owns":this.ids.menu,"aria-haspopup":"true"}).insertAfter(this.element),e("<span>",{"class":"ui-icon "+this.options.icons.button}).prependTo(this.button),this.buttonText=e("<span>",{"class":"ui-selectmenu-text"}).appendTo(this.button),this._setText(this.buttonText,this.element.find("option:selected").text()),this._resizeButton(),this._on(this.button,this._buttonEvents),this.button.one("focusin",function(){t.menuItems||t._refreshMenu()}),this._hoverable(this.button),this._focusable(this.button)},_drawMenu:function(){var t=this;this.menu=e("<ul>",{"aria-hidden":"true","aria-labelledby":this.ids.button,id:this.ids.menu}),this.menuWrap=e("<div>",{"class":"ui-selectmenu-menu ui-front"}).append(this.menu).appendTo(this._appendTo()),this.menuInstance=this.menu.menu({role:"listbox",select:function(e,i){e.preventDefault(),t._setSelection(),t._select(i.item.data("ui-selectmenu-item"),e)},focus:function(e,i){var s=i.item.data("ui-selectmenu-item");null!=t.focusIndex&&s.index!==t.focusIndex&&(t._trigger("focus",e,{item:s}),t.isOpen||t._select(s,e)),t.focusIndex=s.index,t.button.attr("aria-activedescendant",t.menuItems.eq(s.index).attr("id"))}}).menu("instance"),this.menu.addClass("ui-corner-bottom").removeClass("ui-corner-all"),this.menuInstance._off(this.menu,"mouseleave"),this.menuInstance._closeOnDocumentClick=function(){return!1},this.menuInstance._isDivider=function(){return!1}},refresh:function(){this._refreshMenu(),this._setText(this.buttonText,this._getSelectedItem().text()),this.options.width||this._resizeButton()},_refreshMenu:function(){this.menu.empty();var e,t=this.element.find("option");t.length&&(this._parseOptions(t),this._renderMenu(this.menu,this.items),this.menuInstance.refresh(),this.menuItems=this.menu.find("li").not(".ui-selectmenu-optgroup"),e=this._getSelectedItem(),this.menuInstance.focus(null,e),this._setAria(e.data("ui-selectmenu-item")),this._setOption("disabled",this.element.prop("disabled")))},open:function(e){this.options.disabled||(this.menuItems?(this.menu.find(".ui-state-focus").removeClass("ui-state-focus"),this.menuInstance.focus(null,this._getSelectedItem())):this._refreshMenu(),this.isOpen=!0,this._toggleAttr(),this._resizeMenu(),this._position(),this._on(this.document,this._documentClick),this._trigger("open",e))},_position:function(){this.menuWrap.position(e.extend({of:this.button},this.options.position))},close:function(e){this.isOpen&&(this.isOpen=!1,this._toggleAttr(),this.range=null,this._off(this.document),this._trigger("close",e))},widget:function(){return this.button},menuWidget:function(){return this.menu},_renderMenu:function(t,i){var s=this,n="";e.each(i,function(i,a){a.optgroup!==n&&(e("<li>",{"class":"ui-selectmenu-optgroup ui-menu-divider"+(a.element.parent("optgroup").prop("disabled")?" ui-state-disabled":""),text:a.optgroup}).appendTo(t),n=a.optgroup),s._renderItemData(t,a)})},_renderItemData:function(e,t){return this._renderItem(e,t).data("ui-selectmenu-item",t)},_renderItem:function(t,i){var s=e("<li>");return i.disabled&&s.addClass("ui-state-disabled"),this._setText(s,i.label),s.appendTo(t)},_setText:function(e,t){t?e.text(t):e.html(" ")},_move:function(e,t){var i,s,n=".ui-menu-item";this.isOpen?i=this.menuItems.eq(this.focusIndex):(i=this.menuItems.eq(this.element[0].selectedIndex),n+=":not(.ui-state-disabled)"),s="first"===e||"last"===e?i["first"===e?"prevAll":"nextAll"](n).eq(-1):i[e+"All"](n).eq(0),s.length&&this.menuInstance.focus(t,s)},_getSelectedItem:function(){return this.menuItems.eq(this.element[0].selectedIndex)},_toggle:function(e){this[this.isOpen?"close":"open"](e)},_setSelection:function(){var e;this.range&&(window.getSelection?(e=window.getSelection(),e.removeAllRanges(),e.addRange(this.range)):this.range.select(),this.button.focus())},_documentClick:{mousedown:function(t){this.isOpen&&(e(t.target).closest(".ui-selectmenu-menu, #"+this.ids.button).length||this.close(t))}},_buttonEvents:{mousedown:function(){var e;window.getSelection?(e=window.getSelection(),e.rangeCount&&(this.range=e.getRangeAt(0))):this.range=document.selection.createRange()},click:function(e){this._setSelection(),this._toggle(e)},keydown:function(t){var i=!0;switch(t.keyCode){case e.ui.keyCode.TAB:case e.ui.keyCode.ESCAPE:this.close(t),i=!1;break;case e.ui.keyCode.ENTER:this.isOpen&&this._selectFocusedItem(t);break;case e.ui.keyCode.UP:t.altKey?this._toggle(t):this._move("prev",t);break;case e.ui.keyCode.DOWN:t.altKey?this._toggle(t):this._move("next",t);break;case e.ui.keyCode.SPACE:this.isOpen?this._selectFocusedItem(t):this._toggle(t);break;case e.ui.keyCode.LEFT:this._move("prev",t);break;case e.ui.keyCode.RIGHT:this._move("next",t);break;case e.ui.keyCode.HOME:case e.ui.keyCode.PAGE_UP:this._move("first",t);break;case e.ui.keyCode.END:case e.ui.keyCode.PAGE_DOWN:this._move("last",t);break;default:this.menu.trigger(t),i=!1}i&&t.preventDefault()}},_selectFocusedItem:function(e){var t=this.menuItems.eq(this.focusIndex);t.hasClass("ui-state-disabled")||this._select(t.data("ui-selectmenu-item"),e)},_select:function(e,t){var i=this.element[0].selectedIndex;this.element[0].selectedIndex=e.index,this._setText(this.buttonText,e.label),this._setAria(e),this._trigger("select",t,{item:e}),e.index!==i&&this._trigger("change",t,{item:e}),this.close(t)},_setAria:function(e){var t=this.menuItems.eq(e.index).attr("id");this.button.attr({"aria-labelledby":t,"aria-activedescendant":t}),this.menu.attr("aria-activedescendant",t)},_setOption:function(e,t){"icons"===e&&this.button.find("span.ui-icon").removeClass(this.options.icons.button).addClass(t.button),this._super(e,t),"appendTo"===e&&this.menuWrap.appendTo(this._appendTo()),"disabled"===e&&(this.menuInstance.option("disabled",t),this.button.toggleClass("ui-state-disabled",t).attr("aria-disabled",t),this.element.prop("disabled",t),t?(this.button.attr("tabindex",-1),this.close()):this.button.attr("tabindex",0)),"width"===e&&this._resizeButton()},_appendTo:function(){var t=this.options.appendTo;return t&&(t=t.jquery||t.nodeType?e(t):this.document.find(t).eq(0)),t&&t[0]||(t=this.element.closest(".ui-front")),t.length||(t=this.document[0].body),t},_toggleAttr:function(){this.button.toggleClass("ui-corner-top",this.isOpen).toggleClass("ui-corner-all",!this.isOpen).attr("aria-expanded",this.isOpen),this.menuWrap.toggleClass("ui-selectmenu-open",this.isOpen),this.menu.attr("aria-hidden",!this.isOpen)},_resizeButton:function(){var e=this.options.width;e||(e=this.element.show().outerWidth(),this.element.hide()),this.button.outerWidth(e)},_resizeMenu:function(){this.menu.outerWidth(Math.max(this.button.outerWidth(),this.menu.width("").outerWidth()+1))},_getCreateOptions:function(){return{disabled:this.element.prop("disabled")}},_parseOptions:function(t){var i=[];t.each(function(t,s){var n=e(s),a=n.parent("optgroup");i.push({element:n,index:t,value:n.val(),label:n.text(),optgroup:a.attr("label")||"",disabled:a.prop("disabled")||n.prop("disabled")})}),this.items=i},_destroy:function(){this.menuWrap.remove(),this.button.remove(),this.element.show(),this.element.removeUniqueId(),this.label.attr("for",this.ids.element)}}),e.widget("ui.slider",e.ui.mouse,{version:"1.11.4",widgetEventPrefix:"slide",options:{animate:!1,distance:0,max:100,min:0,orientation:"horizontal",range:!1,step:1,value:0,values:null,change:null,slide:null,start:null,stop:null},numPages:5,_create:function(){this._keySliding=!1,this._mouseSliding=!1,this._animateOff=!0,this._handleIndex=null,this._detectOrientation(),this._mouseInit(),this._calculateNewMax(),this.element.addClass("ui-slider ui-slider-"+this.orientation+" ui-widget"+" ui-widget-content"+" ui-corner-all"),this._refresh(),this._setOption("disabled",this.options.disabled),this._animateOff=!1},_refresh:function(){this._createRange(),this._createHandles(),this._setupEvents(),this._refreshValue()},_createHandles:function(){var t,i,s=this.options,n=this.element.find(".ui-slider-handle").addClass("ui-state-default ui-corner-all"),a="<span class='ui-slider-handle ui-state-default ui-corner-all' tabindex='0'></span>",o=[];for(i=s.values&&s.values.length||1,n.length>i&&(n.slice(i).remove(),n=n.slice(0,i)),t=n.length;i>t;t++)o.push(a);this.handles=n.add(e(o.join("")).appendTo(this.element)),this.handle=this.handles.eq(0),this.handles.each(function(t){e(this).data("ui-slider-handle-index",t)})},_createRange:function(){var t=this.options,i="";t.range?(t.range===!0&&(t.values?t.values.length&&2!==t.values.length?t.values=[t.values[0],t.values[0]]:e.isArray(t.values)&&(t.values=t.values.slice(0)):t.values=[this._valueMin(),this._valueMin()]),this.range&&this.range.length?this.range.removeClass("ui-slider-range-min ui-slider-range-max").css({left:"",bottom:""}):(this.range=e("<div></div>").appendTo(this.element),i="ui-slider-range ui-widget-header ui-corner-all"),this.range.addClass(i+("min"===t.range||"max"===t.range?" ui-slider-range-"+t.range:""))):(this.range&&this.range.remove(),this.range=null)},_setupEvents:function(){this._off(this.handles),this._on(this.handles,this._handleEvents),this._hoverable(this.handles),this._focusable(this.handles)},_destroy:function(){this.handles.remove(),this.range&&this.range.remove(),this.element.removeClass("ui-slider ui-slider-horizontal ui-slider-vertical ui-widget ui-widget-content ui-corner-all"),this._mouseDestroy()},_mouseCapture:function(t){var i,s,n,a,o,r,h,l,u=this,d=this.options;return d.disabled?!1:(this.elementSize={width:this.element.outerWidth(),height:this.element.outerHeight()},this.elementOffset=this.element.offset(),i={x:t.pageX,y:t.pageY},s=this._normValueFromMouse(i),n=this._valueMax()-this._valueMin()+1,this.handles.each(function(t){var i=Math.abs(s-u.values(t));(n>i||n===i&&(t===u._lastChangedValue||u.values(t)===d.min))&&(n=i,a=e(this),o=t)}),r=this._start(t,o),r===!1?!1:(this._mouseSliding=!0,this._handleIndex=o,a.addClass("ui-state-active").focus(),h=a.offset(),l=!e(t.target).parents().addBack().is(".ui-slider-handle"),this._clickOffset=l?{left:0,top:0}:{left:t.pageX-h.left-a.width()/2,top:t.pageY-h.top-a.height()/2-(parseInt(a.css("borderTopWidth"),10)||0)-(parseInt(a.css("borderBottomWidth"),10)||0)+(parseInt(a.css("marginTop"),10)||0)},this.handles.hasClass("ui-state-hover")||this._slide(t,o,s),this._animateOff=!0,!0))},_mouseStart:function(){return!0},_mouseDrag:function(e){var t={x:e.pageX,y:e.pageY},i=this._normValueFromMouse(t);return this._slide(e,this._handleIndex,i),!1},_mouseStop:function(e){return this.handles.removeClass("ui-state-active"),this._mouseSliding=!1,this._stop(e,this._handleIndex),this._change(e,this._handleIndex),this._handleIndex=null,this._clickOffset=null,this._animateOff=!1,!1},_detectOrientation:function(){this.orientation="vertical"===this.options.orientation?"vertical":"horizontal"},_normValueFromMouse:function(e){var t,i,s,n,a;return"horizontal"===this.orientation?(t=this.elementSize.width,i=e.x-this.elementOffset.left-(this._clickOffset?this._clickOffset.left:0)):(t=this.elementSize.height,i=e.y-this.elementOffset.top-(this._clickOffset?this._clickOffset.top:0)),s=i/t,s>1&&(s=1),0>s&&(s=0),"vertical"===this.orientation&&(s=1-s),n=this._valueMax()-this._valueMin(),a=this._valueMin()+s*n,this._trimAlignValue(a)},_start:function(e,t){var i={handle:this.handles[t],value:this.value()};return this.options.values&&this.options.values.length&&(i.value=this.values(t),i.values=this.values()),this._trigger("start",e,i)},_slide:function(e,t,i){var s,n,a;this.options.values&&this.options.values.length?(s=this.values(t?0:1),2===this.options.values.length&&this.options.range===!0&&(0===t&&i>s||1===t&&s>i)&&(i=s),i!==this.values(t)&&(n=this.values(),n[t]=i,a=this._trigger("slide",e,{handle:this.handles[t],value:i,values:n}),s=this.values(t?0:1),a!==!1&&this.values(t,i))):i!==this.value()&&(a=this._trigger("slide",e,{handle:this.handles[t],value:i}),a!==!1&&this.value(i))},_stop:function(e,t){var i={handle:this.handles[t],value:this.value()};this.options.values&&this.options.values.length&&(i.value=this.values(t),i.values=this.values()),this._trigger("stop",e,i)},_change:function(e,t){if(!this._keySliding&&!this._mouseSliding){var i={handle:this.handles[t],value:this.value()};this.options.values&&this.options.values.length&&(i.value=this.values(t),i.values=this.values()),this._lastChangedValue=t,this._trigger("change",e,i)}},value:function(e){return arguments.length?(this.options.value=this._trimAlignValue(e),this._refreshValue(),this._change(null,0),void 0):this._value()},values:function(t,i){var s,n,a;if(arguments.length>1)return this.options.values[t]=this._trimAlignValue(i),this._refreshValue(),this._change(null,t),void 0;if(!arguments.length)return this._values();if(!e.isArray(arguments[0]))return this.options.values&&this.options.values.length?this._values(t):this.value();for(s=this.options.values,n=arguments[0],a=0;s.length>a;a+=1)s[a]=this._trimAlignValue(n[a]),this._change(null,a);this._refreshValue()},_setOption:function(t,i){var s,n=0;switch("range"===t&&this.options.range===!0&&("min"===i?(this.options.value=this._values(0),this.options.values=null):"max"===i&&(this.options.value=this._values(this.options.values.length-1),this.options.values=null)),e.isArray(this.options.values)&&(n=this.options.values.length),"disabled"===t&&this.element.toggleClass("ui-state-disabled",!!i),this._super(t,i),t){case"orientation":this._detectOrientation(),this.element.removeClass("ui-slider-horizontal 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class='ui-effects-transfer'></div>").appendTo(document.body).addClass(t.className).css({top:d.top-r,left:d.left-h,height:s.innerHeight(),width:s.innerWidth(),position:a?"fixed":"absolute"}).animate(u,t.duration,t.easing,function(){c.remove(),i()})}});</script>
+<style type="text/css">
+
+.tocify {
+width: 20%;
+max-height: 90%;
+overflow: auto;
+margin-left: 2%;
+position: fixed;
+border: 1px solid #ccc;
+border-radius: 6px;
+}
+
+.tocify ul, .tocify li {
+list-style: none;
+margin: 0;
+padding: 0;
+border: none;
+line-height: 30px;
+}
+
+.tocify-header {
+text-indent: 10px;
+}
+
+.tocify-subheader {
+text-indent: 20px;
+display: none;
+}
+
+.tocify-subheader li {
+font-size: 12px;
+}
+
+.tocify-subheader .tocify-subheader {
+text-indent: 30px;
+}
+.tocify-subheader .tocify-subheader .tocify-subheader {
+text-indent: 40px;
+}
+.tocify-subheader .tocify-subheader .tocify-subheader .tocify-subheader {
+text-indent: 50px;
+}
+.tocify-subheader .tocify-subheader .tocify-subheader .tocify-subheader .tocify-subheader {
+text-indent: 60px;
+}
+
+.tocify .tocify-item > a, .tocify .nav-list .nav-header {
+margin: 0px;
+}
+
+.tocify .tocify-item a, .tocify .list-group-item {
+padding: 5px;
+}
+.tocify .nav-pills > li {
+float: none;
+}
+
+
+</style>
+<script>/* jquery Tocify - v1.9.1 - 2013-10-22
+ * http://www.gregfranko.com/jquery.tocify.js/
+ * Copyright (c) 2013 Greg Franko; Licensed MIT */
+
+// Immediately-Invoked Function Expression (IIFE) [Ben Alman Blog Post](http://benalman.com/news/2010/11/immediately-invoked-function-expression/) that calls another IIFE that contains all of the plugin logic. I used this pattern so that anyone viewing this code would not have to scroll to the bottom of the page to view the local parameters that were passed to the main IIFE.
+(function(tocify) {
+
+ // ECMAScript 5 Strict Mode: [John Resig Blog Post](http://ejohn.org/blog/ecmascript-5-strict-mode-json-and-more/)
+ "use strict";
+
+ // Calls the second IIFE and locally passes in the global jQuery, window, and document objects
+ tocify(window.jQuery, window, document);
+
+ }
+
+ // Locally passes in `jQuery`, the `window` object, the `document` object, and an `undefined` variable. The `jQuery`, `window` and `document` objects are passed in locally, to improve performance, since javascript first searches for a variable match within the local variables set before searching the global variables set. All of the global variables are also passed in locally to be minifier friendly. `undefined` can be passed in locally, because it is not a reserved word in JavaScript.
+ (function($, window, document, undefined) {
+
+ // ECMAScript 5 Strict Mode: [John Resig Blog Post](http://ejohn.org/blog/ecmascript-5-strict-mode-json-and-more/)
+ "use strict";
+
+ var tocClassName = "tocify",
+ tocClass = "." + tocClassName,
+ tocFocusClassName = "tocify-focus",
+ tocHoverClassName = "tocify-hover",
+ hideTocClassName = "tocify-hide",
+ hideTocClass = "." + hideTocClassName,
+ headerClassName = "tocify-header",
+ headerClass = "." + headerClassName,
+ subheaderClassName = "tocify-subheader",
+ subheaderClass = "." + subheaderClassName,
+ itemClassName = "tocify-item",
+ itemClass = "." + itemClassName,
+ extendPageClassName = "tocify-extend-page",
+ extendPageClass = "." + extendPageClassName;
+
+ // Calling the jQueryUI Widget Factory Method
+ $.widget("toc.tocify", {
+
+ //Plugin version
+ version: "1.9.1",
+
+ // These options will be used as defaults
+ options: {
+
+ // **context**: Accepts String: Any jQuery selector
+ // The container element that holds all of the elements used to generate the table of contents
+ context: "body",
+
+ // **ignoreSelector**: Accepts String: Any jQuery selector
+ // A selector to any element that would be matched by selectors that you wish to be ignored
+ ignoreSelector: null,
+
+ // **selectors**: Accepts an Array of Strings: Any jQuery selectors
+ // The element's used to generate the table of contents. The order is very important since it will determine the table of content's nesting structure
+ selectors: "h1, h2, h3",
+
+ // **showAndHide**: Accepts a boolean: true or false
+ // Used to determine if elements should be shown and hidden
+ showAndHide: true,
+
+ // **showEffect**: Accepts String: "none", "fadeIn", "show", or "slideDown"
+ // Used to display any of the table of contents nested items
+ showEffect: "slideDown",
+
+ // **showEffectSpeed**: Accepts Number (milliseconds) or String: "slow", "medium", or "fast"
+ // The time duration of the show animation
+ showEffectSpeed: "medium",
+
+ // **hideEffect**: Accepts String: "none", "fadeOut", "hide", or "slideUp"
+ // Used to hide any of the table of contents nested items
+ hideEffect: "slideUp",
+
+ // **hideEffectSpeed**: Accepts Number (milliseconds) or String: "slow", "medium", or "fast"
+ // The time duration of the hide animation
+ hideEffectSpeed: "medium",
+
+ // **smoothScroll**: Accepts a boolean: true or false
+ // Determines if a jQuery animation should be used to scroll to specific table of contents items on the page
+ smoothScroll: true,
+
+ // **smoothScrollSpeed**: Accepts Number (milliseconds) or String: "slow", "medium", or "fast"
+ // The time duration of the smoothScroll animation
+ smoothScrollSpeed: "medium",
+
+ // **scrollTo**: Accepts Number (pixels)
+ // The amount of space between the top of page and the selected table of contents item after the page has been scrolled
+ scrollTo: 0,
+
+ // **showAndHideOnScroll**: Accepts a boolean: true or false
+ // Determines if table of contents nested items should be shown and hidden while scrolling
+ showAndHideOnScroll: true,
+
+ // **highlightOnScroll**: Accepts a boolean: true or false
+ // Determines if table of contents nested items should be highlighted (set to a different color) while scrolling
+ highlightOnScroll: true,
+
+ // **highlightOffset**: Accepts a number
+ // The offset distance in pixels to trigger the next active table of contents item
+ highlightOffset: 40,
+
+ // **theme**: Accepts a string: "bootstrap", "jqueryui", or "none"
+ // Determines if Twitter Bootstrap, jQueryUI, or Tocify classes should be added to the table of contents
+ theme: "bootstrap",
+
+ // **extendPage**: Accepts a boolean: true or false
+ // If a user scrolls to the bottom of the page and the page is not tall enough to scroll to the last table of contents item, then the page height is increased
+ extendPage: true,
+
+ // **extendPageOffset**: Accepts a number: pixels
+ // How close to the bottom of the page a user must scroll before the page is extended
+ extendPageOffset: 100,
+
+ // **history**: Accepts a boolean: true or false
+ // Adds a hash to the page url to maintain history
+ history: true,
+
+ // **scrollHistory**: Accepts a boolean: true or false
+ // Adds a hash to the page url, to maintain history, when scrolling to a TOC item
+ scrollHistory: false,
+
+ // **hashGenerator**: How the hash value (the anchor segment of the URL, following the
+ // # character) will be generated.
+ //
+ // "compact" (default) - #CompressesEverythingTogether
+ // "pretty" - #looks-like-a-nice-url-and-is-easily-readable
+ // function(text, element){} - Your own hash generation function that accepts the text as an
+ // argument, and returns the hash value.
+ hashGenerator: "compact",
+
+ // **highlightDefault**: Accepts a boolean: true or false
+ // Set's the first TOC item as active if no other TOC item is active.
+ highlightDefault: true
+
+ },
+
+ // _Create
+ // -------
+ // Constructs the plugin. Only called once.
+ _create: function() {
+
+ var self = this;
+
+ self.extendPageScroll = true;
+
+ // Internal array that keeps track of all TOC items (Helps to recognize if there are duplicate TOC item strings)
+ self.items = [];
+
+ // Generates the HTML for the dynamic table of contents
+ self._generateToc();
+
+ // Adds CSS classes to the newly generated table of contents HTML
+ self._addCSSClasses();
+
+ self.webkit = (function() {
+
+ for (var prop in window) {
+
+ if (prop) {
+
+ if (prop.toLowerCase().indexOf("webkit") !== -1) {
+
+ return true;
+
+ }
+
+ }
+
+ }
+
+ return false;
+
+ }());
+
+ // Adds jQuery event handlers to the newly generated table of contents
+ self._setEventHandlers();
+
+ // Binding to the Window load event to make sure the correct scrollTop is calculated
+ $(window).load(function() {
+
+ // Sets the active TOC item
+ self._setActiveElement(true);
+
+ // Once all animations on the page are complete, this callback function will be called
+ $("html, body").promise().done(function() {
+
+ setTimeout(function() {
+
+ self.extendPageScroll = false;
+
+ }, 0);
+
+ });
+
+ });
+
+ },
+
+ // _generateToc
+ // ------------
+ // Generates the HTML for the dynamic table of contents
+ _generateToc: function() {
+
+ // _Local variables_
+
+ // Stores the plugin context in the self variable
+ var self = this,
+
+ // All of the HTML tags found within the context provided (i.e. body) that match the top level jQuery selector above
+ firstElem,
+
+ // Instantiated variable that will store the top level newly created unordered list DOM element
+ ul,
+ ignoreSelector = self.options.ignoreSelector;
+
+
+ // Determine the element to start the toc with
+ // get all the top level selectors
+ firstElem = [];
+ var selectors = this.options.selectors.replace(/ /g, "").split(",");
+ // find the first set that have at least one non-ignored element
+ for(var i = 0; i < selectors.length; i++) {
+ var foundSelectors = $(this.options.context).find(selectors[i]);
+ for (var s = 0; s < foundSelectors.length; s++) {
+ if (!$(foundSelectors[s]).is(ignoreSelector)) {
+ firstElem = foundSelectors;
+ break;
+ }
+ }
+ if (firstElem.length> 0)
+ break;
+ }
+
+ if (!firstElem.length) {
+
+ self.element.addClass(hideTocClassName);
+
+ return;
+
+ }
+
+ self.element.addClass(tocClassName);
+
+ // Loops through each top level selector
+ firstElem.each(function(index) {
+
+ //If the element matches the ignoreSelector then we skip it
+ if ($(this).is(ignoreSelector)) {
+ return;
+ }
+
+ // Creates an unordered list HTML element and adds a dynamic ID and standard class name
+ ul = $("<ul/>", {
+ "id": headerClassName + index,
+ "class": headerClassName
+ }).
+
+ // Appends a top level list item HTML element to the previously created HTML header
+ append(self._nestElements($(this), index));
+
+ // Add the created unordered list element to the HTML element calling the plugin
+ self.element.append(ul);
+
+ // Finds all of the HTML tags between the header and subheader elements
+ $(this).nextUntil(this.nodeName.toLowerCase()).each(function() {
+
+ // If there are no nested subheader elemements
+ if ($(this).find(self.options.selectors).length === 0) {
+
+ // Loops through all of the subheader elements
+ $(this).filter(self.options.selectors).each(function() {
+
+ //If the element matches the ignoreSelector then we skip it
+ if ($(this).is(ignoreSelector)) {
+ return;
+ }
+
+ self._appendSubheaders.call(this, self, ul);
+
+ });
+
+ }
+
+ // If there are nested subheader elements
+ else {
+
+ // Loops through all of the subheader elements
+ $(this).find(self.options.selectors).each(function() {
+
+ //If the element matches the ignoreSelector then we skip it
+ if ($(this).is(ignoreSelector)) {
+ return;
+ }
+
+ self._appendSubheaders.call(this, self, ul);
+
+ });
+
+ }
+
+ });
+
+ });
+
+ },
+
+ _setActiveElement: function(pageload) {
+
+ var self = this,
+
+ hash = window.location.hash.substring(1),
+
+ elem = self.element.find('li[data-unique="' + hash + '"]');
+
+ if (hash.length) {
+
+ // Removes highlighting from all of the list item's
+ self.element.find("." + self.focusClass).removeClass(self.focusClass);
+
+ // Highlights the current list item that was clicked
+ elem.addClass(self.focusClass);
+
+ // Triggers the click event on the currently focused TOC item
+ elem.click();
+
+ } else {
+
+ // Removes highlighting from all of the list item's
+ self.element.find("." + self.focusClass).removeClass(self.focusClass);
+
+ if (!hash.length && pageload && self.options.highlightDefault) {
+
+ // Highlights the first TOC item if no other items are highlighted
+ self.element.find(itemClass).first().addClass(self.focusClass);
+
+ }
+
+ }
+
+ return self;
+
+ },
+
+ // _nestElements
+ // -------------
+ // Helps create the table of contents list by appending nested list items
+ _nestElements: function(self, index) {
+
+ var arr, item, hashValue;
+
+ arr = $.grep(this.items, function(item) {
+
+ return item === self.text();
+
+ });
+
+ // If there is already a duplicate TOC item
+ if (arr.length) {
+
+ // Adds the current TOC item text and index (for slight randomization) to the internal array
+ this.items.push(self.text() + index);
+
+ }
+
+ // If there not a duplicate TOC item
+ else {
+
+ // Adds the current TOC item text to the internal array
+ this.items.push(self.text());
+
+ }
+
+ hashValue = this._generateHashValue(arr, self, index);
+
+ // Appends a list item HTML element to the last unordered list HTML element found within the HTML element calling the plugin
+ item = $("<li/>", {
+
+ // Sets a common class name to the list item
+ "class": itemClassName,
+
+ "data-unique": hashValue
+
+ });
+
+ if (this.options.theme !== "bootstrap3") {
+
+ item.append($("<a/>", {
+
+ "html": self.html()
+
+ }));
+
+ } else {
+
+ item.html(self.html());
+
+ }
+
+ // Adds an HTML anchor tag before the currently traversed HTML element
+ self.before($("<div/>", {
+
+ // Sets a name attribute on the anchor tag to the text of the currently traversed HTML element (also making sure that all whitespace is replaced with an underscore)
+ "name": hashValue,
+
+ "data-unique": hashValue
+
+ }));
+
+ return item;
+
+ },
+
+ // _generateHashValue
+ // ------------------
+ // Generates the hash value that will be used to refer to each item.
+ _generateHashValue: function(arr, self, index) {
+
+ var hashValue = "",
+ hashGeneratorOption = this.options.hashGenerator;
+
+ if (hashGeneratorOption === "pretty") {
+
+ // prettify the text
+ hashValue = self.text().toLowerCase().replace(/\s/g, "-");
+
+ // fix double hyphens
+ while (hashValue.indexOf("--") > -1) {
+ hashValue = hashValue.replace(/--/g, "-");
+ }
+
+ // fix colon-space instances
+ while (hashValue.indexOf(":-") > -1) {
+ hashValue = hashValue.replace(/:-/g, "-");
+ }
+
+ } else if (typeof hashGeneratorOption === "function") {
+
+ // call the function
+ hashValue = hashGeneratorOption(self.text(), self);
+
+ } else {
+
+ // compact - the default
+ hashValue = self.text().replace(/\s/g, "");
+
+ }
+
+ // add the index if we need to
+ if (arr.length) {
+ hashValue += "" + index;
+ }
+
+ // return the value
+ return hashValue;
+
+ },
+
+ // _appendElements
+ // ---------------
+ // Helps create the table of contents list by appending subheader elements
+
+ _appendSubheaders: function(self, ul) {
+
+ // The current element index
+ var index = $(this).index(self.options.selectors),
+
+ // Finds the previous header DOM element
+ previousHeader = $(self.options.selectors).eq(index - 1),
+
+ currentTagName = +$(this).prop("tagName").charAt(1),
+
+ previousTagName = +previousHeader.prop("tagName").charAt(1),
+
+ lastSubheader;
+
+ // If the current header DOM element is smaller than the previous header DOM element or the first subheader
+ if (currentTagName < previousTagName) {
+
+ // Selects the last unordered list HTML found within the HTML element calling the plugin
+ self.element.find(subheaderClass + "[data-tag=" + currentTagName + "]").last().append(self._nestElements($(this), index));
+
+ }
+
+ // If the current header DOM element is the same type of header(eg. h4) as the previous header DOM element
+ else if (currentTagName === previousTagName) {
+
+ ul.find(itemClass).last().after(self._nestElements($(this), index));
+
+ } else {
+
+ // Selects the last unordered list HTML found within the HTML element calling the plugin
+ ul.find(itemClass).last().
+
+ // Appends an unorderedList HTML element to the dynamic `unorderedList` variable and sets a common class name
+ after($("<ul/>", {
+
+ "class": subheaderClassName,
+
+ "data-tag": currentTagName
+
+ })).next(subheaderClass).
+
+ // Appends a list item HTML element to the last unordered list HTML element found within the HTML element calling the plugin
+ append(self._nestElements($(this), index));
+ }
+
+ },
+
+ // _setEventHandlers
+ // ----------------
+ // Adds jQuery event handlers to the newly generated table of contents
+ _setEventHandlers: function() {
+
+ // _Local variables_
+
+ // Stores the plugin context in the self variable
+ var self = this,
+
+ // Instantiates a new variable that will be used to hold a specific element's context
+ $self,
+
+ // Instantiates a new variable that will be used to determine the smoothScroll animation time duration
+ duration;
+
+ // Event delegation that looks for any clicks on list item elements inside of the HTML element calling the plugin
+ this.element.on("click.tocify", "li", function(event) {
+
+ if (self.options.history) {
+
+ window.location.hash = $(this).attr("data-unique");
+
+ }
+
+ // Removes highlighting from all of the list item's
+ self.element.find("." + self.focusClass).removeClass(self.focusClass);
+
+ // Highlights the current list item that was clicked
+ $(this).addClass(self.focusClass);
+
+ // If the showAndHide option is true
+ if (self.options.showAndHide) {
+
+ var elem = $('li[data-unique="' + $(this).attr("data-unique") + '"]');
+
+ self._triggerShow(elem);
+
+ }
+
+ self._scrollTo($(this));
+
+ });
+
+ // Mouseenter and Mouseleave event handlers for the list item's within the HTML element calling the plugin
+ this.element.find("li").on({
+
+ // Mouseenter event handler
+ "mouseenter.tocify": function() {
+
+ // Adds a hover CSS class to the current list item
+ $(this).addClass(self.hoverClass);
+
+ // Makes sure the cursor is set to the pointer icon
+ $(this).css("cursor", "pointer");
+
+ },
+
+ // Mouseleave event handler
+ "mouseleave.tocify": function() {
+
+ if (self.options.theme !== "bootstrap") {
+
+ // Removes the hover CSS class from the current list item
+ $(this).removeClass(self.hoverClass);
+
+ }
+
+ }
+ });
+
+ // only attach handler if needed (expensive in IE)
+ if (self.options.extendPage || self.options.highlightOnScroll || self.options.scrollHistory || self.options.showAndHideOnScroll) {
+ // Window scroll event handler
+ $(window).on("scroll.tocify", function() {
+
+ // Once all animations on the page are complete, this callback function will be called
+ $("html, body").promise().done(function() {
+
+ // Local variables
+
+ // Stores how far the user has scrolled
+ var winScrollTop = $(window).scrollTop(),
+
+ // Stores the height of the window
+ winHeight = $(window).height(),
+
+ // Stores the height of the document
+ docHeight = $(document).height(),
+
+ scrollHeight = $("body")[0].scrollHeight,
+
+ // Instantiates a variable that will be used to hold a selected HTML element
+ elem,
+
+ lastElem,
+
+ lastElemOffset,
+
+ currentElem;
+
+ if (self.options.extendPage) {
+
+ // If the user has scrolled to the bottom of the page and the last toc item is not focused
+ if ((self.webkit && winScrollTop >= scrollHeight - winHeight - self.options.extendPageOffset) || (!self.webkit && winHeight + winScrollTop > docHeight - self.options.extendPageOffset)) {
+
+ if (!$(extendPageClass).length) {
+
+ lastElem = $('div[data-unique="' + $(itemClass).last().attr("data-unique") + '"]');
+
+ if (!lastElem.length) return;
+
+ // Gets the top offset of the page header that is linked to the last toc item
+ lastElemOffset = lastElem.offset().top;
+
+ // Appends a div to the bottom of the page and sets the height to the difference of the window scrollTop and the last element's position top offset
+ $(self.options.context).append($("<div/>", {
+
+ "class": extendPageClassName,
+
+ "height": Math.abs(lastElemOffset - winScrollTop) + "px",
+
+ "data-unique": extendPageClassName
+
+ }));
+
+ if (self.extendPageScroll) {
+
+ currentElem = self.element.find('li.' + self.focusClass);
+
+ self._scrollTo($('div[data-unique="' + currentElem.attr("data-unique") + '"]'));
+
+ }
+
+ }
+
+ }
+
+ }
+
+ // The zero timeout ensures the following code is run after the scroll events
+ setTimeout(function() {
+
+ // _Local variables_
+
+ // Stores the distance to the closest anchor
+ var closestAnchorDistance = null,
+
+ // Stores the index of the closest anchor
+ closestAnchorIdx = null,
+
+ // Keeps a reference to all anchors
+ anchors = $(self.options.context).find("div[data-unique]"),
+
+ anchorText;
+
+ // Determines the index of the closest anchor
+ anchors.each(function(idx) {
+ var distance = Math.abs(($(this).next().length ? $(this).next() : $(this)).offset().top - winScrollTop - self.options.highlightOffset);
+ if (closestAnchorDistance == null || distance < closestAnchorDistance) {
+ closestAnchorDistance = distance;
+ closestAnchorIdx = idx;
+ } else {
+ return false;
+ }
+ });
+
+ anchorText = $(anchors[closestAnchorIdx]).attr("data-unique");
+
+ // Stores the list item HTML element that corresponds to the currently traversed anchor tag
+ elem = $('li[data-unique="' + anchorText + '"]');
+
+ // If the `highlightOnScroll` option is true and a next element is found
+ if (self.options.highlightOnScroll && elem.length) {
+
+ // Removes highlighting from all of the list item's
+ self.element.find("." + self.focusClass).removeClass(self.focusClass);
+
+ // Highlights the corresponding list item
+ elem.addClass(self.focusClass);
+
+ }
+
+ if (self.options.scrollHistory) {
+
+ if (window.location.hash !== "#" + anchorText) {
+
+ window.location.replace("#" + anchorText);
+
+ }
+ }
+
+ // If the `showAndHideOnScroll` option is true
+ if (self.options.showAndHideOnScroll && self.options.showAndHide) {
+
+ self._triggerShow(elem, true);
+
+ }
+
+ }, 0);
+
+ });
+
+ });
+ }
+
+ },
+
+ // Show
+ // ----
+ // Opens the current sub-header
+ show: function(elem, scroll) {
+
+ // Stores the plugin context in the `self` variable
+ var self = this,
+ element = elem;
+
+ // If the sub-header is not already visible
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+ if (!elem.find(subheaderClass).length && !elem.parent().is(headerClass) && !elem.parent().is(":visible")) {
+
+ // Sets the current element to all of the subheaders within the current header
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+
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+ else if (!elem.children(subheaderClass).length && !elem.parent().is(headerClass)) {
+
+ // Sets the current element to the closest subheader
+ elem = elem.closest(subheaderClass);
+
+ }
+
+ //Determines what jQuery effect to use
+ switch (self.options.showEffect) {
+
+ //Uses `no effect`
+ case "none":
+
+ elem.show();
+
+ break;
+
+ //Uses the jQuery `show` special effect
+ case "show":
+
+ elem.show(self.options.showEffectSpeed);
+
+ break;
+
+ //Uses the jQuery `slideDown` special effect
+ case "slideDown":
+
+ elem.slideDown(self.options.showEffectSpeed);
+
+ break;
+
+ //Uses the jQuery `fadeIn` special effect
+ case "fadeIn":
+
+ elem.fadeIn(self.options.showEffectSpeed);
+
+ break;
+
+ //If none of the above options were passed, then a `jQueryUI show effect` is expected
+ default:
+
+ elem.show();
+
+ break;
+
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+ // If the current subheader parent element is a header
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+
+ },
+
+ // Hide
+ // ----
+ // Closes the current sub-header
+ hide: function(elem) {
+
+ // Stores the plugin context in the `self` variable
+ var self = this;
+
+ //Determines what jQuery effect to use
+ switch (self.options.hideEffect) {
+
+ // Uses `no effect`
+ case "none":
+
+ elem.hide();
+
+ break;
+
+ // Uses the jQuery `hide` special effect
+ case "hide":
+
+ elem.hide(self.options.hideEffectSpeed);
+
+ break;
+
+ // Uses the jQuery `slideUp` special effect
+ case "slideUp":
+
+ elem.slideUp(self.options.hideEffectSpeed);
+
+ break;
+
+ // Uses the jQuery `fadeOut` special effect
+ case "fadeOut":
+
+ elem.fadeOut(self.options.hideEffectSpeed);
+
+ break;
+
+ // If none of the above options were passed, then a `jqueryUI hide effect` is expected
+ default:
+
+ elem.hide();
+
+ break;
+
+ }
+
+ // Maintains chainablity
+ return self;
+ },
+
+ // _triggerShow
+ // ------------
+ // Determines what elements get shown on scroll and click
+ _triggerShow: function(elem, scroll) {
+
+ var self = this;
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+ // If the current element's parent is a header element or the next element is a nested subheader element
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+ // Shows the next sub-header element
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+ // Shows the parent sub-header element
+ self.show(elem.parent(), scroll);
+
+ }
+
+ // Maintains chainability
+ return self;
+
+ },
+
+ // _addCSSClasses
+ // --------------
+ // Adds CSS classes to the newly generated table of contents HTML
+ _addCSSClasses: function() {
+
+ // If the user wants a jqueryUI theme
+ if (this.options.theme === "jqueryui") {
+
+ this.focusClass = "ui-state-default";
+
+ this.hoverClass = "ui-state-hover";
+
+ //Adds the default styling to the dropdown list
+ this.element.addClass("ui-widget").find(".toc-title").addClass("ui-widget-header").end().find("li").addClass("ui-widget-content");
+
+ }
+
+ // If the user wants a twitterBootstrap theme
+ else if (this.options.theme === "bootstrap") {
+
+ this.element.find(headerClass + "," + subheaderClass).addClass("nav nav-list");
+
+ this.focusClass = "active";
+
+ }
+
+ // If the user wants a twitterBootstrap theme
+ else if (this.options.theme === "bootstrap3") {
+
+ this.element.find(headerClass + "," + subheaderClass).addClass("list-group");
+
+ this.element.find(itemClass).addClass("list-group-item");
+
+ this.focusClass = "active";
+
+ }
+
+ // If a user does not want a prebuilt theme
+ else {
+
+ // Adds more neutral classes (instead of jqueryui)
+
+ this.focusClass = tocFocusClassName;
+
+ this.hoverClass = tocHoverClassName;
+
+ }
+
+ //Maintains chainability
+ return this;
+
+ },
+
+ // setOption
+ // ---------
+ // Sets a single Tocify option after the plugin is invoked
+ setOption: function() {
+
+ // Calls the jQueryUI Widget Factory setOption method
+ $.Widget.prototype._setOption.apply(this, arguments);
+
+ },
+
+ // setOptions
+ // ----------
+ // Sets a single or multiple Tocify options after the plugin is invoked
+ setOptions: function() {
+
+ // Calls the jQueryUI Widget Factory setOptions method
+ $.Widget.prototype._setOptions.apply(this, arguments);
+
+ },
+
+ // _scrollTo
+ // ---------
+ // Scrolls to a specific element
+ _scrollTo: function(elem) {
+
+ var self = this,
+ duration = self.options.smoothScroll || 0,
+ scrollTo = self.options.scrollTo,
+ currentDiv = $('div[data-unique="' + elem.attr("data-unique") + '"]');
+
+ if (!currentDiv.length) {
+
+ return self;
+
+ }
+
+ // Once all animations on the page are complete, this callback function will be called
+ $("html, body").promise().done(function() {
+
+ // Animates the html and body element scrolltops
+ $("html, body").animate({
+
+ // Sets the jQuery `scrollTop` to the top offset of the HTML div tag that matches the current list item's `data-unique` tag
+ "scrollTop": currentDiv.offset().top - ($.isFunction(scrollTo) ? scrollTo.call() : scrollTo) + "px"
+
+ }, {
+
+ // Sets the smoothScroll animation time duration to the smoothScrollSpeed option
+ "duration": duration
+
+ });
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+ });
+
+ // Maintains chainability
+ return self;
+
+ }
+
+ });
+
+ })); //end of plugin
+</script>
+<script>
+
+/**
+ * jQuery Plugin: Sticky Tabs
+ *
+ * @author Aidan Lister <aidan@php.net>
+ * adapted by Ruben Arslan to activate parent tabs too
+ * http://www.aidanlister.com/2014/03/persisting-the-tab-state-in-bootstrap/
+ */
+(function($) {
+ "use strict";
+ $.fn.rmarkdownStickyTabs = function() {
+ var context = this;
+ // Show the tab corresponding with the hash in the URL, or the first tab
+ var showStuffFromHash = function() {
+ var hash = window.location.hash;
+ var selector = hash ? 'a[href="' + hash + '"]' : 'li.active > a';
+ var $selector = $(selector, context);
+ if($selector.data('toggle') === "tab") {
+ $selector.tab('show');
+ // walk up the ancestors of this element, show any hidden tabs
+ $selector.parents('.section.tabset').each(function(i, elm) {
+ var link = $('a[href="#' + $(elm).attr('id') + '"]');
+ if(link.data('toggle') === "tab") {
+ link.tab("show");
+ }
+ });
+ }
+ };
+
+
+ // Set the correct tab when the page loads
+ showStuffFromHash(context);
+
+ // Set the correct tab when a user uses their back/forward button
+ $(window).on('hashchange', function() {
+ showStuffFromHash(context);
+ });
+
+ // Change the URL when tabs are clicked
+ $('a', context).on('click', function(e) {
+ history.pushState(null, null, this.href);
+ showStuffFromHash(context);
+ });
+
+ return this;
+ };
+}(jQuery));
+
+window.buildTabsets = function(tocID) {
+
+ // build a tabset from a section div with the .tabset class
+ function buildTabset(tabset) {
+
+ // check for fade and pills options
+ var fade = tabset.hasClass("tabset-fade");
+ var pills = tabset.hasClass("tabset-pills");
+ var navClass = pills ? "nav-pills" : "nav-tabs";
+
+ // determine the heading level of the tabset and tabs
+ var match = tabset.attr('class').match(/level(\d) /);
+ if (match === null)
+ return;
+ var tabsetLevel = Number(match[1]);
+ var tabLevel = tabsetLevel + 1;
+
+ // find all subheadings immediately below
+ var tabs = tabset.find("div.section.level" + tabLevel);
+ if (!tabs.length)
+ return;
+
+ // create tablist and tab-content elements
+ var tabList = $('<ul class="nav ' + navClass + '" role="tablist"></ul>');
+ $(tabs[0]).before(tabList);
+ var tabContent = $('<div class="tab-content"></div>');
+ $(tabs[0]).before(tabContent);
+
+ // build the tabset
+ var activeTab = 0;
+ tabs.each(function(i) {
+
+ // get the tab div
+ var tab = $(tabs[i]);
+
+ // get the id then sanitize it for use with bootstrap tabs
+ var id = tab.attr('id');
+
+ // see if this is marked as the active tab
+ if (tab.hasClass('active'))
+ activeTab = i;
+
+ // remove any table of contents entries associated with
+ // this ID (since we'll be removing the heading element)
+ $("div#" + tocID + " li a[href='#" + id + "']").parent().remove();
+
+ // sanitize the id for use with bootstrap tabs
+ id = id.replace(/[.\/?&!#<>]/g, '').replace(/\s/g, '_');
+ tab.attr('id', id);
+
+ // get the heading element within it, grab it's text, then remove it
+ var heading = tab.find('h' + tabLevel + ':first');
+ var headingText = heading.html();
+ heading.remove();
+
+ // build and append the tab list item
+ var a = $('<a role="tab" data-toggle="tab">' + headingText + '</a>');
+ a.attr('href', '#' + id);
+ a.attr('aria-controls', id);
+ var li = $('<li role="presentation"></li>');
+ li.append(a);
+ tabList.append(li);
+
+ // set it's attributes
+ tab.attr('role', 'tabpanel');
+ tab.addClass('tab-pane');
+ tab.addClass('tabbed-pane');
+ if (fade)
+ tab.addClass('fade');
+
+ // move it into the tab content div
+ tab.detach().appendTo(tabContent);
+ });
+
+ // set active tab
+ $(tabList.children('li')[activeTab]).addClass('active');
+ var active = $(tabContent.children('div.section')[activeTab]);
+ active.addClass('active');
+ if (fade)
+ active.addClass('in');
+
+ if (tabset.hasClass("tabset-sticky"))
+ tabset.rmarkdownStickyTabs();
+ }
+
+ // convert section divs with the .tabset class to tabsets
+ var tabsets = $("div.section.tabset");
+ tabsets.each(function(i) {
+ buildTabset($(tabsets[i]));
+ });
+};
+
+</script>
+<script>$(document).ready(function(){
+ if (typeof $('[data-toggle="tooltip"]').tooltip === 'function') {
+ $('[data-toggle="tooltip"]').tooltip();
+ }
+ if ($('[data-toggle="popover"]').popover === 'function') {
+ $('[data-toggle="popover"]').popover();
+ }
+});
+</script>
+
+
+<style type="text/css">code{white-space: pre;}</style>
+<style type="text/css" data-origin="pandoc">
+a.sourceLine { display: inline-block; line-height: 1.25; }
+a.sourceLine { pointer-events: none; color: inherit; text-decoration: inherit; }
+a.sourceLine:empty { height: 1.2em; }
+.sourceCode { overflow: visible; }
+code.sourceCode { white-space: pre; position: relative; }
+div.sourceCode { margin: 1em 0; }
+pre.sourceCode { margin: 0; }
+@media screen {
+div.sourceCode { overflow: auto; }
+}
+@media print {
+code.sourceCode { white-space: pre-wrap; }
+a.sourceLine { text-indent: -1em; padding-left: 1em; }
+}
+pre.numberSource a.sourceLine
+ { position: relative; left: -4em; }
+pre.numberSource a.sourceLine::before
+ { content: attr(title);
+ position: relative; left: -1em; text-align: right; vertical-align: baseline;
+ border: none; pointer-events: all; display: inline-block;
+ -webkit-touch-callout: none; -webkit-user-select: none;
+ -khtml-user-select: none; -moz-user-select: none;
+ -ms-user-select: none; user-select: none;
+ padding: 0 4px; width: 4em;
+ color: #aaaaaa;
+ }
+pre.numberSource { margin-left: 3em; border-left: 1px solid #aaaaaa; padding-left: 4px; }
+div.sourceCode
+ { background-color: #f8f8f8; }
+@media screen {
+a.sourceLine::before { text-decoration: underline; }
+}
+code span.al { color: #ef2929; } /* Alert */
+code span.an { color: #8f5902; font-weight: bold; font-style: italic; } /* Annotation */
+code span.at { color: #c4a000; } /* Attribute */
+code span.bn { color: #0000cf; } /* BaseN */
+code span.cf { color: #204a87; font-weight: bold; } /* ControlFlow */
+code span.ch { color: #4e9a06; } /* Char */
+code span.cn { color: #000000; } /* Constant */
+code span.co { color: #8f5902; font-style: italic; } /* Comment */
+code span.cv { color: #8f5902; font-weight: bold; font-style: italic; } /* CommentVar */
+code span.do { color: #8f5902; font-weight: bold; font-style: italic; } /* Documentation */
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+code span.wa { color: #8f5902; font-weight: bold; font-style: italic; } /* Warning */
+
+</style>
+<script>
+// apply pandoc div.sourceCode style to pre.sourceCode instead
+(function() {
+ var sheets = document.styleSheets;
+ for (var i = 0; i < sheets.length; i++) {
+ if (sheets[i].ownerNode.dataset["origin"] !== "pandoc") continue;
+ try { var rules = sheets[i].cssRules; } catch (e) { continue; }
+ for (var j = 0; j < rules.length; j++) {
+ var rule = rules[j];
+ // check if there is a div.sourceCode rule
+ if (rule.type !== rule.STYLE_RULE || rule.selectorText !== "div.sourceCode") continue;
+ var style = rule.style.cssText;
+ // check if color or background-color is set
+ if (rule.style.color === '' && rule.style.backgroundColor === '') continue;
+ // replace div.sourceCode by a pre.sourceCode rule
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+ sheets[i].insertRule('pre.sourceCode{' + style + '}', j);
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+ }
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+</script>
+<style type="text/css">
+ pre:not([class]) {
+ background-color: white;
+ }
+</style>
+
+
+<style type="text/css">
+h1 {
+ font-size: 34px;
+}
+h1.title {
+ font-size: 38px;
+}
+h2 {
+ font-size: 30px;
+}
+h3 {
+ font-size: 24px;
+}
+h4 {
+ font-size: 18px;
+}
+h5 {
+ font-size: 16px;
+}
+h6 {
+ font-size: 12px;
+}
+.table th:not([align]) {
+ text-align: left;
+}
+</style>
+
+
+
+
+<style type="text/css">
+.main-container {
+ max-width: 940px;
+ margin-left: auto;
+ margin-right: auto;
+}
+code {
+ color: inherit;
+ background-color: rgba(0, 0, 0, 0.04);
+}
+img {
+ max-width:100%;
+}
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+ padding-top: 12px;
+}
+.html-widget {
+ margin-bottom: 20px;
+}
+button.code-folding-btn:focus {
+ outline: none;
+}
+summary {
+ display: list-item;
+}
+</style>
+
+
+
+<!-- tabsets -->
+
+<style type="text/css">
+.tabset-dropdown > .nav-tabs {
+ display: inline-table;
+ max-height: 500px;
+ min-height: 44px;
+ overflow-y: auto;
+ background: white;
+ border: 1px solid #ddd;
+ border-radius: 4px;
+}
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+}
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+ display: none;
+}
+</style>
+
+<!-- code folding -->
+
+
+
+<style type="text/css">
+
+#TOC {
+ margin: 25px 0px 20px 0px;
+}
+@media (max-width: 768px) {
+#TOC {
+ position: relative;
+ width: 100%;
+}
+}
+
+@media print {
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+ /* see https://github.com/w3c/csswg-drafts/issues/4434 */
+ float: right;
+}
+}
+
+.toc-content {
+ padding-left: 30px;
+ padding-right: 40px;
+}
+
+div.main-container {
+ max-width: 1200px;
+}
+
+div.tocify {
+ width: 20%;
+ max-width: 260px;
+ max-height: 85%;
+}
+
+@media (min-width: 768px) and (max-width: 991px) {
+ div.tocify {
+ width: 25%;
+ }
+}
+
+@media (max-width: 767px) {
+ div.tocify {
+ width: 100%;
+ max-width: none;
+ }
+}
+
+.tocify ul, .tocify li {
+ line-height: 20px;
+}
+
+.tocify-subheader .tocify-item {
+ font-size: 0.90em;
+}
+
+.tocify .list-group-item {
+ border-radius: 0px;
+}
+
+
+</style>
+
+
+
+</head>
+
+<body>
+
+
+<div class="container-fluid main-container">
+
+
+<!-- setup 3col/9col grid for toc_float and main content -->
+<div class="row-fluid">
+<div class="col-xs-12 col-sm-4 col-md-3">
+<div id="TOC" class="tocify">
+</div>
+</div>
+
+<div class="toc-content col-xs-12 col-sm-8 col-md-9">
+
+
+
+
+<div class="fluid-row" id="header">
+
+
+
+<h1 class="title toc-ignore"><strong>Documentation Parsimonious Land Use Model (PLUM)</strong></h1>
+<h4 class="author">Juliette Maire (<ins><a href="mailto:Juliette.Maire@ed.ac.uk" class="email">Juliette.Maire@ed.ac.uk</a></ins>)</h4>
+<h4 class="date">22/07/2020</h4>
+
+</div>
+
+
+<div id="overview" class="section level1">
+<h1><strong>OVERVIEW</strong></h1>
+<p>PLUM is a global-scale, socio-economic model of agricultural land use change. It is designed to allow efficient and powerful simulation of key processes in the land system for both human activity and the biophysical environment. The concept of the model is based on the understanding that changes in land use occur based on changes in demand for agricultural products and changes in the productivity of the land. The model implements crucial socio-economic drivers such as population, income level, consumption, diet, technological change, trade, food production and climate changes influencing crop yield through for instance increase of CO<sub>2</sub> fertilisation and water availability. PLUMv2 was developed to inform policy making about interaction between policy measures and individual response to climate change within various global economy scenarios.</p>
+<p>PLUM was developed by Kerstin Engström team and collaborators in 2016. It is open-source (except GAMS license) and mainly implemented in java and the post processing is usually implemented in the R software. <img 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" width="672" /></p>
+<div id="WHAT" class="section level2">
+<h2>WHAT IS PLUM?</h2>
+<p>PLUM is an ecological-environmental socio-economic model framework that simulates the environmental consequences of human activities and agricultural trades. It represents interactions between land use and policy measures to assess sustainability issues such as climate change, biodiversity and human diet over this century. The objective of PLUM is to explore the long-term dynamics and impacts of global changes and trades on the food system and the environment. The Lund–Potsdam–Jena General Ecosystem Simulator (LPJ-GUESS; <a href="https://10.5194/bg-11-6131-2014">Smith, Warlind, et al., 2014</a>) global vegetation model was coupled to PLUMv2, a new and reconceptualised version of the Parsimonious Land Use Model (<a href="https://10.1016/j.envsoft.2015.10.015">Engström et al., 2016</a>).</p>
+<center>
+<img 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" width="500" />
+</center>
+<p>For the purpose of popularization of the model concept, the model has been divided into four components:</p>
+<ul>
+<li><a href="#CLIMATE">The climate system</a></li>
+<li><a href="#VEGETATION">The vegetation system</a></li>
+<li><a href="#LANDUSE">The land management system</a></li>
+<li>The market system including:
+<ul>
+<li><a href="#MARKET">International and domestic market</a></li>
+<li><a href="#DIET">Diet, nutrition and consumption</a></li>
+</ul></li>
+</ul>
+</div>
+<div id="DOCUMENTATION" class="section level2">
+<h2>DOCUMENTATION</h2>
+<div id="repository" class="section level3">
+<h3><em>Repository</em></h3>
+<ul>
+<li><a href="https://git.ecdf.ed.ac.uk/lul/plumv2">PLUM model repository</a></li>
+<li><a href="http://tntcat.iiasa.ac.at/RcpDb/dsd?Action=htmlpage&page=welcome">RCP Database</a></li>
+<li><a href="https://www.camecon.com/uk-socioeconomic-scenarios/">SSP website</a></li>
+</ul>
+</div>
+<div id="documents" class="section level3">
+<h3><em>Documents</em></h3>
+<ul>
+<li><a href="https://www.rugs-project.uk/">RUGs research project</a></li>
+<li><a href="http://iis4.nateko.lu.se/lpj-guess/">LPJ-GUESS model home page</a></li>
+</ul>
+</div>
+<div id="publications" class="section level3">
+<h3><em>Publications</em></h3>
+<ul>
+<li><a href="https://doi.org/10.1016/j.gloenvcha.2019.101956">Henry R, Alexander P, Rabin S, Anthoni P, Rounsevell MDA, Arneth A. (2019) <em>The role of global dietary transitions for safeguarding biodiversity</em>. Global Environmental Change Vol. 58, 101956.</a></li>
+<li><a href="https://10.1371/journal.pone.0194695">Henry RC, Engström K, Olin S, Alexander P, Arneth A, Rounsevell MDA. (2018) <em>Food supply and bioenergy production within the global cropland planetary boundary</em>. Plos ONE 13(3), e0194695.</a></li>
+<li><a href="https://10.1111/gcb.14110">Alexander P, Rabin S, Anthoni P, Henry RC, Pugh TAM, Rounsevell MDA, Arneth A. (2018) <em>Adaptation of global land use and management intensity to changes in climate and atmospheric carbon dioxide</em>. Global Change Biology.</a></li>
+<li><a href="http://lup.lub.lu.se/record/90858484-ab7d-4c27-9fe9-4ac36e095d78">Engstrom, Kerstin.(2016) <em>Pathways to future cropland: Assessing uncertainties in socio-economic processes by applying a global land-use model</em>. Lund University, 2016.</a></li>
+<li><a href="https://10.1111/gcb.13337">Prestele R, Alexander P, Rounsevell MDA, Arneth A, Calvin K, Doelman J, Eitelberg DA, Engström K, Fujimori S, Hasegawa T, Havlik P, Humpenöder F, Jain AK, Krisztin T, Kyle P, Meiyappan P, Popp A, Sands RD, Schaldach R, Schüngel J, Stehfest E, Tabeau A, Van Meijl H, Van Vliet J, Verburg PH. (2016) <em>Hotspots of uncertainty in land-use and land-cover change projections: a global-scale model comparison Global Change Biology</em>. Global Change Biology.</a></li>
+<li><a href="https://10.1016/j.envsoft.2015.10.015">Engström K, Rounsevell MDA, Murray-Rust D,Hardacre C, Alexander P, Cui X,Palmer, Paul I, Arneth A. (2016) <em>Applying Occam’s razor to global agricultural land use change</em>. Environmental Modelling and Software</a></li>
+<li><a href="https://doiorg/105194/esd-5-117-2014">Rounsevell MDA, Arneth A, Alexander P, Brown DG, De Noblet-Ducoudré N, Ellis E, Finnigan J, Galvin K, Grigg N, Harman I, Lennox J, Magliocca N, Parker D, O’Neill BC, Verburg PH, Young O. (2014) <em>Towards decision-based global land use models for improved understanding of the Earth system</em> Earth System</a></li>
+</ul>
+</div>
+</div>
+<div id="AVAILIBILITY" class="section level2">
+<h2>AVAILABILITY OF MODELS</h2>
+<p>Most of the components of the models are available for download but LPJ-GUESS output has to be downloaded separately and the model requires a licensed software (GAMS).</p>
+</div>
+<div id="DEV" class="section level2">
+<h2>FUTURE DEVELOPMENT</h2>
+<ul>
+<li>To couple the <a href="https://landchange.imk-ifu.kit.edu/CRAFTY">CRAFTY</a> model with PLUMv2 to investigate the role of land owner management decisions to land use changes.</li>
+</ul>
+</div>
+<div id="FAQ" class="section level2">
+<h2>FAQ</h2>
+<p><strong>Is there source code available for download?</strong></p>
+<p>Source code is normally made available on request. Conditions apply in the case of model versions still under active development. See <a href="#CONTACTS">contacts</a>.</p>
+<p><strong>Is there a simple demo version I can try out?</strong></p>
+<p>Not yet</p>
+<p><strong>What language is the source code written in?</strong></p>
+<p>Java and GAMS</p>
+<p><strong>Will it compile/run on Windows? Linux? Mac?</strong></p>
+<p>The software is designed to be portable and has been compiled and run on a variety of Linux/Unix systems as well as Windows PCs and Macs.</p>
+<p><strong>How long will a simulation take to run?</strong></p>
+<p>A global run at half-degree resolution with a time step of 1 year for up to 2100 might take around 10 hours on a modern (2020) state-of-the-art PC. If you are planning to do global runs you may need to consider going to an HPC platform (supercomputer cluster).</p>
+</div>
+<div id="CONTACTS" class="section level2">
+<h2>CONTACTS</h2>
+<p>For general enquiries and request: <a href="https://www.ed.ac.uk/profile/peter-alexander">Peter Alexander</a></p>
+</div>
+</div>
+<div id="framework-description" class="section level1">
+<h1><strong>FRAMEWORK DESCRIPTION</strong></h1>
+<div id="background" class="section level2">
+<h2>BACKGROUND</h2>
+<p>The PLUM framework addresses a set of global socio-economic and environmental challenges such as climate change, land-use change, biodiversity loss, modified nutrient cycles, and water scarcity. These highly complex and diverse challenges are characterised by long-term dynamics and are often emerging from global issues linked to human activities. The agricultural sector uses 38 % of all terrestrial land (ice and desert-free, <a href="http://www.fao.org/faostat/en/">FAOSTAT, 2020</a>) and provides the global population with food, fuel and fibre. In the wake of rapid population growth (<a href="https://www.un.org/en/">UN, 2020</a>), increasing consumption per capita, and increasing demand for livestock products in countries with growing economies, total food demand is projected to rise by 52–116 % by 2100 from 2005 levels (<a href="https://doi.org/10.1016/j.gloenvcha.2016.10.002">Popp et al., 2017</a>).</p>
+<div id="land-use-and-model-changes" class="section level3">
+<h3><em>Land use and model changes</em></h3>
+<p>Over the last decades, the number of publications and models related to land-use change modelling has continued to increase. Several alternative paradigms for modelling land use change processes were developed. According to <a href="https://10.1016/j.cosust.2019.05.002">Verburg et al. (2019)</a> study, publications in this period indicate three trends: 1. The frequent application of easily available land use models in case-studies aimed at informing spatial planning 2. The incremental improvement of existing models and modelling concepts 3. The development of agent-based models for specific case-studies</p>
+</div>
+<div id="objective-and-scope-of-plumv2" class="section level3">
+<h3><em>Objective and scope of PLUMv2</em></h3>
+<p>PLUMv2 is a novel land use model that uses more detailed biophysically derived yield data and responses to inputs, with greater spatial specificity than previously possible. A further novel aspect of this model is that PLUMv2 does not assume market equilibrium, commodity prices are adjusted to account for over- or undersupply, while trade mechanisms also allow for representation of international tariffs and transport costs. This offers a more accurate representa- tion of the trade-offs, responses and cross-scale interactions that are likely to be important in determining the system dynamics as a whole <a href="https://doi.org/10.5194/%20esd-5-117-2014">(Rounsevell et al., 2014)</a>. PLUMv2 has been mainly implemented to investigate (see the <a href="##DOCUMENTATION">publication list</a> for more details):</p>
+<ul>
+<li>The potential for adaptation to climate change within the agricultural system</li>
+<li>The impacts of climate change on the food system and the impacts of the land use change on climate change magnitude and resulting impacts on ecosystem services</li>
+<li>The development of probabilistic land-use futures and assess climate or socio-economic scenarios</li>
+<li>The importance of scenario parameters (such as rate of consumption increase and technological change) for land-use change</li>
+<li>The resilience of the food system</li>
+<li>The interaction between adaptation and mitigation strategies</li>
+</ul>
+</div>
+<div id="model-history" class="section level3">
+<h3><em>Model history</em></h3>
+<p>PLUMv1 also called PLUM is fully dissociated from PLUMv2 where only few concepts have been transferred to the two models. PLUMv2 was first implemented by Kerstin Engström team and collaborators in 2016 (<a href="https://10.1016/j.envsoft.2015.10.015">Engström et al., 2016</a>).</p>
+</div>
+<div id="BASELINE" class="section level3">
+<h3><em>Baseline scenarios</em></h3>
+<p>PLUM model integrates and interacts with two mains based scenario types:</p>
+<ul>
+<li>Representative Concentration Pathways (RCPs) <a href="https://doi.org/%2010.1007/s10584-011-0148-z">(van Vuuren et al., 2011)</a></li>
+<li>Shared Socio-economic Pathways (SSPs) <a href="https://doi.org/10.1016/j.gloenvcha.2012.05.005">(Kriegler et al., 2012</a>; <a href="https://doi.org/10.1016/j.gloenvcha.2015.01.004">O’Neill et al., 2015</a>)</li>
+</ul>
+<p>RCPs simulate the greenhouse gas atmospheric concentrations and their relating radiative forcing, while SSPs projections are focused on socio-economic parameters by country such as Gross Domestic Product (GDP) and population. Future population growth and economic development input into the PLUMv2 model are derived from the SSPs which cover a wide range of possible storylines for the future evolution of the climate and society.</p>
+<ul>
+<li>SSP1 characterises a world shifting to a more sustainable pathway, with low population growth and strong techno- logical and economic developments.</li>
+<li>SSP2 a “middle-of-the-road†pathway intermediate between the other four SSPs.</li>
+<li>SSP3 describes a path- way with strong population growth and intensive resource usage, low technological development, and lessening glob- alization.</li>
+<li>SSP4 is a pathway of inequality with the potential for competition over resources and resource intensification.</li>
+<li>SSP5 is a pathway dependent on fossil fuels with low population growth, strong globalization, and high economic and technological growth.</li>
+</ul>
+<p>SSPs are paired with RCPs based on what sort of climate change could be expected under each SSP’s storyline: SSP1 with RCP4.5, SSP2 with RCP7.0, SSP3 and 4 with RCP6.0, and SSP5 with RCP8.5. RCP numbering refers to each scenario’s average global radiative forcing (Wm<sup>−2</sup>) predicted for 2100.</p>
+<p>The model also integrated the results of a dynamic vegetation model LPJ-GUESS (see <a href="#LPJ-GUESS">LPJ-GUESS</a> for more details). Moreover, PLUM when used to assess impacts of shocks on the food system, was parameterized using historical data <a href="https://10.1016/j.futures.2020.102601">(Hamilton et al., 2020</a>, <a href="https://doi.org/10.1038/s41893-018-0210-1">Cottrell et al., 2019).</a> Finally, the model run is based on a series of exogenous input based on 2010 historical data (see <a href="#BASELINE2010">State of the world in 2010</a> for more details).</p>
+</div>
+<div id="COMPARISON" class="section level3">
+<h3><em>PLUMv2 in comparison with other models</em></h3>
+<p>A benchmark study was conducted between PLUMv2 and other Integrated Assessment Models (IAMs) <a href="https://10.1111/gcb.13337">(Prestele et al., 2016)</a>. This study compared the predictions from 11 models (see <a href="#OTHERMODELS">Glossary</a> for more details): <strong>AIM, FARM, GCAM, MAGNET, PLUM, CAPS, CLUMondo, GLOBIOM, IMAGE, LandSHIFT, and MAgPIE</strong>. It showed that an important source of uncertainty originated from the difference of input data and a discordance between model on land-use and land-cover type definition.</p>
+</div>
+<div id="geographic-detail" class="section level3">
+<h3><em>Geographic detail</em></h3>
+<p>PLUMv2 can distinguish itself from other Integrated Assessment Models (IAMs) by the fine and disaggregated spatial scale used for the simulations. For more detail see <a href="#SPATIAL">Spatial resolution</a>.</p>
+</div>
+<div id="BASELINE2010" class="section level3">
+<h3><em>State of the world in 2010</em></h3>
+<p>To apply PLUM, all model settings are adjusted so that the model reproduces the state-of-the-world in 2010. The model calculates the state in 2010 over the period starting in 1970, using exogenous data to calibrate internal parameters. Historical crop distributions are sourced from the MIRCA2000 dataset (<a href="https://doi.org/10.1029/2008GB003435,%202010">Portmann et al., 2010</a>) and are held constant throughout the historical period. Demand data from 1961 to 2010 <a href="http://www.fao.org/faostat/en/">FAOSTAT, 2020</a>) is used to derive the demand relationships. Historical nitrogen use is estimated from the world inorganic fertiliser use <a href="https://www.fertilizer.org/?">(IFA, 2017)</a> plus nitrogen applied to cropland from manure. A time series of historical manure nitrogen rate applied to cropland is determined by scaling the data of 2000 (<a href="https://doi.org/10.1029/2001GB00812">Bouwman, Boumans, & Batjes, 2002</a>) by the livestock production index <a href="http://www.fao.org/faostat/en/">FAOSTAT, 2020</a>) Historical irrigation water extracted is estimated from global irrigation water extraction of 2010, scaled by the irrigated cropland area <a href="http://www.fao.org/faostat/en/">FAOSTAT, 2020</a>) for other years.</p>
+<p>For the input parameters for LPJ-GUESS runs, the historical land use areas (cropland and pasture fractions), irrigation, and synthetic nitrogen fertiliser application levels are sourced from the LUH2 dataset (<a href="https://doi.org/10.5194/gmd-2019-360">Hurtt et al., 2020</a>). Historical manure application rates (simplified upon import to LPJ-GUESS as pure nitrogen addition) come from <a href="https://doi.org/10.5194/essd-9-667-2017">Zhang et al. (2017)</a>.</p>
+<p>A calibration run is essential to the well fonctionnement of PLUMv2. This initialisation is conducted based on the historical data described above for 2010 to obtain land uses, including intensities, that generate the observed country-level commodity production and are close to the LUH2 land covers, in the initialisation year. Intensity data (i.e. for fertiliser, irrigation or management input levels), is not provided to the initialisation process. The initialisation process is repeated using the resulting data until a stable solution is reached to ensure that modelled land use changes occur only because of future scenario shifts.</p>
+</div>
+</div>
+<div id="GAMS" class="section level2">
+<h2>MODEL IMPLEMENTATION</h2>
+<p>PLUMv2 is implemented in Java and <a href="https://www.gams.com/latest/docs/UG_Introduction.html">GAMS</a> language. GAMS is used as an optimiser for solving the complex underlying equations of the model. For each timestep, GAMS is called to optimise the land use of each country depending mainly on:</p>
+<ul>
+<li>Crop parameters (yield, fertiliser and irrigation level, waste)</li>
+<li>Cost parameters (commodity price, fertiliser and irrigation cost, production cost, conversion cost)</li>
+<li>Meat and dairy parameters (prices, meat efficiency, feed availability and price,</li>
+<li>Economic parameters (demand, import, export and subsidies)</li>
+</ul>
+<p>The demand is also recalculated in a dynamic way using GAMS tosolve the equations between the domestic prices of commodities, the level of gross domestic product (subsidence and discretionary income) and the population. The elastic demand is included in the decision to change or not the land use or its intensity of management.</p>
+</div>
+<div id="INPUTS" class="section level2 tabset tabset-fade tabset-pills">
+<h2>PLUMv2 INPUTS</h2>
+<p>A series of parameters are set prior to the run into the Config files such as: time step, which RPC scenario to use and year to end projection. Also, a series of input data is exogenous supplied on an annual basi such as population, GDP, consumption by commodities, baseline prices in 2010 (see <a href="#BASELINE2010">State of the world in 2010</a> for more details). Finally, files including climate and vegetation parameters supplied on an annual basis are integrated to PLUM from the LPJ-GUESS outputs and the climate model outputs (see <a href="#LPJ-GUESS">LPJ-GUESS</a>, <a href="#CLIMATE">The climate system</a> and <a href="#VEGETATION">The vegetation system</a> for more details).</p>
+<div id="COMMODITY" class="section level3">
+<h3><em>Commodities</em></h3>
+<table class="table table-striped table-hover table-condensed" style="width: auto !important; margin-left: auto; margin-right: auto;">
+<thead>
+<tr>
+<th style="text-align:left;">
+Commodity
+</th>
+<th style="text-align:left;">
+Description from FAO categories *not exhaustive list
+</th>
+</tr>
+</thead>
+<tbody>
+<tr>
+<td style="text-align:left;">
+Cereal C3
+</td>
+<td style="text-align:left;">
+Include wheat and barley
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+Cereal C4
+</td>
+<td style="text-align:left;">
+Include maize, millet, sorghum
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+Oil crops
+</td>
+<td style="text-align:left;">
+Include soybeans, coconuts, olives, sunflower, rapeseed, oil palm fruit
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+Pulses
+</td>
+<td style="text-align:left;">
+Include beans, chickpeas, lentils, vetches, lupins, peas
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+Starchy roots
+</td>
+<td style="text-align:left;">
+Include potatoes, sweet potatoes, cassava, taro, yams, yautia
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+Sugar
+</td>
+<td style="text-align:left;">
+Include sugar cane, sugar beet, honey
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+Fruits and vegetables
+</td>
+<td style="text-align:left;">
+Include apples, pears, peaches, raspberries, courgette, butternut
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+Energy crops
+</td>
+<td style="text-align:left;">
+Include miscanthus
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+Ruminant livestock products
+</td>
+<td style="text-align:left;">
+Include dairy and meat product
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+Monogastric livestock products
+</td>
+<td style="text-align:left;">
+Include meat products
+</td>
+</tr>
+</tbody>
+</table>
+</div>
+<div id="Landcover" class="section level3">
+<h3><em>Land covers</em></h3>
+<table class="table table-striped table-hover table-condensed" style="width: auto !important; margin-left: auto; margin-right: auto;">
+<thead>
+<tr>
+<th style="text-align:left;">
+Land use
+</th>
+</tr>
+</thead>
+<tbody>
+<tr>
+<td style="text-align:left;">
+Cropland
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+Pasture
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+Managed forest
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+Unmanaged forest
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+Urban
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+Barren
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+Other natural
+</td>
+</tr>
+</tbody>
+</table>
+</div>
+<div id="CROPTYPES" class="section level3">
+<h3><em>Crop types</em></h3>
+<table class="table table-striped table-hover table-condensed" style="width: auto !important; margin-left: auto; margin-right: auto;">
+<thead>
+<tr>
+<th style="text-align:left;">
+Crop types
+</th>
+</tr>
+</thead>
+<tbody>
+<tr>
+<td style="text-align:left;">
+Wheat
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+Maize
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+Rice
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+Oil crops
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+Pulses
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+Starchy roots
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+Energy crops
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+Set aside
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+Monogastrics
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+Ruminants
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+Fruits and vegetables
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+Sugar
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+Pasture
+</td>
+</tr>
+</tbody>
+</table>
+</div>
+<div id="INDICES" class="section level3">
+<h3><em>Indices</em></h3>
+<table class="table table-striped table-hover table-condensed" style="width: auto !important; margin-left: auto; margin-right: auto;">
+<thead>
+<tr>
+<th style="text-align:left;">
+Indices
+</th>
+<th style="text-align:left;">
+Description
+</th>
+</tr>
+</thead>
+<tbody>
+<tr>
+<td style="text-align:left;">
+i
+</td>
+<td style="text-align:left;">
+spatial locations within a country
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+j
+</td>
+<td style="text-align:left;">
+crop and pasture land use types (wheat, maize, rice, oilcrops, pulses, starchy roots, energy crops and pasture)
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+j-crops
+</td>
+<td style="text-align:left;">
+crop land use types, i.e. excluding pasture.
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+k
+</td>
+<td style="text-align:left;">
+all agricultural commodities, including animal products
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+k-noncereals
+</td>
+<td style="text-align:left;">
+agricultural crop commodities excluding cereals, i.e. oilcrops, pulses, starchy roots and energy crops
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+k-cereals
+</td>
+<td style="text-align:left;">
+agricultural cereal commodities, i.e. wheat, maize and rice
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+k-feeds
+</td>
+<td style="text-align:left;">
+crops for use as livestock feed, i.e. wheat, maize and oilcrops
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+k-feeds_and_pasturefeed
+</td>
+<td style="text-align:left;">
+feed crops plus pasture
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+l
+</td>
+<td style="text-align:left;">
+land cover types (cropland, pasture and natural)
+</td>
+</tr>
+</tbody>
+</table>
+</div>
+<div id="VARIABLES" class="section level3">
+<h3><em>Variables</em></h3>
+<table class="table table-striped table-hover table-condensed" style="width: auto !important; margin-left: auto; margin-right: auto;">
+<thead>
+<tr>
+<th style="text-align:left;">
+Variables
+</th>
+<th style="text-align:left;">
+Description
+</th>
+</tr>
+</thead>
+<tbody>
+<tr>
+<td style="text-align:left;">
+areai,j
+</td>
+<td style="text-align:left;">
+area for crop j at location i (ha)
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+fi,j
+</td>
+<td style="text-align:left;">
+fertiliser intensity factor for crop j at location i (unitless)
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+wi,j
+</td>
+<td style="text-align:left;">
+irrigation intensity factor for crop j at location i (unitless)
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+mi,j
+</td>
+<td style="text-align:left;">
+management intensity factor for crop j at location i (unitless)
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+ruminant_feedk
+</td>
+<td style="text-align:left;">
+ruminant feed use for commodity k (t)
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+monogastric_feedk
+</td>
+<td style="text-align:left;">
+monogastric feed use for commodity k (t)
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+importk
+</td>
+<td style="text-align:left;">
+imports for commodity k (t)
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+exportk
+</td>
+<td style="text-align:left;">
+exports for commodity k (t)
+</td>
+</tr>
+</tbody>
+</table>
+<p>All variables are positive. The intensity values (f, w and m) are indexes in range 0 to 1. The model variable units are in millions of tonnes for the commodities, thousand of $ for the cost (however the cost are more an index than a real cost), area are in million hectares, CO<sub>2</sub> in million tonnes, and livestock are in tonnes equivalent feed (for instance, 1 kg of beef = 25 kg of feed).</p>
+</div>
+<div id="PARAMETERS" class="section level3">
+<h3><em>Parameters</em></h3>
+<table class="table table-striped table-hover table-condensed" style="width: auto !important; margin-left: auto; margin-right: auto;">
+<thead>
+<tr>
+<th style="text-align:left;">
+Parameters
+</th>
+<th style="text-align:left;">
+Description
+</th>
+</tr>
+</thead>
+<tbody>
+<tr>
+<td style="text-align:left;">
+demandk
+</td>
+<td style="text-align:left;">
+demand for commodity k (t)
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+export_pck
+</td>
+<td style="text-align:left;">
+export price for commodity k ($/t)
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+import_pck
+</td>
+<td style="text-align:left;">
+import price for commodity k ($/t)
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+base_lu_costj
+</td>
+<td style="text-align:left;">
+base land use costs for crop j ($/ha)
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+f_cost
+</td>
+<td style="text-align:left;">
+cost per tonne of fertiliser ($/t)
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+w_cost_indexi
+</td>
+<td style="text-align:left;">
+irrigation cost index at location i (unitless, 0-1 range)
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+w_cost
+</td>
+<td style="text-align:left;">
+irrigation cost ($/m2)
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+m_costj
+</td>
+<td style="text-align:left;">
+management intensity cost for crop j ($)
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+f_max
+</td>
+<td style="text-align:left;">
+maximum fertiliser rate, i.e. at f=1(t/ha)
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+w_maxi,j
+</td>
+<td style="text-align:left;">
+maximum irrigation rate, i.e. at w=1, for crop j at location i (m2/ha)
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+irrigiation_eff
+</td>
+<td style="text-align:left;">
+Irrigation efficiency (%)
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+crop_dmk
+</td>
+<td style="text-align:left;">
+crop dry matter for commodity k (%)
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+suitable_areai
+</td>
+<td style="text-align:left;">
+area suitable for agriculture at location i (ha)
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+water_availi
+</td>
+<td style="text-align:left;">
+water availability at location i (m3/ha)
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+min/max_net_importk
+</td>
+<td style="text-align:left;">
+minimum and maximum net imports for commodity k (t)
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+lc_change_unit_costl
+</td>
+<td style="text-align:left;">
+land cover change unit cost for cover type l ($/ha)
+</td>
+</tr>
+</tbody>
+</table>
+</div>
+<div id="input-parameters-example" class="section level3">
+<h3><em>Input parameters example</em></h3>
+<p>The following table shows an example of initial set of input parameters.</p>
+<table class="table table-striped table-hover table-condensed" style="width: auto !important; margin-left: auto; margin-right: auto;">
+<thead>
+<tr>
+<th style="text-align:left;">
+Parameters
+</th>
+<th style="text-align:left;">
+Central value
+</th>
+</tr>
+</thead>
+<tbody>
+<tr>
+<td style="text-align:left;">
+Irrigation cost, w_cost ($/m2)
+</td>
+<td style="text-align:left;">
+0.5
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+Fertiliser cost, f_cost ($/t)
+</td>
+<td style="text-align:left;">
+1800
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+Other intensity cost, m_cost ($)
+</td>
+<td style="text-align:left;">
+600
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+Land cover change cost, lc_change_cost: Natural to agricultural ($/ha)
+</td>
+<td style="text-align:left;">
+60
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+Land cover change cost, lc_change_cost: Managed forest to agricultural ($/ha)
+</td>
+<td style="text-align:left;">
+160
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+Land cover change cost, lc_change_cost: Agricultural land to natural land ($/ha)
+</td>
+<td style="text-align:left;">
+200
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+Land cover change cost, lc_change_cost: Pasture to cropland ($/ha)
+</td>
+<td style="text-align:left;">
+220
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+Land cover change cost, lc_change_cost: Cropland to pasture ($/ha)
+</td>
+<td style="text-align:left;">
+370
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+Minimum natural or managed forest cover
+</td>
+<td style="text-align:left;">
+10%
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+Pasture harvest fraction
+</td>
+<td style="text-align:left;">
+50%
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+Seed and waste rate
+</td>
+<td style="text-align:left;">
+10%
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+Technology yield change rate, ?
+</td>
+<td style="text-align:left;">
+0.20%
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+Intial price shift factor
+</td>
+<td style="text-align:left;">
+1%
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+International market price sensitivity, ?
+</td>
+<td style="text-align:left;">
+30%
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+International import tariff, i_tariff
+</td>
+<td style="text-align:left;">
+20%
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+Transport cost, t_cost ($/t)
+</td>
+<td style="text-align:left;">
+50%
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+Transportation losses, t_cost
+</td>
+<td style="text-align:left;">
+5%
+</td>
+</tr>
+</tbody>
+</table>
+<p>Other parameters are set depending on the location considered such as the irrigation cost index (w_cost_index) used to determine unit irrigation water cost, which derived from an aridity index <a href="https://cgiarcsi.community/data/global-aridity-and-pet-database/">(CGIAR-CSI, 2008)</a>.</p>
+<center>
+<img src="data:image/png;base64,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" width="800" />
+</center>
+<p><em>Irrigation cost index</em></p>
+</div>
+<div id="CONSTRAINTS" class="section level3">
+<h3><em>Constraints</em></h3>
+<table class="table table-striped table-hover table-condensed" style="width: auto !important; margin-left: auto; margin-right: auto;">
+<thead>
+<tr>
+<th style="text-align:left;">
+Annual change limit
+</th>
+<th style="text-align:left;">
+Variable name
+</th>
+<th style="text-align:left;">
+Value
+</th>
+</tr>
+</thead>
+<tbody>
+<tr>
+<td style="text-align:left;">
+Import
+</td>
+<td style="text-align:left;">
+MAX_IMPORT_CHANGE
+</td>
+<td style="text-align:left;">
+0.05 * time step
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+Demand fraction
+</td>
+<td style="text-align:left;">
+ANNUAL_MAX_DEMAND_FRACT_CHANGE
+</td>
+<td style="text-align:left;">
+0.5
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+Technology level
+</td>
+<td style="text-align:left;">
+TECHNOLOGY_CHANGE_ANNUAL_RATE
+</td>
+<td style="text-align:left;">
+0.002
+</td>
+</tr>
+</tbody>
+</table>
+</div>
+</div>
+<div id="plumv2-outputs" class="section level2 tabset tabset-fade tabset-pills">
+<h2>PLUMv2 OUTPUTS</h2>
+<div id="OUTPUT" class="section level3">
+<h3><em>Output files</em></h3>
+The output files of a simple run (excluding: shocks, multiple scenario runs, repeat runs with monte carlo chain)
+<table class="table table-striped table-hover table-condensed" style="width: auto !important; margin-left: auto; margin-right: auto;">
+<thead>
+<tr>
+<th style="text-align:left;">
+Filename
+</th>
+<th style="text-align:left;">
+Description
+</th>
+</tr>
+</thead>
+<tbody>
+<tr>
+<td style="text-align:left;">
+animals
+</td>
+<td style="text-align:left;">
+Year, Country, FAOItem, Heads(M)
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+cluster.asc
+</td>
+<td style="text-align:left;">
+cluster files, needed to not repeat clustering initialisation
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+countryCropUsages.ser
+</td>
+<td style="text-align:left;">
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+countryDemand
+</td>
+<td style="text-align:left;">
+Year, Country, Commodity, Demand, BioenergyDemand
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+countryDemandOpt
+</td>
+<td style="text-align:left;">
+Country, Year, gdpPc, population, status, utility, hungerFactor, commodity, price, subsistence, discretionary, plumNotRebase, plumRebased, rebasedKcal
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+demand
+</td>
+<td style="text-align:left;">
+Year, Commodity, Amount (Mt))
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+domestic
+</td>
+<td style="text-align:left;">
+Year, Country, Crop, Area, Production, Production_cost, Import_price, Export_price, Net_imports, Net_import_cost, Prod_shock, Rum_feed_amount, Mon_feed_amount
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+fbs
+</td>
+<td style="text-align:left;">
+Year, Crop, Production, Imports, Export, TransportLosses, StockVar, Supply, MonogastricsFeed, RuminantsFeed, SeedAndOtherLosses, FoodAnd1stGen, ProdArea
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+internationalMarket.ser
+</td>
+<td style="text-align:left;">
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+lc
+</td>
+<td style="text-align:left;">
+Year, Cropland, Pasture, ManForest, UnmanForest, Natural, AbPasture, Suitable, EnergyCrop, FertCrop, IrrigCrop
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+log
+</td>
+<td style="text-align:left;">
+log console PLUMrun
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+prices
+</td>
+<td style="text-align:left;">
+Year, Crop, Imports (Mt), Exports (Mt), New export price, Stock Levels (Mt)
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+landUseRaster.ser
+</td>
+<td style="text-align:left;">
+</td>
+</tr>
+</tbody>
+</table>
+</div>
+<div id="lpj-guess-vegetation-outputs" class="section level3">
+<h3><em>LPJ-GUESS vegetation outputs</em></h3>
+A subfolder is created for each year (name = Year) including the following files
+<table class="table table-striped table-hover table-condensed" style="width: auto !important; margin-left: auto; margin-right: auto;">
+<thead>
+<tr>
+<th style="text-align:left;">
+Filename
+</th>
+<th style="text-align:left;">
+Description
+</th>
+</tr>
+</thead>
+<tbody>
+<tr>
+<td style="text-align:left;">
+CropFract
+</td>
+<td style="text-align:left;">
+Lon, La,t Year, CerealsC3, Oilcrops, StarchyRoots, Pulses, Maize, Miscanthus, Rice, Pasture, FruitVeg, Sugar
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+Done /error
+</td>
+<td style="text-align:left;">
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+Fert
+</td>
+<td style="text-align:left;">
+Lon, La,t Year, CerealsC3, Oilcrops, StarchyRoots, Pulses, Maize, Miscanthus, Rice, Pasture, FruitVeg, Sugar
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+Irrig
+</td>
+<td style="text-align:left;">
+Lon, La,t Year, CerealsC3, Oilcrops, StarchyRoots, Pulses, Maize, Miscanthus, Rice, Pasture, FruitVeg, Sugar
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+IrrigConstraint.asc
+</td>
+<td style="text-align:left;">
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+LandCoverFract
+</td>
+<td style="text-align:left;">
+Lon, Lat, Year, CROPLAND, PASTURE, NATURAL, BARREN, URBAN,
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+LandUse
+</td>
+<td style="text-align:left;">
+Lon, Lat, area, suitable, protected, pa_fraction, managedForest, unmanagedForest, otherNatural, cropland, pasture, barren, urban, wheat_A, wheat_FI, wheat_FQ, wheat_II, wheat_IQ, wheat_OI, wheat_Y, maize_A, maize_FI, maize_FQ, maize_II, maize_IQ, maize_OI, maize_Y, fruitveg_A, fruitveg_FI, fruitveg_FQ, fruitveg_II, fruitveg_IQ, fruitveg_OI, fruitveg_Y, oilcrops_A, oilcrops_FI, oilcrops_FQ, oilcrops_II, oilcrops_IQ, oilcrops_OI, oilcrops_Y, energycrops_A, energycrops_FI, energycrops_FQ, energycrops_II, energycrops_IQ, energycrops_OI, energycrops_Y, sugar_A, sugar_FI, sugar_FQ, sugar_II, sugar_IQ, sugar_OI, sugar_Y, pasture_A, pasture_FI, pasture_FQ, pasture_II, pasture_IQ, pasture_OI, pasture_Y, pulses_A, pulses_FI, pulses_FQ, pulses_II, pulses_IQ, pulses_OI, pulses,_Y, setaside_A, setaside_FI, setaside_FQ, setaside_II, setaside_IQ, setaside_OI, setaside_Y rice_A, rice_FI rice_FQ, rice_II rice_IQ, rice_OI rice_Y, starchyRoots_A, starchyRoots_FI, starchyRoots_FQ, starchyRoots_II, starchyRoots_IQ, starchyRoots_OI, starchyRoots_Y
+</td>
+</tr>
+</tbody>
+</table>
+</div>
+</div>
+<div id="SPATIAL" class="section level2 tabset tabset-fade tabset-pills">
+<h2>SPATIAL RESOLUTION</h2>
+<div id="grid-cell-level" class="section level3">
+<h3><em>0.5° grid cell level</em></h3>
+The finer scale used in PLUMv2 is 0.5° grid involving a computationally challenging task of finding a solution to the non-linear land use optimisation problem For instance, China’s 942 Mha of land, for example, is represented by around 3,800 0.5° grid cells.
+<center>
+<img 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" width="800" />
+</center>
+</div>
+<div id="land-cover-cluster-level" class="section level3">
+<h3><em>Land cover cluster level</em></h3>
+An aggregated level of clustered grid cells is created during the calibration run of the model and is used for the optimisation of the model. The clustering method and details are described in <a href="#CLUSTER">Land use clustering</a>.
+<center>
+<img 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" width="800" />
+</center>
+<p><em>Map representing the cluster level. LEgend describing the ID number of each cluster</em></p>
+</div>
+<div id="contry-level" class="section level3">
+<h3><em>Contry level</em></h3>
+The country level of the model is used for instance to calculate and optimise the country production, supply and demand for each commodity (import, export and prices).
+<center>
+<img 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ngnVefavv1TnxJHtJH0v35FzEC+mwYgpKsQJZ9DPeOMMyxAeCKvvTGJ6Vi0aFF6lkWLii9JDuTb386FLCQLF25iPhZKU8h8nkf1cs+M1OEh+QiBg2YCwu4AACFugXgeqgiEOyGfOVIjycFrr32GRV3Qoxdp2rdv37dZ7IJUSFFJZP78JclBEx22SKFD8UECrF7RTEC+hwYgTn14H6sRCOGB0APqg1AfWhoaIAvFyllkyZLUR3cdiQ9S8FB8kBAbIMQM5HtpAEJcCvE+VAEIPaJAckd5JvZlNn0QG5BFwgxC9EKWNFq3qvJBgRAtj+iAHEcDEOIKCHHl4wzLSQoQXZmVHIhFyC203Ic8hyzM5o80JzqKIppAjEDYZzblE+dOZJ8iP3Q6+6RTdlD/SrsMKGBxAbHFAzGdp9gcqVzFSoHcckt2foriFp2Q150Q4YZo2ASJC8jxNOnEQ++7gGw48ka6S5INR5HsoMGVdhlQ0JwAcTcc4yRSNYHcUW6sZzySL+oDod9Ik8gSZ0DYFkg+Oo2Q2IB8H006kX56I/ss4Nw784MGV9plQEFzAGSyp6GKNmZnZ+mf2dk3v/nNxotQC9nfixYtSf5blCzvt9JuuaU0UnydG3m9aMnr5yV1F7I9n0fkKSTQa4QsExD6PPkbpR0pZDMIc/K+C7KDBlfaZUBBGxCQcrs8lZFlA5JEn+pNmeQbFbeKQsQkIOelueJB5BlkY4xA3kSTT0y3Ouje3hIZ2UGDK+0yoKC5ADLZ01gvyw5nZxsAKVoiAjEIEXgUQDoLKYehBRLXKhZbCZVXsd5xAf0Q4PjNIA6I9DXQy9JmFR+VQr7yFVICsfq45XWxHMjmzY58kFwHY5H+HyoTkLfQpBOzOWP8tkFIVyH9jfMynZAaPLI+IfgwAHldA2RzmqspJI3RCLZylWYC8v00/Qxy+Pyl6bNYS8flWay0IflQgTRZxbq1CZB89nANZCN99xWbQXzcUbUzAXkrTT7x4MTEEReM3esgeQPioV3Huj6pPC//ddHtiY677771VrsQw/pVdyC8kI3BntgVMwFh/5LglXShtbRh+NAAuT4tO6+oJe/Ru1m3VhDRATnPBRB5DokgExD2+x4BRGwtR6S2lf6GZ9JhAqIYuZ0COY1WF8h5bmcQYQqJYgIxAvlBGoBIrV2bK1lbdzrpb3AWH4mQ67lIAeR4odtvz4GURGxAzjtPnD/cb6aHzwTkh2gAIiUDMQjJf5d0v0AMT/GmXa/teAnI3SUQmxAbkM3bL2rPY0BAfoQGIFJrNVMIh4RkLNIzT6bf9TY4sw4jEFlIySMX8slPEv5tJgIQrY/NF13UXsiAgLA3vAGIkjKHcPOI5uy+gXDvu7LoqDuFkNPUKBBZyHlyoo+LFCO1V7283lmtMgH5MRqASK1N/9cC0V6gvxnENn3UA0KO1/g47TR27cpalsmHTkh2wp4h+jACWUYDELm1bAqRiZjXpPoCYtn6qD+DJNdjEmIBsln0wRm5aPPfJOVH7qkG0std1TATEPZLJABEk07IWqODfoQkOA4kXdV1FUsLJJ1DqBEOin72kIxs3szxqAbC/0RRPMVLMwE5lQYgunRA1k4aztwHEDZ7MCBXGYnU2kgn5ikkS7OCZRAitqchkGh8GIHQfVMuBxBTChA2r+jqCchVeR2B6IQQ8vPpDV1CqjZApPbtawkknkxAfpwGINq0K1m2C/yD3/HQ+SP3cfXVV7dfxTJNIacxIG95yyXyLVcQ2ceq6YNe31f93lFtMgH5CRqAaFurE2K9hFchl0lAmhA5vqYQejsJEFkI20S3zCENgNCr++qAgPwkDUAMMQ4NgPgs3f4QgNQXogGiFcI+HnTJJYqQik2PlEfqo4IIoT4GBOSnaABirdLHM2nZd36mkXQD/SoRiI7Iatr1zyZVANHPIaelQBQiViT79pGEyJ49khD6DKlm4yNGH0YgP00DEHsVQCgNXoiXxAmkAKIIWZ32rChEBmKcQmiX6IRQB0YjyQySnEPwcVP6S9q12+ZDAsJ+NwSAVKQXoojxaeQqqat1RFaXPfssb+RHlUgVEHkARiD5GfZw3VQIeQ8hMb43UckE5Odoowhk0uF1GTZC1CnFo5A6QFarQDIiWiAmIfo1LLLZsJaVny4AYWU+Bg3kF2jyiYfPH+eP3KpZgEjn9LimZQRSEFm92iikMRCiEVIBhBOyuADi577wkAkI3RHyGfKJV6ygezYZ+K5HJx1el1aI5Umt++577LHHHN4+sc0gqZDVqw0+aKqPVIhK5BLtBkieRQct55HEAYn1pUExE5BfpMn75n3/lfnB2O32x5AGiO1ZXwbEr5CrxWQfbYAcc8wxdh9VQEjhI59C6JHDBrKSJu16dO6kX6GrWOO44zhz8ivqrG+K57nrrrvowX1J5LHkP5KsvjobgGsgspBjWFYfKhDpdAEI/Uu/inXWWWc5u1tcZQJyDk3eL9aJK6iO8dv1aEUijs8l9Xnr1nWsFkC2bWNXy2AUPpgQ8xjsPPJ1rMVFBiFDAnIuTbd392LqwAxSJgvp8aZlH12BbOOBcFl4EFmIcjLlQfZwPm7SbqYPCQh7F5q8DfKz47vr0arSDY9cSN1Lbak+S1X0XdcNgDxbFwgRfVSMwqaDMCD0L0GI5mwR+jACWUXTPIuVzBvjuuvRWrE1rM/9Tpq3W/nL8kv2uYTl8qaHfvaotYKVCWnkgxNiOc/ixfY5JMYJxAjkl2iaX38whr+CrVk8kA/5v7nlWYqOYzU8amyhb9uWE2mgg7gBkhBpdyf4zASE3Z+j+Eq676iPL6Q8kvzfnh7IsUmtgGxlUSGNfJRCLGfJcDz33HM33fTccxogyQwSHRETkAtpANKyLxDGowcf5OHlyx+WhBybxkh8MGn1B9Mvkj9VQLbmbSP1bbBqTCHJNghhPlial9OHtIr1URqAtO5DfQFR17GOPZYT8kGx3bWBJEIajcPso3xTVhWQ+OYPM5CP0QCkfXogM85v5wNJ9yQlMu6RgByr+BCmECuQhx56qNk4aqxi7dmzOPnb4oMCOSuyecQE5NdoANIh1cfMTOJj3rx5bm8n9XFPhoTz8fkk2cdu+zrWVg7Igez6D5xyyim1BlIDCDvIfZie6B0GELZfIwDp0lNPPcV/m/CYmcdyfUMqkE8nvfXzqpDdPJCdFh9btx6gQOi+hBwCWcwOzDzY/NHwh/edCcjFNADp0FM6IGTevByJOykFkHvuvPrOO+/MgHxaM4Ps5oTs3KkI2SoKyWoExHaGxfkXhtmD+zueTEDYe9MApFupkHPPPZfkE0gBZJ7TyeSeU089lQHJ+nQ2hZh97NxZBWRrCaTmKBiQr5lPX7w4J2LZPh8KELa3PgDp2FPsLW0JEeYjX8VyD4Q0BLJzZw0gW5tNIBRI8lctIPai2ggxAVlDA5DOsdnj3HNnDEDmzbvXyc0kQNavL3wYgOzenQvZqROyVVMTHxkQs5BaQM46K653nJiA/DoNQBw1M2MScu+9roSsX7++BpCdUlVETmkAhPU1ixBiBrIuPTgrFdLoFv1mAsLeGAogrpqZ0Ru5915XQtZXANmdTiAykJ12II192IEQ0xyybl3xZVw+jEB+gwYgrpoRhMyIQNwLyYDQo/nVqyogipBT2gCxnbpOL2Td8ID8Jg1AXDUzM6OdRO7dS4HQX5i6ZUvnD4cUQkjCozhW8KEAeVogcnPnCcTQ9PQ0O1zHUyhbt85wQvhMQNiIAcRVJiB792Y+KBAHQu5Uj9QBefrp7IDG+bhZmT7c+GBCKBEthK/Hy8MM5FoagLhKBbI3A7LXIRBzIpCnlXIgGZGbcx7OgBAzkHVfX5dPMBFmAnIdDUBcNaOZQvay7i2nkL17PY6gFKLySHoT7eYy1z74OUQ8npIZIJDfogGIo2biAbLbAuRN/nxM50IkIOsyH4MDQp8TWa+eSHen6OIjt3Mnsv1tvUHd58MoApF9zMwrhaRA9u6lPnwK2b37kUcYEK0PAxC3Q9BMIetMQKIBYwLyCZp64oaJFcTBrkeZs6SDqrCRB0IdFPMHFbKXz9cQnnzyyUceeTr53+ZDBOJ4BNkcwi3505mN6eL44q94ZhQTkE/SlBPnfvhnVrjY9Wi2E9PikF5G3IvjCPVEkizElLdBPJJlBXKzTyDJgi8D4Su/T09yfettMwFhd5O80B7+5Y+cv8LFrkdHeQZ54gn5+7SV1T4I8Wakjg8BiJ9hCERkIPz5/Nx8i0xANtHkEzcspUu2i12PJtsvo7oN8oT8vQTEOoNQID6IPGKfQVQgHsZAEy3ogExnp+Snh8ZiAnIXTd316GE3M0jzAQ23AsjKlXWAEC9rWlVAjmNxT/M6HwEpt0J0U0h6ujSRxPDslgnIHTTpxA3sX/2l2PVoo0ofiZCV1TOIn40R6xrWe9/73uNEIq5vPmtaFCL50HCYJqZT+soE5Ldp+qd5sevRZpU+UiS1gDg3YtSR9ELuIyPi9pbF+DUqGYiyNpXOKfrNlJ4yAbmV5u91kMYDGnACj/o+XCOxCHnhhRcEIQ5vVUne5JgmJRdSfkWEJ7bSzjlHuCbxO1+ZgLAR4ZV0B4k+9q5sBMSlEfMM8jTngwpxdpO6zLPBtP7pXQ7IObyRsEDYLioApHsJihJIUxxuJxEzkOOE3N2iPgsQ8wVyICWLc3oRYgJyPw1AHLSSnz/a5Wgkr0YChFiA6JHwQHIW/fgwAmH7JwcQBzkA4kwIqxKIfyENXiqfzs9fAGEych7elZiA0F84eR+AuKi7D+9A+p5C8rWsGky4p4TPOUdayaL5FmICwnbUByBOihCIrCTADNLsudtpExBCvuF6bEImIH9AAxA3xQIkE/KqOpMc3TeQLFWJ1sw0ewo4syET+YZXISYgv08DEDfFsg1iAnJ0UhggadPT3Esf7Dc6aM+Vy1AnEY+ZgHyGBiBuiuRZLNHHq4IPQYir22vVB6a1PFgckL5WtExAfo8GII6Sn8h6+eWXA/gwzSBHZ10TBZBa9TeJmID8Lg1AHCUBebkREIfjqAnkUoc32bTgb9+VMgH5YxqAuIp/MeTll4MBkVayXn36aB2QS0MCEdovfbtffzafmYD8EQ1AnKUAqS3E5SgkH68yF4mQ1Mg1l+YJF7rW5QiatZ+VO9kfExD28QEAcZYKpC4Rh4OQfaRAjs4mkWtiA7I/rzyi/0GYgPwhDUCcpQNSh4jTQeh0ZHNIhEA0PiICQveEuQVA3KUFUk3E6RhMQFiXXnpNQYS7zLXX9g+EQdhfAolxFetLNABxVwRAtOtXBY9LqRB1CgkAJJ01lAmEiN/1lAnINhqAuCxmIJeKQMrLsJ2YuxxEjdJZY78iZH8dIR91PBgTkCdp8ol0h6H4yG37NECqhLi8eSOQk5N4INn5r81yOYYa7VfjT+h5NCYgbE8D0ol0Jz9z77jAwa5Hmw9oNNIAqSDi8tZNQE5Oo0KCA9mv85GxaAnkS50GZALyOE068SDlcMUK7PanQwGBXHzxxVohJ5dAhNWrawMA0evIXMjbJL1kAvJ5mmZ/ueUe47DjuFat3CEDsRFxetMXC7300kvJn5PLtJsf0QDRbJP0kgnIn9N0u/1Z6mTXo40HNDLtCAeESD5YEhDu3EHWsAYD5BmacuKh05cS7Hq0UztUIT1tgtQBIpwdQIgZyJ/Q1Gex6E7ZsQ3SKR7I2ay+fGiBlESU9yhqfFzleER8tXD0bsQE5E9p8s6rmQ/serRbHJCzewZCbECCTiBNcFiAfCz74zATkD+jaXdevQKvg3SKW8eqAuL8trVAXqoLxN9v4W3qwziDONZBzEC+SsMr6R5iQF555ZXkz9l2IT5uXePjpZeWLVOfw9KuYfmpMQ+LEOdETEB20ADEffR+pT5YZ59tM+Lj5nVAltHCAWnjw0bEbSYgX6MBiPvYvzyvKEL800hTgSxbNkwgPQkxAfkLGoC4T/DBGemFhwXIssEB6UeICchf0QDEfbIPFYjXm1eALOOBCGeNeROkPyImILtoAOI+BUhG5JVefAhAli3jfCwLtqeGqH0YgTxHAxD3RQJEsJH09reHAhL3BGIE8gINQJynbILkPvqfQSIBMtAZ5EUagDhPM4GwetoEKYQsU/J8u+binkJMQP6aBiDOCw6EXLwsMiBxTyEmIN+kAYjzDED680HIMtnHDQBizgSEPVgA4jytj55eA8mSZo4bbrghKA8S9yshJiDszXQA4jwtkPm5jl6AKELCzh8k7tfSTUD+lgYgztP6mD+/t+mDpm5/hPUxSCB/TwMQ5xmApET6GkRkPvRCTMdHAmQfDUCcZwQyPyCQvm7XmHnRjxbIt2gA4jzdNsj8TEhvg4jNB7Es94F9GIGwRw5AXKd7ljfz0eMo4tIhIbCf2rcPI5B/pMknmj9kW+tKuwxoRNIBIb0DIdHQSLMv8fv1e1vsaWwmIP9Ek0607Gy01pV2GdCIpH2Wl5CefSRC+r25qqwL/H79Dkl7GpoJyCxN3jeveUc/ta60y4BGI8Pr6KGHFXvirwup7eNCF7dtAvI6Tdr1qGVXcbWutMuARiMAaV2bCcSFEBOQf6bJO68272y01pV2GdBoZHinIoTUqBWQ7kRMQP6FJu84DjNIt0xv5Q09rmHUYgvkwgs7TyMmIP9KwzaI27CG1anG2+cXsrrdqAnIv9GUZ7GMOxutdaVdBjQSaYGEHtQI5xPIv9PwOojbFCChBzTidedhBvIfNLyS7jb46LnuPoxA/pMGIE7DBNJ3HoH8Fw1A3MYDCT2WoVZ3M93F6hXNBOS/aQDitB3Sm91Dj2eY1X0Z3TOQ/6EBiNMEIIQASKv6nUCMQP6XBiCOwypWL7l4ejfPBOT/aP6AzJ3I3uP1BvVVRwBBHXPIwwxE/v3oLq60jL5xnnZQfVllhIGUux0NPZJRzuX0QTwtj5VXSt+0wh82ueyAK57FCj2QUc6tj0BAxnIG2QEgvTQKQOibVsZuG0TYsXvowe1GKMAAAAWtSURBVKCaBQLi57JxtwPb6AMMQHoLE8gQC7eRTteyNO8NHgsgoYfisodCD8BvwYCwJ7Dm3lVeZqLbU8vRN6I+Rr1gQOjnd8fqad4deA5riAUCcvoRH/nwlemn3PsYUBxlQkIPAzUp1Eb64fMnjiIHx+pp3nwOEY/84he/GGY0qFZ4Fqu/dmSFHgdqEID02Q6mJPQoUINCAtmwtP1lB9mOVAg2QwYUgPReUyDYRgkZgPQem0fQQMI2CEKWAAQhSwCCkCUAQcgSgCBkCUAQsgQgCFkCEIQsAQhClgAEIUsAgpAlAImh2dnQI0CGACRos8AReQASsNlExyxTgmINQII1i7ljAAFIqGYBZAgBSIhmMx9DETKb5vya7NeanRr2TgKQ3pudHdba1axYm8tYIyWFeufuNQAJ0UCAtFtWm+BoXO93HYCEKH2oSejVBzFuyWuyxIpX0V/pTOz9XgGQXsuWqPwhDj0cPm5pb7ScitcQJo93C4D0VSGD9PG4VoxDe0IxpnbLpsMFvnne7i4A6a1ic7RclnzcChENcMuQsDhxzw91XjI7XYGrHD7VxgcgfZY/hOWj6vS6xfet9LNY9nVDDXJ4pwJIf7GHLnsEPTyWARfFIDddkbP7FUA6pjwUdR4btw9kzVcQfCyGgW63Mhd3axqAdIx7TPjDEspsvh6SHSM8jg4eyv6WumHU+Q4VAxBb5Wa1+SzWf0fL91a4fzQjXsEJWJd7VBeAiKlbuUT6R1/zCY62jyWmD5f5edkVQPIaPxzC84qtHtDeBz3Kubg7NQFIoIVsgEOOPEeLg9T4AtFtNHt/9ODCYx0XCH1jBqS8J4tXnAfy4PUzzGGXP64uGy8g4t0Z5hHsPnBkigBIy9q9ldvFA6Z+gEE5QjxtVncBVJmn976PB5D0HlSO6eVxU0Zi+1dOe8Him94GPcAcLSlK4wGEprkXgz2ApsfT9ojP8q/NIykHC4i+8QGiqf+HUP2AkTSW8OMcaL6WkbEDEvqBZA1oqEPJ1/IydkBooR9M2jBGOaT8LCvjCCT0I1kU3YBGINcLyygD0d5nIR88tegGNAK5W4BoowyEFvrRQuFysgCNFpCqO6n/BwlFUJdFatSBIAQgRaEfCRRlXRYpAEEjX5dFCkDQyNdlkQIQNPJ1WaQABI18XRap+IAgFFPOVPALuY8r9X7VrYtxTBhU3UKMCUDCh0HVDEC8F+OYMKi6AYj3YhwTBlU3APFejGPCoOoGIN6LcUwYVN0AxHsxjgmDqtuIAUFo+AEIQpYABCFLAIKQJQBByBKAIGQJQBCyBCAIWQIQhCwBCEKWPACZO3FiYgUhh06fOPLG4iB4c++8Mrox0WIaCy2++yns8uQeyKH3XUDm3nHB4fNXkA1HkewgeAcn3nAliWxMtJjGQovvfgq8PLkHcpAO/4oVh95/Jf3XKDtwfisNu+KIX00GEdeYWDGNhUR5PwVenvxsgyTq5066kTvwciuNovdqbGNKimksrCjvp4DLkxcgh89fSg4eyX6S7MDHrTSLPvCxjSkpprGwYryfQi5PboFcMTFxFN2OWkri+VcoHVOc/zJiBqlT0OXJy7NYKwiJaz2WpA98bGMi0W2DxHg/hV2e3ANJfx42LbJnHZZG8EwISR/42MZESFRjYUV3PwVentwD2cB2crcirufSY3x+Py2msdCiu58CL094JR0hSwCCkCUAQcgSgCBkCUAQsgQgCFkCEIQsAQhClgAEIUsAgpAlAEHIEoAgZAlAELIEIAhZAhCELAEIQpYABCFLAIKQJQBByBKAIGQJQBCyBCAIWQIQhCwBCEKWAAQhSwCCkCUAQcgSgCBkCUAQsgQgCFkCEIQsAQhClgAEIUsAgpAlAEHIEoAgZAlAELIEIAhZAhCELAEIQpYABCFLAIKQJQBByBKAIGQJQBCyBCAIWQIQhCz9PxTJK7Ly3hJZAAAAAElFTkSuQmCC" width="800" />
+</center>
+</div>
+<div id="food-production-unit-level" class="section level3">
+<h3><em>Food production unit level</em></h3>
+For the calculation of the water availability, a similar method was used. Runoff aggregated into food production units (FPUs; <a href="https://doi.org/10.1088/1748-9326/5/3/034006">Kummu, Ward, de Moel, & Varis, 2010</a>) was adjusted to account for domestic and industrial water uses, environmental limitations on water extraction and to reproduce <a href="https://doi.org/10.1073/pnas.1222474110">Elliott et al. (2014)</a> in a baseline year of 2010.
+<center>
+<img 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" width="800" />
+</center>
+<p><em>Map representing the food production unit (FPU) level. Legend describing the ID of each FPU</em></p>
+</div>
+</div>
+<div id="MODULAR" class="section level2">
+<h2>MODULAR STRUCTURE</h2>
+<p>Over the years, various components of the PLUM framework have been replaced by expert models developed outside PLUM, which be used either as stand-alone models or within the PLUM framework into the Land System Modular Model (LandSyMM).LandSyMM couples a dynamic global vegetation model (LPJ-GUESS; <a href="https://doi.org/10.5194/bg-11-2027-2014">Smith et al., (2014)</a>), a climate system emulator (IMOGEN; <a href="https://doi.org/10.5194/gmd-3-679-2010">Huntingford et al., (2010)</a>), and a socio-economic land-use model (PLUMv2; <a href="https://doi.org/10.5194/esd-5-117-2014">Rounsevell et al., (2014)</a>; <a href="https://doi.org/10.5194/esd-7-893-2016">Engström et al., (2016)</a>; <a href="https://doi.org/10.1111/gcb.14110">Alexander et al., (2018)</a>). Additionally, LandSyMM interacts with the Modified, Implicit, Directly Additive Demand System (MAIDADS; <a href="https://doi.org/10.1080/00036840701591361">Preckel et al., (2010)</a>; <a href="https://doi.org/10.1093/ajae/aay030">Gouel and Guimbard (2018)</a>) to capture the relationship at the country level between food demand and income.</p>
+<center>
+<img 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" 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+</center>
+<div id="LPJ-GUESS" class="section level3">
+<h3><em>LPJ-GUESS</em></h3>
+<p>A key aim of the coupled LPJ-GUESS and PLUMv2 modelled framework was to allow the feedback for land use change on climate as well as the climate impacts on land use, to be considered. The latter version of PLUM includes the LPJ-GUESS model output, simulating carbon, water, and crop and vegetation dynamics. LPJ-GUESS model includes nitrogen cycling and has been shown to realistically simulate yield responses to nitrogen and CO<sub>2</sub> fertilisation (<a href="https://d%20oi.org/10.5194/bg-12-2489-2015">Olin, Schurgers, et al., 2015</a>). LPJ-GUESS was used with four crop functional types (CFTs): winter-sown C3 cereals (TeWW), spring-sown C3 cereals (TeSW), C4 cereals (TeCo) and rice (TrRi) (<a href="https://doi.org/10.5194/esdd-6-1047-2015">Olin, Lindeskog, et al., 2015</a>). Potential yields under six alternative combi- nations of fertiliser and irrigation rates were determined. Three rates of fertilisation were considered: zero fertiliser, 200 and 1,000 kgN/ha, with each either rain-fed or fully irrigated with the potential heat units scheme for plant development (<a href="https://doi.org/10.5194/esdd-6-1047-2015">Olin, Lindeskog, et al., 2015</a>). The yields used by PLUMv2 were calculated as the product of the calibration factors and associated CFT yield output from LPJ-GUESS. The calibration factors guarantee the smooth transition from historical period to the future. While global totals are conserved in almost all cases, harmonization can produce notable differences at the regional scale.</p>
+<table class="table table-striped table-hover table-condensed" style="width: auto !important; margin-left: auto; margin-right: auto;">
+<thead>
+<tr>
+<th style="text-align:left;">
+PLUMv2 crop type
+</th>
+<th style="text-align:left;">
+FAOSTAT crop type
+</th>
+<th style="text-align:left;">
+LPJ-GUESS crop type Cereals
+</th>
+</tr>
+</thead>
+<tbody>
+<tr>
+<td style="text-align:left;">
+Cereals C3
+</td>
+<td style="text-align:left;">
+Wheat barley pats
+</td>
+<td style="text-align:left;">
+Higher of TeSW or TeWW for each grid cell
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+Cereals C4
+</td>
+<td style="text-align:left;">
+Maize Millet Sorghum
+</td>
+<td style="text-align:left;">
+TecO
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+Rice
+</td>
+<td style="text-align:left;">
+Rice paddy
+</td>
+<td style="text-align:left;">
+TrRi
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+Oil crops
+</td>
+<td style="text-align:left;">
+Oil crops primary
+</td>
+<td style="text-align:left;">
+Higher of TeSW or TeWW for each grid cell
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+Pulses
+</td>
+<td style="text-align:left;">
+Pulses total
+</td>
+<td style="text-align:left;">
+TeSW
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+Starchy roots
+</td>
+<td style="text-align:left;">
+Roots and tubers total
+</td>
+<td style="text-align:left;">
+TeSW
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+Energy crops
+</td>
+<td style="text-align:left;">
+Miscanthus*
+</td>
+<td style="text-align:left;">
+TeCo
+</td>
+</tr>
+</tbody>
+</table>
+<p>*from the Biofuel Ecophysiological Traits and Yields Database (LeBauer et al., 2010)</p>
+</div>
+<div id="IMOGEN" class="section level3">
+<h3><em>IMOGEN</em></h3>
+<p>The IMOGEN system is designed to undertake global and regional assessment of climate change impacts on the physical and biogeochemical behaviour of the land surface. It operates with a range of CO<sub>2</sub> emission or concentration scenarios (plus pathways in non-CO<sub>2</sub> atmospheric greenhouse gas concentrations). An IMOGEN simulation representing, for instance, years 1860 (pre-industrial) to 2100 can be completed in only a couple of days on a fast single processor. The IMOGEN system is related to PLUMv2 through an emulator enabling the account for feedback between vegetation systems (LPJ-GUESS) and the climate system (on-going development).</p>
+</div>
+<div id="MAIDADS" class="section level3">
+<h3><em>MAIDADS</em></h3>
+<p>MAIDADS is designed to capture consumer preferences across a wide range of expenditure levels.It captures the nonlinearity of the relationship between food demand and income. This model is applied to the 1996 International Consumption Project data. As these data span a wide range of expenditure levels, MAIDADS offers a viable alternative to the estimation of a “global demand system.†In the context of PLUM, the MAIDADS system uses income levels, food prices and empirically-estimated price and income elasticities to estimate subsistence and discretionary consumption levels.</p>
+</div>
+</div>
+</div>
+<div id="COMPONENTS" class="section level1">
+<h1><strong>MODEL COMPONENTS</strong></h1>
+<div class="figure">
+<img src="data:image/png;base64,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" alt="LandSyMM structural overview. The focus of the schematic is on the cross-scale interactions between models (PLUMv2 interactions with LPJ-GUESS, IMOGEN and MAIDADS) and the embodied interactions between the country- and world-level calculations for each time step of the model. GDP: Gross Domestic Product; RCPs: representative concentration pathways; SSPs: shared socio-economic pathways; CO2: carbon dioxide" />
+<p class="caption">LandSyMM structural overview. The focus of the schematic is on the cross-scale interactions between models (PLUMv2 interactions with LPJ-GUESS, IMOGEN and MAIDADS) and the embodied interactions between the country- and world-level calculations for each time step of the model. GDP: Gross Domestic Product; RCPs: representative concentration pathways; SSPs: shared socio-economic pathways; CO<sub>2</sub>: carbon dioxide</p>
+</div>
+<div id="CLIMATE" class="section level2">
+<h2>THE CLIMATE SYSTEM</h2>
+<div id="climate-temperature-co2-forcing" class="section level3">
+<h3><em>Climate, temperature, CO<sub>2</sub> forcing</em></h3>
+<p>The <a href="#BASELINE">RCP</a> scenarios are used indirectly by PLUMv2 via the <a href="#LPJ-GUESS">LPJ-GUESS</a>. LPJ-GUESS used the climate input from the fifth Coupled Model Intercomparison Project (CMIP5; <a href="https://doi.org/10.1175/BAMS-D-11-00094.1">Taylor et al., 2012</a>) outputs of the IPSL-CM5A-MR climate model (<a href="https://doi.org/10.1007/s00382-012-1636-1">Dufresne et al., 2013</a>). The CMIP5 runs includes land use change but not yet the trajectories output by PLUM. As the models are not climate coupled yet but rather use offline forcings, PLUMv2 results do not consider the effects of simulated land use change on climate. At the moment, PLUMv2 uses just one climate model, and as such the only uncertainty explored in this work is uncertainty related to scenario choice.</p>
+</div>
+<div id="water-availability" class="section level3">
+<h3><em>Water availability</em></h3>
+<p>See section <a href="#VEGETATION">Water availability for irrigation</a> for more details.</p>
+</div>
+</div>
+<div id="VEGETATION" class="section level2">
+<h2>THE VEGETATION SYSTEM</h2>
+<div id="yield-response" class="section level3">
+<h3><em>Yield response</em></h3>
+<p>Crop yields from LPJ-GUESS output (after harmonisation with FAO yield, see <a href="#LPJ-GUESS">LPJ-GUESS</a> for more details) is updated to match the climate at the location and time considered. LPJ-GUESS output provides yield potentials at different levels of irrigation and nitrogen fertilisation. For each location, the yield is calculated annually as a function of the fertiliser rate (0, 200 or 1000 kg of nitrogen per hectare), irrigation rate and management intensity. An exponential interpolation is used to estimate the yield response to fertiliser between the value given by LPJ-GUESS. The <a href="#GAMS">GAMS</a> section of the model optimises the level of nitrogen fertiliser, of irrigation and of other management intensities (such as mechanisation level, pesticide application, potassium fertiliser application) to apply to each crop at each location and to calculate the associated yield response.</p>
+</div>
+<div id="water-availability-for-irrigation" class="section level3">
+<h3><em>Water availability for irrigation</em></h3>
+<p>Changes were also made to the calculations of water demand and supply for crop plants (see <a href="https://doi.org/10.1046/j.1365-2486.2003.00569.x">Sitch et al. (2003)</a> for relation of demand and supply to plant water stress). The calculation of water supply (i.e., the amount of water that a plant could take up given current soil conditions and transpirative capacity) has been reworked. Previously, water supply was a linear function of modelled phenological stage (i.e., the current leaf area index divided by the maximum leaf area index, LAI, observed in the previous growing season). Water demand, on the other hand, is not a linear function of phenological stage. This sometimes resulted in water demand exceeding water supply even in moist soils and with evapotranspirative demand below the 5 mm day<sup>-1</sup> maximum plant transpiration rate (<a href="https://doi.org/10.1046/j.1365-2486.2003.00569.x">Sitch et al., 2003</a>). We replaced the direct linear dependence of crop plants’ water supply on phenological stage with a linear dependence on the ratio of wdemand (today’s water demand) to wdemand_leafon (what wdemand would be if today’s plants had the highest LAI recently observed for this CFT in this grid cell). Maximum observed crop LAI was updated daily instead of at the end of each year, to ensure that the wdemand ≤ wdemand_leafon.<br />
+The calculated water availability is aggregated from the grid cell runoff from LPJ-GUESS into <a href="#SPATIAL">‘Food Production Units’</a>, and the amount for drinking and industry is removed, and then a proportion of the left amount is to be used for irrigation.</p>
+</div>
+<div id="livestock-feed" class="section level3">
+<h3><em>Livestock feed</em></h3>
+<p>All quantities (e.g. demand and trade amounts) for animal products were represented in dry matter feed equivalents based on feed conversion ratios <a href="https://doi.org/10.1016/j.gloenvcha.2016.09.005">(Alexander et al., 2016)</a>. PLUM calculates the demand for food crops both for human consumption and feed for monogastric livestock, plus any ruminants not raised on pasture. The composition of the livestock feed in PLUMv2 is assumed elastic. The proportion of which crop types are used as feed is flexible depending on the fluctuations of crop prices (depending on changes of demand and production of individual crops).</p>
+</div>
+<div id="energy-crops" class="section level3">
+<h3><em>Energy crops</em></h3>
+<p>Demand for dedicated bioenergy crops such as <em>Miscanthus</em> is specified according to the SSP2 scenario from the MESSAGE-GLOBIOM model; demand for bioenergy from food crops is specified to double from 2010 by 2030 and thereafter remain constant. The</p>
+</div>
+</div>
+<div id="LANDUSE" class="section level2">
+<h2>THE LAND USE SYSTEM</h2>
+<div id="baseline-from-historical-data" class="section level3">
+<h3><em>Baseline from historical data</em></h3>
+<p>Historical land use areas (cropland and pasture fractions), irrigation, manure application rates, crop distributions and synthetic nitrogen fertiliser application levels are exogenous input into PLUMv2 (see <a href="#BASELINE2010">State of the world in 2010</a> for more details). These parameters are provided from the <a href="#LPJ-GUESS">LPJ-GUESS</a> run outputs.</p>
+</div>
+<div id="land-use-optimisation" class="section level3">
+<h3><em>Land use optimisation</em></h3>
+<p>Within any PLUMv2 runs, for each country and time step, the agricultural land use and level of imports or exports were determined through a least-cost optimisation that meets the national demands for food commodities. For example, an increased national demand for a commodity can be met in three ways increasing the land area for growing associated crops; increasing the levels of inputs to achieve higher yields, that is, intensification; or increasing the level of net imports, that is, reducing exports or increasing imports.</p>
+</div>
+<div id="CLUSTER" class="section level3">
+<h3><em>Land use clustering</em></h3>
+<p>To reduce computational requirements while retaining spatial accuracy, similar (in terms of land cover, climate, crop yield, fertiliser and irrigation levels) but potentially non-contiguous grid cells within a country were grouped into clusters. The <a href="#SPATIAL">cluster level</a> is used for the optimisation calculations. The cluster method is explained in <a href="https://10.1111/gcb.14110">Alexander et al, (2018)</a>. A K-mean clustering approach <a href="https://www.cs.cmu.edu/~bhiksha/courses/mlsp.fall2010/class14/macqueen.pdf">(Macqueen, 1967)</a> was used with randomly initialised centroid clusters for each country. The resulting number of clusters in each country was dependent on the size and homogeneity, for example, 176 in the USA and 140 in Russia. PLUMv2 used around 3,400 clusters globally, with a mean cluster size of 3.5 Mha.</p>
+</div>
+</div>
+<div id="DIET" class="section level2">
+<h2>HUMAN DIET, NUTRITION AND CONSUMPTION</h2>
+<p>Within the PLUMv2, the dietary requirement of each country is determined based on <a href="#MAIDADS">MAIDADS</a> data and recalculated for each time step. The dietary requirement are updated to include the food waste level which represent a global average food waste at the household level of be 12 % and so, the food-supply target was set to a minimum of2635 kcal cap<sup>-1</sup> d<sup>-1</sup> on average per country (instead of the daily dietary energy requirement of 2350 kcal cap<sup>-1</sup> d<sup>-1</sup>) (<a href="https://10.1371/journal.pone.0194695">Henry et al., 2018</a>).</p>
+</div>
+<div id="MARKET" class="section level2">
+<h2>INTERNATIONAL AND DOMESTIC MARKET</h2>
+<div id="demand-projection" class="section level3">
+<h3><em>Demand projection</em></h3>
+<p>Demand is satisfied at the country level by either domestic production or imports. The balance between imports and exports of each commodity is determined mainly by considering commodity prices, management costs (fertiliser, irrigation, land conversion), and changing <a href="LPJ-GUESS">LPJ-GUESS</a> simulated crop productivity due to climate change and CO<sub>2</sub> under a range of management intensity (irrigation/fertilisation levels). The demand per capita for a commodity is given as:</p>
+<p><span class="math display">\[ demand\_pc= \frac{f(l_t)}{f(l_{t0})} . (observed_{t0}.\Delta - f(l_{t0}). (1-\Delta)) \\ \Delta = e^{(z.(l_t-l_{t0})/l_{t0})} \\ z = \frac{ln(\textrm{assumed_closure_rate})}{gdp\_rate\_change}\]</span> where f(x) is the best-fit log-linear regression function of demand for that commodity at an income per capita, l<sub>t</sub> and l<sub>t0</sub> are the incomes per capita, respectively, at time t, and the baseline t<sub>0</sub>. observed<sub>t0</sub> is the commodity demand in the baseline year. a is the dietary closure parameter, with 0 indicating no convergence in global diets. The parameters were determined from a scenario assumption of the rate of closure to global dietary patterns given an increase in GDP.<br />
+See for name and description of <a href="#PARAMETERS">Parameters</a>, <a href="#INDICES">Indices</a>, <a href="#VARIABLES">Variables</a>.</p>
+</div>
+<div id="unit-land-use-costs-and-productivity" class="section level3">
+<h3><em>Unit land use costs and productivity</em></h3>
+<p>For each grid cell, the cost of changing land cover is calculated and productivity is derived from the <a href="#VEGETATION">yield response</a>. <span class="math display">\[ lu\_unit\_cost_{i.j} = base\_lu_\_cost_j + f\_cost_j * f_{i.,j} * f\_max + m\_cost_j * m_{i,j} \\ + w\_cost +w\_cost\_index_i * w\_max_{i,j} * irrigation\_eff\]</span> See for name and description of <a href="#INPUTS">Parameters, Indices, Variables</a>.</p>
+</div>
+<div id="demand-constraints" class="section level3">
+<h3><em>Demand constraints</em></h3>
+<p>For each country, the <a href="#COMMODITY">commodity</a> supply and demand is constrained by the production area, the yield and for some commodities the <a href="#VEGETATION">animal feed</a> availability (export, import). For instance, the net supply of a commodity is calculated by the total production of the country of this commodity (yield*area) minus the feed (if the commodity considered is used for animal feed) plus the import and minus the export of the commodity. The demand of cereal crops is set superior or equal to the sum of the net supply of each cereal commodity. The change rate of demand is also limited for every time step of the model (see <a href="#CONSTRAINTS">contraints</a>).</p>
+</div>
+<div id="international-importexport-constraints" class="section level3">
+<h3><em>International import/export constraints</em></h3>
+<p>At the country level, the import of each commodity minus their export is set inferior to the <a href="#CONSTRAINTS">maximum net import parameter</a> (parameter to be set initially) and superior to the minimum net import parameter (parameter to be set initially). The import and export of pasture is set to zero.</p>
+</div>
+<div id="other-constraints" class="section level3">
+<h3><em>Other constraints</em></h3>
+<p>At the country level, the irrigation water is constrained by the available water for the country at the <a href="#SPATIAL">food production unit</a>. Only suitable areas can be allocated to food or feed production or pasture.</p>
+</div>
+<div id="model-optimisation" class="section level3">
+<h3><em>Model optimisation</em></h3>
+<p>PLUM is based on least-cost optimization principles by adjusting commodity prices instead of assuming market equilibrium, allowing short-term over- and undersupply of commodities relative to demand (rather than assuming market equilibrium in every year). Instead, the model is implemented to minimise the total country cost and the function of optimisation is given by:</p>
+<p><span class="math display">\[ Total\ country\ cost = \sum_i \sum_j=cost\ area_{i,j} * lu_{unit_{cost\ i,j}} + \\ \sum_i \sum_l lc\_change_{i,l}*lc\_change\_unit\_cost_l+\\ \sum_kimport_k*import\_pc_k-\sum_kexport_k*export\_pc_k \]</span> Where lc_change is calculated for natural area, crop area and pasture area per country.</p>
+</div>
+<div id="international-market-price-adjustment" class="section level3">
+<h3><em>International market price adjustment</em></h3>
+<p>The international export price (export_pc<sub>k,t</sub>) of a commodity k at time t, is given by:</p>
+<p><span class="math display">\[ export\_pc_{k.t} = export\_pc_{k,t-1}*e^{frac{z_{k,t-1}{$\lambda}}} \]</span> Where z<sub>k,t</sub> is the excess demand normalised by the number of market participants at time t-1 and $is the parameter controlling the rate of market adjustment to market signals (set at 0.3).</p>
+<p>The quantity of each commodity available for import is dependent on the global export at time t but is also reduced by a factor of transport losses rate.</p>
+<p>The import price of each commodity is calculated at every time step from the international export price and accounts for transport losses, and import tariff. The import tariff can be set to simulate policy measures.</p>
+<p>The calculations of domestic price has been updated to:</p>
+</div>
+<div id="trade-barriers-and-market-distorsions" class="section level3">
+<h3><em>Trade barriers and market distorsions</em></h3>
+To better represent the real market dynamics, PLUMv2 considers existing trade barriers for importation of commodities. Trade barriers implemented are based on by country MFN weighted average in percentage for food, from World for 2010 from <a href="https://wits.worldbank.org">World Integrated Trade Solution</a> and were reallocated to fit the PLUMv2 geopolitical country limits. Within PLUMv2, the trade barriers are used within the import price calculations (trade barriers is refered as import tariff in this case) and to create trade maps. Market distorsions is optional in PLUMv2 and even if it is implemented, it is not yet used.
+<center>
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width="800" />
+</center>
+</div>
+</div>
+<div id="SCENARIO" class="section level2">
+<h2>SCENARIOS</h2>
+<p>The term scenario is used at a different level of the PLUM model. It can represent:</p>
+<ul>
+<li>The <a href="#BASELINE">RCP</a> scenarios which drive the variations over time of greenhouse gas atmospheric concentration, CO<sub>2</sub> forcing</li>
+<li>The <a href="#BASELINE">SSP</a> scenarios which drive the variations over time for each country of their gross domestic product, their population and their diet.</li>
+<li>The scenario that will set the scene or storyline of the model run</li>
+</ul>
+<p>The lastest is described in this section and required to be adapted to each case and focus on the research questions of the model user.</p>
+<div id="shocks-scenarios" class="section level3">
+<h3><em>Shocks scenarios</em></h3>
+<p><strong>Yield shocks</strong><br />
+The yield shocks methodology was applied to PLUMv2 by Rosyln Henry (in review, Henry et al.) and is based on the work of <a href="https://doi.org/10.1038/s41893-018-0210-1">Cottrell et al., 2019</a>. The concept of this scenario is to shock the yield capacity of some crops within some countries over time. The shocks are mainly driven in the real world by geopolitical and extreme-weather events (e.i. flood, drought, locust infection, plant disease or conflicts). The frequency of these events are increasing due to climate change and it is essential to integrate this component into the model for climate change impacts assessment. However, yield shocks are not randomly spread spatially or temporally over the globe, some regions are shock hotspots, exposed frequently to shocks across multiple sectors. The PLUMv2 yield shock scenario is based on historical data to estimate the probability and magnitude of the yield shocks for each country from 1970 to 2010. These parameters are implemented into PLUMv2 as an option. The yield shock is focusing on crop yield but has consequences over the whole food systems through the livestock feed supply/demand.</p>
+<p><strong>Market shocks (tariff barriers and subsidies)</strong><br />
+Scenarios have been created (in review, Warren et al.) to represent a range of shocks including market shocks, diet changes, farming shock described below. These shocks are driven in the real world by speculation, price spike, tax barrier policies, geopolitical tensions.</p>
+<p><strong>Diet changes</strong><br />
+Diet change due to increase of income, development of a country or an environmental trend, can have a major impact for the food system and its resilience to future shocks. A scenario was created to implement the potential switch from animal based protein to more plant based protein is the diet of some countries.</p>
+<p><strong>Farming shocks</strong><br />
+Darming in the major exporter of agricultural commodities is more and more mordernised and a scenarion was created to assess the impacts on the food system and the climate of a major incident which would reduce this modernisation dramatically such as a cyber attack. The crops yield and cost of production in this scenario is impacted for a shorrt period of time (2 years) and the whole agricultural sector is reset to 2010 modern tools from then.</p>
+<p><strong>Income shocks</strong><br />
+An infinity of scenarios could be created to predict specific projection possibilities. The newly explored range of shocks is the income shocks. During the beginning of the Coronavirus pandemy, policy choices and food system resilience enabled to maintain food security within most of the country around the world and avoid food price spikes. However. the average income reduced rapidly and changed the percentage of the subsidence and discretionary income household spent for food and their diet choice.</p>
+</div>
+<div id="mitigation-and-adaptation-policies" class="section level3">
+<h3><em>Mitigation and adaptation policies</em></h3>
+<p><strong>Climate change mitigation</strong><br />
+The PLUMv2 enables the implementation of climate change mitigation policy which can influence the land use of the country or a group of countries.</p>
+<p><strong>Impacts on biodiversity</strong><br />
+To assess the impact of the food systems changes on biodiversity, it is possible within the PLUMv2 to implement a land use conversion from natural land and “protected areas†into agricultural land within a specific maximum rate every year. The protected areas are defined from the World Database on Protected Areas (WDPA; <a href="https://www.iucn.org/theme/protected-areas/our-work/world-database-protected-areas">IUCN & UNEP-WCMC, 2015</a>). Terrestrial protected areas with a WDPA status of “established,†specified on a 0.5° grid, were prevented from being converted to agricultural use. Moreover, some protected areas were created based on deforestation limitation policy such as China’s National Forest Protection Program which was implemented with a maximum rate of deforestation of 1.1% of these areas (<a href="https://ideas.repec.org/p/mns/wpaper/wp201511.html">Ren et al., 2015</a>). The protected areas include the within the Conservation International hotspots, a set of 35 regions covering less than 3% of the Earth’s land area but containing half the world’s endemic plant species and over 40% of the world’s endemic vertebrate animal species (<a href="https://doi.org/10.1038/35002501">Myers et al., 2000</a>; <a href="https://press.uchicago.edu/ucp/books/book/distributed/H/bo3707156.html">Mittermeier et al., 2004</a>). Lost of these areas for agricultural land is a major risk of biodiversity loss.</p>
+</div>
+</div>
+<div id="UNCERTAINTIES" class="section level2">
+<h2>UNCERTAINTIES AND SENSITIVITY ANALYSIS</h2>
+<div id="parameters-uncertainty" class="section level3">
+<h3><em>Parameters uncertainty</em></h3>
+<p>The impact of parameter uncertainty on the historical model results was tested using a stochastic approach. Uniform distributions of <a href="#INPUTS">model parameters</a> were sampled over a range of 50% above and below the central parameter values using a Sobol sequence method with n = 50 (<a href="https://cran.r-project.%20org/web/packages/randtoolbox/randtoolbox.pdf">Chalaby, Dutang, Savicky, & Wuertz, 2015</a>). A benchmarking process was undertaken using the central parameter values compared to the widely used LUH2 data set (<a href="http://luh.umd.edu/">Hurtt, Chini, Frolking, et al., 2017</a>). The benchmarking results demonstrate that the model reproduces a net global expansion and intensification in the period 1970–2010 with a reasonable degree of accuracy (<a href="https://doi.org/10.1111/gcb.14110">Alexander et al., 2018</a>). However, various elements of uncertainty related to PLUM parameter values, global climate model selection, and model design remain to be explored.</p>
+</div>
+<div id="results-uncertainty-and-sensitivity-analysis" class="section level3">
+<h3><em>Results uncertainty and sensitivity analysis</em></h3>
+<p>Unlike similar modelling frameworks the PLUMv2 has rapid runtimes and thus allows for multiple model iterations to explore across parameter space within plausible uncertainty ranges (<a href="https://doi.org/%2010.1016/j.envsoft.2015.10.015">Engström et al., 2016</a>). The methodology used for this is the Monte Carlo approach. The Monte Carlo approach using the Sobol sequence sampling method can generate parameterisations that systematically explore joint parameter uncertainty space. Furthermore the sampled values are selected with respect to previously sampled values this avoids sample clustering or gaps and thus reduces sampling discrepancies. For instance, this method was used within the study published by <a href="https://doi.org/10.1371/journal.pone.0194695">Henry et al., 2018</a>. The Monte Carlo approach within PLUMv2 is based on three different type of distribution:</p>
+<ul>
+<li>Unique value: a file is feed tothe model with prescribed values for the model (ex: trade barriers)</li>
+<li>Uniform distribution: Parameters a and b are prescribed for a probability density function as below:</li>
+</ul>
+<p><span class="math display">\[
+\begin{cases} \frac{1}{b-a}\;for\;x\;\in[a.b] \\
+0\;otherwise \end{cases}
+\]</span></p>
+<ul>
+<li>Beta distribution: Parameters <span class="math inline">\(\alpha\)</span> and <span class="math inline">\(\beta\)</span> are prescribed for a probability density function as below:</li>
+</ul>
+<p><span class="math display">\[
+\begin{cases} \frac{x^{\alpha-1}(1-x^{\beta-1})}{B(\alpha,\beta)} \\
+where\;B(\alpha,\beta)=\frac{\Gamma(\alpha)\Gamma(\beta)}{\Gamma(\alpha)+\Gamma(\beta)} \\
+\Gamma\;is\;the\;Gamma\;function\;where\; \Gamma(n)=(n-1)! \end{cases}
+\]</span></p>
+</div>
+</div>
+<div id="amendments-to-the-model" class="section level2 tabset tabset-fade tabset-pills">
+<h2>AMENDMENTS TO THE MODEL</h2>
+<div id="DEV2020" class="section level3">
+<h3><em>2020</em></h3>
+<ul>
+<li>Updated the calculations for domestic price to better consider the consumer behaviour and role into food demand (see <a href="#MARKET">International market price adjustment</a> for more details)</li>
+<li>Updated versioning system for running PLUM on Eddie to allow to tag the results with the version of the model used</li>
+</ul>
+</div>
+<div id="DEV20190" class="section level3">
+<h3><em>2019</em></h3>
+<ul>
+<li>Addition of DEMAND_PRICE_IMPORT_AND_PROD_COST</li>
+</ul>
+</div>
+</div>
+</div>
+<div id="installation" class="section level1 tabset tabset-fade tabset-pills">
+<h1><strong>INSTALLATION</strong></h1>
+<div id="LAPTOP" class="section level2">
+<h2>INSTALLATION and RUNNING ON LAPTOP</h2>
+<div id="set-up" class="section level3">
+<h3><em>Set-up</em></h3>
+<ol style="list-style-type: decimal">
+<li><p>Install <a href="https://www.oracle.com/java/technologies/javase-downloads.html">Java JDK developer</a></p></li>
+<li><p>Install <a href="https://www.eclipse.org/">Eclipse</a></p></li>
+<li><p>Create GitLab account to access webpage: <a href="https://git.ecdf.ed.ac.uk/lul/plumv2" class="uri">https://git.ecdf.ed.ac.uk/lul/plumv2</a> and <a href="https://subscription.packtpub.com/book/application_development/9781783986842/2/ch02lvl1sec20/adding-your-ssh-key-to-gitlab">set up SSH key</a></p></li>
+<li><p>Download PLUMv2 directory or link GitLab in Eclipse: File> import> add HTTP key from your GitLab account and add your UNN username and password. It should look like that in eclipse: <img src="data:image/png;base64,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" width="150" /></p></li>
+<li><p>Access EDDIE to download files output LPJ-GUESS</p></li>
+</ol>
+<ol style="list-style-type: lower-alpha">
+<li>To access EDDIE with the University of Edinburgh read this <a href="https://www.wiki.ed.ac.uk/pages/viewpage.action?spaceKey=ResearchServices&title=Quickstart">instructions</a></li>
+<li>Download VPN system <a href="https://www.ed.ac.uk/information-services/computing/desktop-personal/vpn/forticlient-vpn/forticlient-vpn-windows">Forticlient</a></li>
+<li>In MobaXterm run:</li>
+</ol>
+<div class="sourceCode" id="cb1"><pre class="sourceCode r"><code class="sourceCode r"><a class="sourceLine" id="cb1-1" title="1">ssh <span class="op"><</span>YOUR UUN<span class="op">></span><span class="er">@</span>eddie.ecdf.ed.ac.uk</a></code></pre></div>
+<p>and fill your UNiversity password d) Then export file to your own machine: /exports/csce/eddie/geos/groups/LURG/models/PLUM/LPJ/LPJGPLUM_remap6p7_20190225/60.tar.gz e) Attention issues can be prompt due to permission access restrictions in this case: Contact IT team (require Peter Alexander authorisation) f) Add to a separate folder than PLUM folder g) Find file debug_config.properties in PLUM folder and change path for YIELD_DIR to this folder path</p>
+<ol start="6" style="list-style-type: decimal">
+<li>Install GAMS version 27.4 (DC11948), ask the GAMS provider the <a href="https://docs.google.com/forms/d/e/1FAIpQLSe1KrnCpvC-PbVy3ibDZv4Xb-g8mXtXVTmEvT1-5g9TWmFweQ/viewform">specific version</a> or get the .exe file.</li>
+<li>Then in eclipse, right click on Project> property> libraries> add external jars> C:64\24.7.jar. For detailed instructions of the <a href="https://www.gams.com/latest/docs/API_JAVA_TUTORIAL.html">process</a></li>
+<li>In eclipse, build the project: File>export> General>Ant buildfiles> next> un-check “create target to compile project using Eclipse compilerâ€> Finish</li>
+<li>In eclipse: Fix build path: right click on project> properties>build path> apply</li>
+</ol>
+</div>
+<div id="calibration-run" class="section level3">
+<h3><em>Calibration run</em></h3>
+<p>First you need to run a calibration run (year 2010) and create the clusters level (cluster.asc). The clustering function enables the grouping of grid cells (0.5 degree) within a country with similar properties (fertiliser, irrigation, crop yield response) which will evolve the same way over the years. This step is essential to speed up the whole process and can be done once as an initial calibration run and will not need to be run again because the code will use the cluster file map as canvas.</p>
+<ol style="list-style-type: decimal">
+<li>Change on the properties file: debug_config.properties in the main folder of plum:</li>
+</ol>
+<div class="sourceCode" id="cb2"><pre class="sourceCode r"><code class="sourceCode r"><a class="sourceLine" id="cb2-1" title="1">IS_CALIBRATION_RUN =<span class="st"> </span>true </a>
+<a class="sourceLine" id="cb2-2" title="2">GENERATE_NEW_YIELD_CLUSTERS =<span class="st"> </span>true</a></code></pre></div>
+<ol start="2" style="list-style-type: decimal">
+<li>Run Plumv2 application in eclipse (chose MainModel)</li>
+<li>Open log.txt file in main PLUm directory and search for “exception†which will guide you toward any error in the run (see <a href="#ERRORS">HELP WITH SOME POTENTIAL ERRORS</a>)</li>
+</ol>
+</div>
+<div id="final-step-run-the-model" class="section level3">
+<h3><em>Final step: run the model</em></h3>
+<ol style="list-style-type: decimal">
+<li>Change debug_config.properties file:</li>
+</ol>
+<div class="sourceCode" id="cb3"><pre class="sourceCode r"><code class="sourceCode r"><a class="sourceLine" id="cb3-1" title="1">BASE_DIR=C<span class="op">:</span><span class="er">/</span>Users<span class="op">/</span>jmaire<span class="op">/</span>Development<span class="op">/</span>plumv2 <span class="co">## this specifies where the cluster can find the plum model</span></a>
+<a class="sourceLine" id="cb3-2" title="2">OUTPUT_DIR=C<span class="op">:</span><span class="er">/</span>Users<span class="op">/</span>jmaire<span class="op">/</span>Development<span class="op">/</span>plumv2<span class="op">/</span>output</a>
+<a class="sourceLine" id="cb3-3" title="3">YIELD_DIR=C<span class="op">:</span><span class="er">/</span>Users<span class="op">/</span>jmaire<span class="op">/</span>Development<span class="op">/</span>LPJ<span class="op">-</span>GUESS<span class="op">/</span>rcp60 <span class="co">## this specifies where PLUM can find the LPJ yield data to use</span></a>
+<a class="sourceLine" id="cb3-4" title="4">YIELD_FILENAME=yield.out <span class="co">## need this so it doesn't use 'potential yield file'</span></a>
+<a class="sourceLine" id="cb3-5" title="5">DEBUG_LIMIT_COUNTRIES=false</a>
+<a class="sourceLine" id="cb3-6" title="6">DEBUG_COUNTRY_NAME=Mongolia</a>
+<a class="sourceLine" id="cb3-7" title="7">IS_CALIBRATION_RUN =<span class="st"> </span>false <span class="co">## was set at true</span></a>
+<a class="sourceLine" id="cb3-8" title="8">GENERATE_NEW_YIELD_CLUSTERS =<span class="st"> </span>false <span class="co">## was set at true</span></a>
+<a class="sourceLine" id="cb3-9" title="9">NUM_YIELD_CLUSTERS=<span class="dv">8000</span></a>
+<a class="sourceLine" id="cb3-10" title="10">SERIALIZED_LAND_USE_FILE=C<span class="op">:</span><span class="er">/</span>Users<span class="op">/</span>jmaire<span class="op">/</span>Development<span class="op">/</span>plumv2<span class="op">/</span>landUseRaster.ser <span class="co">## this specifies where PLUM can find the calibration run land use file to use 'c_newds_rh' is the calibration run folder</span></a>
+<a class="sourceLine" id="cb3-11" title="11">CLUSTERED_YIELD_FILE=<span class="er">/</span>C<span class="op">:</span><span class="er">/</span>Users<span class="op">/</span>jmaire<span class="op">/</span>Development<span class="op">/</span>plumv2<span class="op">/</span>cluster.asc <span class="co">## this specifies where PLUM can find the calibration run yield clusters file to use 'c_newds_rh' is the calibration run folder</span></a>
+<a class="sourceLine" id="cb3-12" title="12">END_TIMESTEP=<span class="dv">90</span> <span class="co">## this specifies how long to run the simulation for 90 year = up to 2100 ## was set at 0</span></a>
+<a class="sourceLine" id="cb3-13" title="13">TIMESTEP_SIZE=<span class="dv">10</span> <span class="co">## this specifies to run on an annual basis or decade basis</span></a>
+<a class="sourceLine" id="cb3-14" title="14">INTERPOLATE_OUTPUT_YEARS =<span class="st"> </span>false</a>
+<a class="sourceLine" id="cb3-15" title="15">CHANGE_YIELD_DATA_YEAR=false</a>
+<a class="sourceLine" id="cb3-16" title="16">ORIG_LEAST_COST_MIN=true <span class="co">## this says to use the least cost land use optimisation approach</span></a>
+<a class="sourceLine" id="cb3-17" title="17">DEBUG_JUST_DEMAND_OUTPUT=false <span class="co">## this says only run the demand part of PLUM</span></a>
+<a class="sourceLine" id="cb3-18" title="18">PRICE_ELASTIC_DEMAND=true <span class="co">## this says to use the demand system style of demand</span></a>
+<a class="sourceLine" id="cb3-19" title="19">GAMS_COUNTRY_TO_SAVE=Brazil</a>
+<a class="sourceLine" id="cb3-20" title="20">SSP_SCENARIO=SSP2_v9_<span class="dv">130325</span> <span class="co">## this specifies what SSP to use</span></a>
+<a class="sourceLine" id="cb3-21" title="21">DONT_REBASE_DEMAND=false</a>
+<a class="sourceLine" id="cb3-22" title="22">DEMAND_RECALC_MAX_ITERATIONS=<span class="dv">0</span></a></code></pre></div>
+<p>Attention change the comment symbol from <strong>## (R software)</strong> to <strong>// (java)</strong></p>
+</div>
+</div>
+<div id="EDDIE" class="section level2">
+<h2>RUNNING ON HIGH-PERFORMANCE COMPUTER</h2>
+<div id="running-plumv2-on-eddie" class="section level3">
+<h3>Running Plumv2 on EDDIE</h3>
+<p>Eddie is the available high-performance computing of the University of Edinburgh. See the University <a href="https://www.ed.ac.uk/information-services/research-support/research-computing/ecdf/high-performance-computing">webpage for details</a>.</p>
+<div id="log-on" class="section level4">
+<h4><strong>Log-on</strong></h4>
+<p>To access EDDIE with the University of Edinburgh read this <a href="https://www.wiki.ed.ac.uk/pages/viewpage.action?spaceKey=ResearchServices&title=Quickstart">instructions</a>. Then download VPN system <a href="https://www.ed.ac.uk/information-services/computing/desktop-personal/vpn/forticlient-vpn/forticlient-vpn-windows">Forticlient</a>. Finally, in MobaXterm (on Windowns) run:</p>
+<div class="sourceCode" id="cb4"><pre class="sourceCode r"><code class="sourceCode r"><a class="sourceLine" id="cb4-1" title="1">ssh <span class="op"><</span>YOUR UUN<span class="op">></span><span class="er">@</span>eddie.ecdf.ed.ac.uk</a></code></pre></div>
+<p>and fill your UNiversity password</p>
+</div>
+<div id="build-a-new-version" class="section level4">
+<h4><strong>Build a new version</strong></h4>
+<p>Go to PLUM dir</p>
+<div class="sourceCode" id="cb5"><pre class="sourceCode r"><code class="sourceCode r"><a class="sourceLine" id="cb5-1" title="1">cd <span class="op">/</span>exports<span class="op">/</span>csce<span class="op">/</span>eddie<span class="op">/</span>geos<span class="op">/</span>groups<span class="op">/</span>LURG<span class="op">/</span>models<span class="op">/</span>PLUM</a></code></pre></div>
+<p>Built a new version</p>
+<div class="sourceCode" id="cb6"><pre class="sourceCode r"><code class="sourceCode r"><a class="sourceLine" id="cb6-1" title="1">cd <span class="op">/</span>exports<span class="op">/</span>csce<span class="op">/</span>eddie<span class="op">/</span>geos<span class="op">/</span>groups<span class="op">/</span>LURG<span class="op">/</span>models<span class="op">/</span>PLUM<span class="op">/</span>plumv2</a>
+<a class="sourceLine" id="cb6-2" title="2">git pull</a>
+<a class="sourceLine" id="cb6-3" title="3">qsub <span class="op">-</span>N comp <span class="op">/</span>exports<span class="op">/</span>csce<span class="op">/</span>eddie<span class="op">/</span>geos<span class="op">/</span>groups<span class="op">/</span>LURG<span class="op">/</span>models<span class="op">/</span>PLUM<span class="op">/</span>plumv2<span class="op">/</span>scripts<span class="op">/</span>compilePlum.sh</a></code></pre></div>
+<p>Then check output directory /exports/csce/eddie/geos/groups/LURG/models/PLUM/output/qlogs to make sure no errors.</p>
+</div>
+<div id="change-your-build-link" class="section level4">
+<h4><strong>Change your build link</strong></h4>
+<div class="sourceCode" id="cb7"><pre class="sourceCode r"><code class="sourceCode r"><a class="sourceLine" id="cb7-1" title="1">cd <span class="op">/</span>exports<span class="op">/</span>csce<span class="op">/</span>eddie<span class="op">/</span>geos<span class="op">/</span>groups<span class="op">/</span>LURG<span class="op">/</span>models<span class="op">/</span>PLUM<span class="op">/</span>build</a>
+<a class="sourceLine" id="cb7-2" title="2">rm juliette</a>
+<a class="sourceLine" id="cb7-3" title="3">ln <span class="op">-</span>s <span class="dv">599</span><span class="op">+</span><span class="st"> </span>juliette</a></code></pre></div>
+</div>
+<div id="run-an-existing-build" class="section level4">
+<h4><strong>Run an existing build</strong></h4>
+<div class="sourceCode" id="cb8"><pre class="sourceCode r"><code class="sourceCode r"><a class="sourceLine" id="cb8-1" title="1">qsub <span class="op">-</span>hold_jid comp <span class="op">-</span>N calib2 <span class="op">/</span>exports<span class="op">/</span>csce<span class="op">/</span>eddie<span class="op">/</span>geos<span class="op">/</span>groups<span class="op">/</span>LURG<span class="op">/</span>models<span class="op">/</span>PLUM<span class="op">/</span>plumv2<span class="op">/</span>scripts<span class="op">/</span>runPlum.sh <span class="op">-</span>s aBuildToRun <span class="op">-</span>b latest</a></code></pre></div>
+<p>Where “aBuildToRun†would be directory in /exports/csce/eddie/geos/groups/LURG/models/PLUM/output/. It is required to run a into a specific folder for the calibration run and it might be necessary to run ScenarioRun first (<a href="#ENSEMBLE">Generate an ensemble</a>).</p>
+</div>
+<div id="ENSEMBLE" class="section level4">
+<h4><strong>Generate an ensemble</strong></h4>
+<p>To create a set of scenario to run as an ensemble for instance for a <a href="#MONTECARLO">Monte Carlo</a> set of scenarios, on your personal laptop run the R script MonteCarloStuff.R. Change <strong>line 86</strong> to your own directory. Adjust the csv file <strong>…/Plumv2/data/sims/ssp_params.csv</strong>. Then, run for example the following line in R.</p>
+<div class="sourceCode" id="cb9"><pre class="sourceCode r"><code class="sourceCode r"><a class="sourceLine" id="cb9-1" title="1"><span class="kw">generateScenarios</span> (<span class="st">"ssp_params.csv"</span>, <span class="st">"ssp_sims11.csv"</span>, <span class="dv">50</span>, <span class="dt">ensemblePrefix=</span><span class="st">"ssp11/"</span>)</a></code></pre></div>
+<p>If running the R script on a Windows computer, convert the created file using Notepad++ (not the same as notepad) and go to Edit > EOL conversion > Unix. Save the file. Ftp the created file <strong>/PLUM</strong> folder called in the example <strong>ssp_sims11.csv</strong> to Eddie.</p>
+</div>
+<div id="create-the-scenarios-for-an-ensemble" class="section level4">
+<h4><strong>Create the scenarios for an ensemble</strong></h4>
+<p>Check working directory is <strong>/exports/csce/eddie/geos/groups/LURG/models/PLUM</strong> using cd command . Check the <strong>/exports/csce/eddie/geos/groups/LURG/models/PLUM/output/common_properties</strong> file (that it is pointing toward the good calibration folder and the required time step). Calibration run is required (see <em>Calibration run</em> in <a href="#LAPTOP">Installation and running on laptop</a> or use the already available calibration. Create a folder in <strong>/exports/csce/eddie/geos/groups/LURG/models/PLUM/output</strong> with the same name as the ‘ensemblePrefix’ e.g. here that would be ‘ssp11’. Then run:</p>
+<div class="sourceCode" id="cb10"><pre class="sourceCode r"><code class="sourceCode r"><a class="sourceLine" id="cb10-1" title="1"><span class="op">/</span>exports<span class="op">/</span>csce<span class="op">/</span>eddie<span class="op">/</span>geos<span class="op">/</span>groups<span class="op">/</span>LURG<span class="op">/</span>models<span class="op">/</span>PLUM<span class="op">/</span>plumv2<span class="op">/</span>scripts<span class="op">/</span>createScenarios.sh ssp_sims11.csv <span class="op">-</span>O</a></code></pre></div>
+<p>“ssp_sims11.csv†in the case of this example.<br />
+If the directories exist it will not do anything unless you specify <strong>-O</strong>.<br />
+This script created the appropriate <strong>config.properties</strong> file within each sub folders.</p>
+</div>
+<div id="run-a-whole-ensemble" class="section level4">
+<h4><strong>Run a whole ensemble</strong></h4>
+<div class="sourceCode" id="cb11"><pre class="sourceCode r"><code class="sourceCode r"><a class="sourceLine" id="cb11-1" title="1"><span class="op">/</span>exports<span class="op">/</span>csce<span class="op">/</span>eddie<span class="op">/</span>geos<span class="op">/</span>groups<span class="op">/</span>LURG<span class="op">/</span>models<span class="op">/</span>PLUM<span class="op">/</span>plumv2<span class="op">/</span>scripts<span class="op">/</span>scheduleScenarios.sh <span class="op">-</span>t ssp_sims11.csv <span class="op">-</span>b latest</a></code></pre></div>
+<p>“ssp_sims11.csv†in the case of this example, <strong>-t</strong> = filename, <strong>-b</strong> = build, <strong>-p</strong> = prune (for details open scheduleScenarios.sh file in text editor)</p>
+</div>
+<div id="concatenate-results" class="section level4">
+<h4><strong>Concatenate results</strong></h4>
+<p>Check <strong>/exports/csce/eddie/geos/groups/LURG/models/PLUM/output/qlogs</strong> for information on the runs and use <strong>qstat</strong> to look at the statue of the runs (qw=queuing, r=running).</p>
+<p>Go to your ensemble directory</p>
+<div class="sourceCode" id="cb12"><pre class="sourceCode r"><code class="sourceCode r"><a class="sourceLine" id="cb12-1" title="1">cd <span class="op">/</span>exports<span class="op">/</span>csce<span class="op">/</span>eddie<span class="op">/</span>geos<span class="op">/</span>groups<span class="op">/</span>LURG<span class="op">/</span>models<span class="op">/</span>PLUM<span class="op">/</span>output<span class="op">/</span>ssp11<span class="op">/</span></a></code></pre></div>
+<p>Run concat script, to produce a file called lc_concat.txt</p>
+<div class="sourceCode" id="cb13"><pre class="sourceCode r"><code class="sourceCode r"><a class="sourceLine" id="cb13-1" title="1"><span class="op">/</span>exports<span class="op">/</span>csce<span class="op">/</span>eddie<span class="op">/</span>geos<span class="op">/</span>groups<span class="op">/</span>LURG<span class="op">/</span>models<span class="op">/</span>PLUM<span class="op">/</span>plumv2<span class="op">/</span>scripts<span class="op">/</span>concatOutputLc.sh ssp11<span class="op">/</span></a></code></pre></div>
+<p>Create the following files:</p>
+<ul>
+<li>country_demand_concat.txt</li>
+<li>country_opt_concat.txt</li>
+<li>domestic_concat.txt</li>
+<li>LandUseSummary.xlxs</li>
+<li>lc_concat.txt</li>
+<li>price_concat.txt</li>
+</ul>
+</div>
+<div id="check-log-file-for-errors" class="section level4">
+<h4><strong>Check log file for errors</strong></h4>
+<p>The log file written by PLUMv2 is call log.txt. On the eddie terminal type and change <strong>“ssp11â€</strong> with the name of the output folder created.:</p>
+<div class="sourceCode" id="cb14"><pre class="sourceCode r"><code class="sourceCode r"><a class="sourceLine" id="cb14-1" title="1">find <span class="op">-</span>O3 <span class="st">'/exports/csce/eddie/geos/groups/LURG/models/PLUM/output/ssp11/'</span> <span class="op">-</span>name <span class="st">"*log.txt"</span> <span class="op">-</span>exec grep <span class="op">-</span>i <span class="st">" Error"</span> <span class="st">'{}'</span> \; <span class="op">-</span>print</a>
+<a class="sourceLine" id="cb14-2" title="2">OR</a>
+<a class="sourceLine" id="cb14-3" title="3">find <span class="op">-</span>O3 <span class="st">'/exports/csce/eddie/geos/groups/LURG/models/PLUM/output/ssp11/'</span> <span class="op">-</span>name <span class="st">"*log.txt"</span> <span class="op">-</span>exec grep <span class="op">-</span>i <span class="st">" Critical"</span> <span class="st">'{}'</span> \; <span class="op">-</span>print</a></code></pre></div>
+</div>
+<div id="plot-results" class="section level4">
+<h4><strong>Plot results</strong></h4>
+<p>Get the concatenated results file (lc_concat.txt) and point ProcessClusterRes.R to it.</p>
+<p>To facilitate usage on the EDDIE. Add script folder to $PATH on EDDIE. In home directory find file .bash_profile. Open with the texte editor and changed the path to</p>
+<div class="sourceCode" id="cb15"><pre class="sourceCode r"><code class="sourceCode r"><a class="sourceLine" id="cb15-1" title="1">PATH=<span class="er">$</span>PATH<span class="op">:</span><span class="er">$</span>HOME<span class="op">/</span>bin<span class="op">:</span><span class="er">/</span>exports<span class="op">/</span>csce<span class="op">/</span>eddie<span class="op">/</span>geos<span class="op">/</span>groups<span class="op">/</span>LURG<span class="op">/</span>models<span class="op">/</span>gams<span class="op">/</span>gams24<span class="fl">.7</span>_linux_x64_<span class="dv">64</span>_sfx<span class="op">:</span><span class="er">/</span>exports<span class="op">/</span>csce<span class="op">/</span>eddie<span class="op">/</span>geos<span class="op">/</span>groups<span class="op">/</span>LURG<span class="op">/</span>models<span class="op">/</span>PLUM<span class="op">/</span>plumv2<span class="op">/</span>scripts</a></code></pre></div>
+</div>
+</div>
+<div id="creation-of-new-scenarios-shocks-storylines" class="section level3">
+<h3><em>Creation of new scenarios (shocks, storylines)</em></h3>
+<div id="general-instructions" class="section level4">
+<h4><strong>General instructions</strong></h4>
+<ol style="list-style-type: decimal">
+<li>Create a parameter distribution file. For each ensemble, need same parameters. Change parameter values according to required settings. For yield shocks include YIELD_SHOCKS_MULTIPLIER and set to 1 for same frequency of historic shocks, 2 for double the frequency etc. Set to 0 for no yield shocks. If you want to manually specify shocks then set to 0 and create a yield shock file manually in the run directories.</li>
+<li>Run the ‘MonteCarloStuff.R’ R script using parameter distribution file, this generates an ensemble list. Name the ensemble list file in the 2nd argument of the call to generateScenarios</li>
+</ol>
+<div class="sourceCode" id="cb16"><pre class="sourceCode r"><code class="sourceCode r"><a class="sourceLine" id="cb16-1" title="1"><span class="kw">generateScenarios</span>(nameOfParameterDistributionFile, NameofEnsembleListFile, </a>
+<a class="sourceLine" id="cb16-2" title="2"> NumberOfScenariosOfEachEnsemble, NameForEnsembleRuns<span class="op">/</span>FolderNameOnCluster)</a>
+<a class="sourceLine" id="cb16-3" title="3">E.G. <span class="kw">generateScenarios</span>(<span class="st">"params.csv"</span>, <span class="st">"ensembleRuns.csv"</span>, <span class="dv">5</span>, <span class="dt">ensemblePrefix=</span><span class="st">"ensembleRuns/"</span>)</a></code></pre></div>
+<ol start="2" style="list-style-type: decimal">
+<li>Open the ensemble list file using Notepad++ <strong>NOT excel</strong> and go to Edit > EOL conversion > Unix. Save the file.</li>
+<li>Add the ensemble list file to <strong>/exports/csce/eddie/geos/groups/LURG/models/PLUM/</strong> on the cluster.</li>
+<li>Make a folder in <strong>/exports/csce/eddie/geos/groups/LURG/models/PLUM/output</strong> with the same name as the ‘ensemblePrefix’ e.g. here that would be ‘ensembleRuns’</li>
+<li>On the cluster command line change your directory using</li>
+</ol>
+<div class="sourceCode" id="cb17"><pre class="sourceCode r"><code class="sourceCode r"><a class="sourceLine" id="cb17-1" title="1">cd <span class="op">/</span>exports<span class="op">/</span>csce<span class="op">/</span>eddie<span class="op">/</span>geos<span class="op">/</span>groups<span class="op">/</span>LURG<span class="op">/</span>models<span class="op">/</span>PLUM</a></code></pre></div>
+<ol start="6" style="list-style-type: decimal">
+<li>Check the common_properties file (<strong>/exports/csce/eddie/geos/groups/LURG/models/PLUM/output/</strong>) is pointing to the right calibration run, and the no. of timesteps.</li>
+<li>On the cluster command line submit</li>
+</ol>
+<div class="sourceCode" id="cb18"><pre class="sourceCode r"><code class="sourceCode r"><a class="sourceLine" id="cb18-1" title="1">qsub <span class="op">/</span>exports<span class="op">/</span>csce<span class="op">/</span>eddie<span class="op">/</span>geos<span class="op">/</span>groups<span class="op">/</span>LURG<span class="op">/</span>models<span class="op">/</span>PLUM<span class="op">/</span>plumv2<span class="op">/</span>scripts<span class="op">/</span>createScenarios.sh fc_trialrun.csv –ys1 –O</a></code></pre></div>
+<p><em>[note: when copy and paste, the formatting goes bad for –ys1 –O … its best ot retype the flags]</em></p>
+<p>This says run the createScenarios.sh script taking the ensemble list file and the –ys flag says setting yield shocks = TRUE if you don’t include the –ys flag it won’t create a yieldShocks.csv file in the directories for plum to use. Use flag –ys1 to make all the runs use the same shocks, otherwise the default is that between ensembles the shock files will differ. The –O flag says if scenarios already exist in the output directory then overwrite them.</p>
+<ul>
+<li>–ys1: single yieldshock.csv file for all the runs and all scenarios</li>
+<li>–ys: individual yieldshock.csv file per scenario (same between runs of same scenario)</li>
+<li>If want to use own created yieldshock.csv, run the createScenarios line without any –ys/-ys1. Then, copy and paste in own file to folders on cluster.</li>
+</ul>
+<ol start="8" style="list-style-type: decimal">
+<li>Check that your scenarios have been generated in the output directory. Check yieldShocks.csv are there if you specified they should be. (use Compare in Notepad ++)</li>
+</ol>
+<ul>
+<li>YIELD_SHOCK_MAGNIFIER: tells plum how big to make the shock. 1=as in yieldshock.csv; 2= double those in yieldshock.csv</li>
+<li>SHOCKS_FREQUENCY_MULTIPLIER: for shock file creation, the number of shocks/frequency.</li>
+</ul>
+<ol start="9" style="list-style-type: decimal">
+<li>On the cluster command line submit</li>
+</ol>
+<div class="sourceCode" id="cb19"><pre class="sourceCode r"><code class="sourceCode r"><a class="sourceLine" id="cb19-1" title="1"><span class="op">/</span>exports<span class="op">/</span>csce<span class="op">/</span>eddie<span class="op">/</span>geos<span class="op">/</span>groups<span class="op">/</span>LURG<span class="op">/</span>models<span class="op">/</span>PLUM<span class="op">/</span>plumv2<span class="op">/</span>scripts<span class="op">/</span>scheduleScenarios.sh <span class="op">-</span>t fc_trialrun.csv –b frances</a></code></pre></div>
+<ol start="10" style="list-style-type: decimal">
+<li>Check your runs are running using qstat, if they have failed check the qlogs directory in the output folder to see why</li>
+<li>Concatenate the output! Run this in command line of cluster, after cd to the directory where the run outputs are(i.e. fc_trailruns/).</li>
+</ol>
+<div class="sourceCode" id="cb20"><pre class="sourceCode r"><code class="sourceCode r"><a class="sourceLine" id="cb20-1" title="1"><span class="op">/</span>exports<span class="op">/</span>csce<span class="op">/</span>eddie<span class="op">/</span>geos<span class="op">/</span>groups<span class="op">/</span>LURG<span class="op">/</span>models<span class="op">/</span>PLUM<span class="op">/</span>roslyns_build_area<span class="op">/</span>plumv2<span class="op">/</span>scripts<span class="op">/</span>concatOutputLc.sh fc_trialruns<span class="op">/</span></a></code></pre></div>
+<p>This code gets all the output files for 2030,50, 100 including the geo-spatial land use information…good for make maps for comparisons. Run in command line of cluster:</p>
+<div class="sourceCode" id="cb21"><pre class="sourceCode r"><code class="sourceCode r"><a class="sourceLine" id="cb21-1" title="1">find <span class="op">-</span>O3 . <span class="op">-</span>name <span class="st">"2030"</span> <span class="op">-</span>o <span class="op">-</span>name <span class="st">"2050"</span> <span class="op">-</span>o <span class="op">-</span>name <span class="st">"2100"</span> <span class="op">|</span><span class="st"> </span>xargs tar <span class="op">-</span>czvf test.tar.gz</a></code></pre></div>
+<p>For maps, might only want the median run (s1):</p>
+<div class="sourceCode" id="cb22"><pre class="sourceCode r"><code class="sourceCode r"><a class="sourceLine" id="cb22-1" title="1">find <span class="op">-</span>O3 . <span class="op">-</span>name <span class="st">"2018"</span> <span class="op">-</span>o <span class="op">-</span>name <span class="st">"2100"</span> <span class="op">|</span><span class="st"> </span>grep <span class="st">'s1/'</span> <span class="op">|</span><span class="st"> </span>xargs tar <span class="op">-</span>czvf test.tar.gz</a></code></pre></div>
+</div>
+<div id="shocks-generation" class="section level4">
+<h4><strong>Shocks generation:</strong></h4>
+<p>This was set up originally with the SSPs in mind however can be manually modified to ignore that. It’s horrible code I’m afraid and should really be refactored! In the file ./data/shockProbabilities.csv. This specifies the likelihood of a certain shock occurring under an SSP. Default looks like this:</p>
+<table class="table table-striped table-hover table-condensed" style="width: auto !important; margin-left: auto; margin-right: auto;">
+<thead>
+<tr>
+<th style="text-align:left;">
+ssp
+</th>
+<th style="text-align:right;">
+protectionism
+</th>
+<th style="text-align:right;">
+automation
+</th>
+<th style="text-align:right;">
+diet
+</th>
+<th style="text-align:right;">
+climate
+</th>
+<th style="text-align:right;">
+cyber
+</th>
+<th style="text-align:right;">
+financial
+</th>
+</tr>
+</thead>
+<tbody>
+<tr>
+<td style="text-align:left;">
+SSP1
+</td>
+<td style="text-align:right;">
+0
+</td>
+<td style="text-align:right;">
+1
+</td>
+<td style="text-align:right;">
+0
+</td>
+<td style="text-align:right;">
+0
+</td>
+<td style="text-align:right;">
+0
+</td>
+<td style="text-align:right;">
+0
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+SSP2
+</td>
+<td style="text-align:right;">
+0
+</td>
+<td style="text-align:right;">
+1
+</td>
+<td style="text-align:right;">
+0
+</td>
+<td style="text-align:right;">
+0
+</td>
+<td style="text-align:right;">
+0
+</td>
+<td style="text-align:right;">
+0
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+SSP3
+</td>
+<td style="text-align:right;">
+0
+</td>
+<td style="text-align:right;">
+1
+</td>
+<td style="text-align:right;">
+0
+</td>
+<td style="text-align:right;">
+0
+</td>
+<td style="text-align:right;">
+0
+</td>
+<td style="text-align:right;">
+0
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+SSP4
+</td>
+<td style="text-align:right;">
+0
+</td>
+<td style="text-align:right;">
+1
+</td>
+<td style="text-align:right;">
+0
+</td>
+<td style="text-align:right;">
+0
+</td>
+<td style="text-align:right;">
+0
+</td>
+<td style="text-align:right;">
+0
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+SSP5
+</td>
+<td style="text-align:right;">
+0
+</td>
+<td style="text-align:right;">
+1
+</td>
+<td style="text-align:right;">
+0
+</td>
+<td style="text-align:right;">
+0
+</td>
+<td style="text-align:right;">
+0
+</td>
+<td style="text-align:right;">
+0
+</td>
+</tr>
+</tbody>
+</table>
+<p>However, if you want to set up an ensemble with just protectionism for example you can change it to this. When the createShocks script runs this will always generate a protectionism shock (assuming the parameter in the scenario table SHOCKS_POSSIBLE=TRUE).</p>
+<table class="table table-striped table-hover table-condensed" style="width: auto !important; margin-left: auto; margin-right: auto;">
+<thead>
+<tr>
+<th style="text-align:left;">
+ssp
+</th>
+<th style="text-align:right;">
+protectionism
+</th>
+<th style="text-align:right;">
+automation
+</th>
+<th style="text-align:right;">
+diet
+</th>
+<th style="text-align:right;">
+climate
+</th>
+<th style="text-align:right;">
+cyber
+</th>
+<th style="text-align:right;">
+financial
+</th>
+</tr>
+</thead>
+<tbody>
+<tr>
+<td style="text-align:left;">
+SSP1
+</td>
+<td style="text-align:right;">
+1
+</td>
+<td style="text-align:right;">
+0
+</td>
+<td style="text-align:right;">
+0
+</td>
+<td style="text-align:right;">
+0
+</td>
+<td style="text-align:right;">
+0
+</td>
+<td style="text-align:right;">
+0
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+SSP2
+</td>
+<td style="text-align:right;">
+1
+</td>
+<td style="text-align:right;">
+0
+</td>
+<td style="text-align:right;">
+0
+</td>
+<td style="text-align:right;">
+0
+</td>
+<td style="text-align:right;">
+0
+</td>
+<td style="text-align:right;">
+0
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+SSP3
+</td>
+<td style="text-align:right;">
+1
+</td>
+<td style="text-align:right;">
+0
+</td>
+<td style="text-align:right;">
+0
+</td>
+<td style="text-align:right;">
+0
+</td>
+<td style="text-align:right;">
+0
+</td>
+<td style="text-align:right;">
+0
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+SSP4
+</td>
+<td style="text-align:right;">
+1
+</td>
+<td style="text-align:right;">
+0
+</td>
+<td style="text-align:right;">
+0
+</td>
+<td style="text-align:right;">
+0
+</td>
+<td style="text-align:right;">
+0
+</td>
+<td style="text-align:right;">
+0
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+SSP5
+</td>
+<td style="text-align:right;">
+1
+</td>
+<td style="text-align:right;">
+0
+</td>
+<td style="text-align:right;">
+0
+</td>
+<td style="text-align:right;">
+0
+</td>
+<td style="text-align:right;">
+0
+</td>
+<td style="text-align:right;">
+0
+</td>
+</tr>
+</tbody>
+</table>
+<p>The file ./data/shockDistributions.csv has the parameter distributions that we discussed a long time ago about how big a parameter change is and whether the change under a given shock multiplies the existing parameter value or is added to it. So if the existing parameter value prior to the shock is 0.02 and the value pulled from the distribution is 2 then if multiplicative the new parameter value under the shock or by the end of the trend will be 0.04 and if additive then it will be 2.02. To create a shock ensemble for e.g. protectionism first set the ./data/shockProbabilities.csv table as above, with protectionism at 100% probability. Set up a params file as normal, see example paramsExample.csv. For the shock runs set SHOCKS_POSSIBLE=TRUE and set SHOCK_START_YEAR and SHOCK_END_YEAR. These three parameters trigger/are used in the script to generate a shocks file for a run. When running createScenarios.sh on cluster use the flag –s. e.g. createScenarios.sh trendRunsExample.csv –s This triggers the calling of the R script createShockFiles.R. This script creates two files in each run directory. ‘shocks.csv’ – this file contains parameter values for the parameters we are changing over time read in by PLUM. Each row is a year. E.g. the years prior to the shock will have the original parameter value and as shocks/trends are applied the value changes so PLUM knows to change the setting. ‘shocksRecord.csv’ – this file contains the shock value alone so the value that is applied in addition to the default value. This file isn’t used by PLUM it’s just to keep a record of the values that are being pulled from the distributions.</p>
+<p>This is all set up to generate shocks/trends from random distributions so two ‘protectionist’ runs will have different parameter values for the trends. I haven’t had time to change the R script so that it generates the same values across scenarios however you could alter the R script to do it in a similar way as createYieldShockMaps.R where it takes an argument from the command line. Alternatively if you wanted to do it quickly in the meantime you could change the distribution values in the shockDistributions.csv so that the min and max values are the same so it only ever pulls the same value for parameters.</p>
+</div>
+<div id="for-running-the-storylines" class="section level4">
+<h4><strong>For running the storylines</strong></h4>
+<p>Calibration run:</p>
+<div class="sourceCode" id="cb23"><pre class="sourceCode r"><code class="sourceCode r"><a class="sourceLine" id="cb23-1" title="1">qsub <span class="op">/</span>exports<span class="op">/</span>csce<span class="op">/</span>eddie<span class="op">/</span>geos<span class="op">/</span>groups<span class="op">/</span>LURG<span class="op">/</span>models<span class="op">/</span>PLUM<span class="op">/</span>plumv2<span class="op">/</span>scripts<span class="op">/</span>runPlum.sh <span class="op">-</span>s calib_fc <span class="op">-</span>b frances</a></code></pre></div>
+<p>Run this to check if fruitveg problem still there:</p>
+<div class="sourceCode" id="cb24"><pre class="sourceCode r"><code class="sourceCode r"><a class="sourceLine" id="cb24-1" title="1">qsub <span class="op">/</span>exports<span class="op">/</span>csce<span class="op">/</span>eddie<span class="op">/</span>geos<span class="op">/</span>groups<span class="op">/</span>LURG<span class="op">/</span>models<span class="op">/</span>PLUM<span class="op">/</span>plumv2<span class="op">/</span>scripts<span class="op">/</span>runPlum.sh <span class="op">-</span>s fc_STP1<span class="op">/</span>BAU_noshocks<span class="op">/</span>s1 <span class="op">-</span>b frances</a></code></pre></div>
+<ul>
+<li>STEP 1: Edit paramsExample.csv for the scenarios required</li>
+<li>STEP 2: Run the MonteCarloStuff.R on your PC to create *.csv file</li>
+<li>STEP 3: Copy the *.csv file to the cluster; amend shockProbabilities.csv file and run:</li>
+</ul>
+<div class="sourceCode" id="cb25"><pre class="sourceCode r"><code class="sourceCode r"><a class="sourceLine" id="cb25-1" title="1">createScenarios.sh <span class="op">*</span>.csv –s</a></code></pre></div>
+<ul>
+<li>STEP 4: Make additional changes to the shock.csv files within each folder of the generate output folder on the cluster.</li>
+<li>STEP 5: Run the scenarios on the cluster (after change the CD to PLUM):</li>
+</ul>
+<div class="sourceCode" id="cb26"><pre class="sourceCode r"><code class="sourceCode r"><a class="sourceLine" id="cb26-1" title="1"><span class="op">/</span>exports<span class="op">/</span>csce<span class="op">/</span>eddie<span class="op">/</span>geos<span class="op">/</span>groups<span class="op">/</span>LURG<span class="op">/</span>models<span class="op">/</span>PLUM<span class="op">/</span>plumv2<span class="op">/</span>scripts<span class="op">/</span>scheduleScenarios.sh <span class="op">-</span>t trendRunsExample.csv <span class="op">-</span>b frances</a></code></pre></div>
+</div>
+</div>
+</div>
+<div id="BASH" class="section level2">
+<h2>BASH USEFUL COMMANDS</h2>
+<p>Unix commands you can’t live without:</p>
+<ul>
+<li><strong>ls</strong>: list file and subfolder<br />
+</li>
+<li><strong>cd</strong>: change current working directory<br />
+</li>
+<li><strong>mkdir</strong>: create new directory<br />
+</li>
+<li><strong>rm</strong>: remove or unlink file<br />
+</li>
+<li><strong>grep</strong>: search the given files for lines containing a match to a given pattern list (find string within files)<br />
+</li>
+<li><strong>vi</strong>: to open text editor (modify a file). Migh prefer to use the command nano in stead</li>
+</ul>
+<p>Really useful:</p>
+<ul>
+<li><strong>history</strong>: print history list<br />
+</li>
+<li><strong>head</strong>: print the first part of files given to it via standard input<br />
+</li>
+<li><strong>tail</strong>: print the last part of files given to it via standard input<br />
+</li>
+<li><strong>cat</strong>: (short for “concatenate“) create single or multiple files, view contain of file, concatenate files and redirect output in terminal or files<br />
+</li>
+<li><strong>|</strong>: is vertasile, could mean pipe or it could mean a logical OR<br />
+</li>
+<li><strong>ln</strong>: create a hard link or a symbolic link (symlink) to an existing file or directory<br />
+</li>
+<li><strong>find</strong>: find a file or files. Can add filter or apply command to the select file(s). ($ find -name "*.js")<br />
+</li>
+<li><strong>xargs</strong>: reads streams of data from standard input, then generates and executes command lines; meaning it can take output of a command and passes it as argument of another command. If no command is specified, xargs executes echo by default<br />
+</li>
+<li><strong>df</strong>: (short for “disk freeâ€) display information related to file systems about total space and available space. If no file name is given, it displays the space available on all currently mounted file systems<br />
+</li>
+<li><strong>echo</strong>: display a line of text/string on standard output or a file or the value of a variable<br />
+</li>
+<li><strong>-N <name></strong>: if set after qsub, it gives an identifying name to the job</li>
+</ul>
+<p>Eddie scheduler:</p>
+<ul>
+<li><strong>qsub</strong>: submit a script by sending a Queue Job Request to a batch server<br />
+</li>
+<li><strong>qstat</strong>: request the status of jobs, queues, or a batch server<br />
+</li>
+<li><strong>qdel <job id></strong>: delete the called queueing job</li>
+</ul>
+</div>
+<div id="ERRORS" class="section level2">
+<h2>HELP WITH SOME POTENTIAL ERRORS</h2>
+<div id="on-your-laptop" class="section level4">
+<h4><strong>On your Laptop</strong></h4>
+<ol style="list-style-type: decimal">
+<li>Might need to change BASE_DIR path in debug_config.properties to:</li>
+</ol>
+<div class="sourceCode" id="cb27"><pre class="sourceCode r"><code class="sourceCode r"><a class="sourceLine" id="cb27-1" title="1">BASE_DIR=C<span class="op">:</span><span class="er">/</span>Users<span class="op">/</span>jmaire<span class="op">/</span>Development<span class="op">/</span>plumv2 </a></code></pre></div>
+<ol start="2" style="list-style-type: decimal">
+<li>If error can’t run any thing, run only Modelmain.java to set as main class file</li>
+<li>Remove error search marketplace for .csv follow <a href="https://stackoverflow.com/questions/39698357/disable-marketplace-from-eclipse">these instructions</a>: Windows>Preferences> add in files types> *.csv> add in associate editor Text editor>apply</li>
+<li>Set up home directory if not set-up in windows, follow <a href="https://stackoverflow.com/questions/19175089/eclipse-project-wide-error-warning-the-environment-variable-home-is-not-set-t">these instructions</a>, answer 6</li>
+<li>In windows> search>Edit the environment system variables>environment variables> edit path> add <a href="https://forum.gamsworld.org/viewtopic.php?t=9786">GAMS path: C:64\24.7</a> > restart eclipse as windows updates not always link to eclipse.</li>
+</ol>
+</div>
+<div id="on-eddie" class="section level4">
+<h4><strong>On Eddie</strong></h4>
+<ol style="list-style-type: decimal">
+<li>First scenario run will always use median parameter values from the distribution file.</li>
+<li>Currently uses Roslyn’s version of plum (roslyns_build_area)…bear in mind for the future when it might be changed to use Peter’s version (just changing the file path).</li>
+<li>If need to cancel a lot of runs, use this line… with first and last job numbers:</li>
+</ol>
+<div class="sourceCode" id="cb28"><pre class="sourceCode r"><code class="sourceCode r"><a class="sourceLine" id="cb28-1" title="1"><span class="op">/</span>exports<span class="op">/</span>csce<span class="op">/</span>eddie<span class="op">/</span>geos<span class="op">/</span>groups<span class="op">/</span>LURG<span class="op">/</span>models<span class="op">/</span>PLUM<span class="op">/</span>roslyns_build_area<span class="op">/</span>plumv2<span class="op">/</span>scripts<span class="op">/</span>stopRange.sh <span class="dv">2435600</span> <span class="dv">2435609</span></a></code></pre></div>
+<ol start="4" style="list-style-type: decimal">
+<li>Can change the ‘common_properties’ file before running the scenario creation, just remember to change back again. Also, double check the created config.properties file in case anything is amiss.</li>
+<li>For code on looking at the output, look at PLUMscripts/debugging.rmd from bitbucket.</li>
+</ol>
+</div>
+</div>
+</div>
+<div id="glossary" class="section level1 tabset tabset-fade tabset-pills">
+<h1><strong>GLOSSARY</strong></h1>
+<div id="acronyms" class="section level2">
+<h2>ACRONYMS</h2>
+<table class="table table-striped table-hover table-condensed" style="width: auto !important; margin-left: auto; margin-right: auto;">
+<thead>
+<tr>
+<th style="text-align:left;">
+Acronyms
+</th>
+<th style="text-align:left;">
+Definition
+</th>
+</tr>
+</thead>
+<tbody>
+<tr>
+<td style="text-align:left;">
+LUC
+</td>
+<td style="text-align:left;">
+Land Use Change
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+LULCC
+</td>
+<td style="text-align:left;">
+Land Use/Land Cover Change
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+BVOCs
+</td>
+<td style="text-align:left;">
+Biogenic Volatile Organic Compounds
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+PFTs
+</td>
+<td style="text-align:left;">
+Plant Function Types
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+CI
+</td>
+<td style="text-align:left;">
+Conservation International
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+IAM
+</td>
+<td style="text-align:left;">
+Integrated Assessment Model
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+DGVM
+</td>
+<td style="text-align:left;">
+Dynamic Global Vegetation Model
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+CGE
+</td>
+<td style="text-align:left;">
+Computable General Equilibrium = AGE (applied general equilibrium)
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+SSPs
+</td>
+<td style="text-align:left;">
+Shared Socio-Economic Pathways
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+SPAs
+</td>
+<td style="text-align:left;">
+Shared Climate Policy Assumptions
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+RCPs
+</td>
+<td style="text-align:left;">
+Representative Concentration Pathways
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+RAPs
+</td>
+<td style="text-align:left;">
+Representative Agricultural Pathways
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+BECCS
+</td>
+<td style="text-align:left;">
+Bioenergy Crop Production Combined With Carbon Capture And Sequestration
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+CDR
+</td>
+<td style="text-align:left;">
+Carbon Dioxide Removal
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+IAV
+</td>
+<td style="text-align:left;">
+Impacts, Adaptation, And Vulnerability
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+FPUs
+</td>
+<td style="text-align:left;">
+Food Production Units
+</td>
+</tr>
+</tbody>
+</table>
+</div>
+<div id="OTHERMODELS" class="section level2">
+<h2>MODELS NAMES</h2>
+<table class="table table-striped table-hover table-condensed" style="width: auto !important; margin-left: auto; margin-right: auto;">
+<thead>
+<tr>
+<th style="text-align:left;">
+Acronyms
+</th>
+<th style="text-align:left;">
+Definition
+</th>
+</tr>
+</thead>
+<tbody>
+<tr>
+<td style="text-align:left;">
+LPJ-GUESS
+</td>
+<td style="text-align:left;">
+Lund-Postdam-Jena General Ecosystem Simulator
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+LandSyMM
+</td>
+<td style="text-align:left;">
+Land System Modular Model
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+PLUM
+</td>
+<td style="text-align:left;">
+Parsimonious Land Use Model
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+CRAFTY
+</td>
+<td style="text-align:left;">
+Competition for Resources between Agent Functional Types
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+AIM/CGE
+</td>
+<td style="text-align:left;">
+Asia-Pacific Integrated Assessment/Computable General Equilibrium (Fujimori et al., 2014, 2016)
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+GCAM
+</td>
+<td style="text-align:left;">
+Global Change Assessment Model (Wise et al., 2014)
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+IMAGE
+</td>
+<td style="text-align:left;">
+Integrated Assessment of Global Environmental Change (Stehfest et al., 2014)
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+MESSAGE-GLOBIOM
+</td>
+<td style="text-align:left;">
+Coupled the energy model MESSAGE, the land use model GLOBIOM (Kindermann et al., 2006; HavlÃk et al., 2014; Riahi et al., 2012)
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+REMIND/MAgPIE
+</td>
+<td style="text-align:left;">
+Regional Model of Investments and Development/ Model of Agricultural Production and its Impact on the Environment (Popp et al., 2011, 2014)
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+LPJmL
+</td>
+<td style="text-align:left;">
+Lund-Postdam-Jena management land (global vegetation and hydrology model)
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+MAIDADS
+</td>
+<td style="text-align:left;">
+Modified, Implicit, Directly Additive Demand System (Preckel, Cranfield & Hertel (2010), Gouel and Guimbard 2018)
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+IMOGEN
+</td>
+<td style="text-align:left;">
+Intermediate complexity model to evaluate terrestrial impacts of a changing climate (Huntingford et al., 2010)
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+CLUMondo
+</td>
+<td style="text-align:left;">
+Conversion of Land Use change Mondo (Van Asselen and Verburg, 2013)
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+FARM
+</td>
+<td style="text-align:left;">
+Future Agricultural Resources Model(Nelson et al., 2014, Sands et al., 2014)
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+MAGNET
+</td>
+<td style="text-align:left;">
+Modular Applied GeNeral Equilibrium Tool (Van Meijl et al., 2006, Woltjer et al 2014)
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+CAPS
+</td>
+<td style="text-align:left;">
+(Meiyappan et al., 2014)
+</td>
+</tr>
+<tr>
+<td style="text-align:left;">
+LandSHIFT
+</td>
+<td style="text-align:left;">
+(Schaldach et al., 2011
+</td>
+</tr>
+</tbody>
+</table>
+</div>
+<div id="terminology" class="section level2">
+<h2>TERMINOLOGY</h2>
+<ul>
+<li><p><strong>CO<sub>2</sub> fertilisation</strong>: The speeding-up of photosynthesis, known as carbon dioxide (CO<sub>2</sub>) fertilisation, is well-known to be an important consequence of higher CO<sub>2</sub> concentrations in the atmosphere, along with increased water use efficiency. Under higher CO<sub>2</sub>, plants do not lose so much water through their leaves, so can be less impacted by drier conditions and can better utilise the nitrogen present in the soil which correspond to higher yield under similar fertiliser application regime.</p></li>
+<li><p><strong>Oligopolistic market</strong>: The primary idea behind an oligopolistic market (an oligopoly) is that a few companies rule over many in a particular market or industry, offering similar goods and services. Because of a limited number of players in an oligopolistic market, competition is limited, allowing every firm to operate successfully.</p></li>
+<li><p><strong>Monopsony power</strong>: A monopsony occurs when a firm has market power in employing factors of production (e.g. labour). A monopsony means there is one buyer and many sellers. It often refers to a monopsony employer – who has market power in hiring workers. This is a similar concept to monopoly where there is one seller and many buyers</p></li>
+<li><p><strong>Subsistence level</strong>: A level of income that provides only enough money for basic needs. In PLUMv2, the subsistence level is defined based on the income within the country.</p></li>
+<li><p><strong>Discretionary income</strong>: A level of income that provides enough money so there is an amount of an individual’s income that is left for spending, investing, or saving after paying taxes and paying for personal necessities, such as food, shelter, and clothing. In PLUMv2, the discretionary level of income is calculated based on the income and the commodity prices in the international market.</p></li>
+<li><p><strong>Markup</strong>: Price markup is the difference between the selling price of a good or service and cost. It is often expressed as a percentage over the cost. A markup is added into the total cost incurred by the producer of a good or service in order to cover the costs of doing business and create a profit.</p></li>
+</ul>
+<!-- https://www.iisd.org/sites/default/files/publications/measuring_food_resilience_honduras_nicaragua.pdf
+* **Resilience**: is defined as “the ability of a system and its component parts to anticipate, absorb, accommodate, or recover from the effects of a hazardous event in a timely and efficient manner, including through ensuring the preservation, restoration, or improvement of its essential basic structures and functions†(Intergovernmental Panel on Climate Change, 2012). -->
+<!-- * **Food security**: is described as a condition in which all people, at all times, have physical and economic access to sufficient, safe and nutritious food to meet their dietary needs and food preferences for an active and healthy life [(World Food Summit, 1996)](http://www.fao.org/docrep/003/w3613e/w3613e00.HTM). -->
+<!-- * **Food system**: describes the processes, required inputs and generated outputs involved in feeding a population, including growing, harvesting, processing, packaging, transporting, marketing, consuming and disposing of food (Hawkes, 2009). -->
+</div>
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