Descriptive use cases are provided here to provide ‘from the ground
up’ demonstrations of how to use fxl to generate visual
figures. A range of use cases will be provided to demonstrate the
research and clinical applications of the package.
Use Case Number 1: Basic Treatment Evaluation with Reversal
Design
The most fundamental and applicable design is the reversal design,
which has strong representation in both clinical and applied contexts.
In clinical contexts, this is often the quickest means of evaluating
whether a particular treatment has the desired effect on specific
behavior.
To be consistent with behavior analytic conventions this type of
figure would involve featuring:
A short tutorial regarding the design and execution of each
convention is provided in the section below.
Data Import
The data relevant to the figure must be imported in R in the form of
a data frame prior to generating a plotting object. By default,
fxl works with wide data because this is generally how
most folks trained to work within spreadsheets arrange and organize
their data (i.e., individual data series have their own columns).
An example of this data formatting is provided below:
use_case_1 <- data.frame(
Session = seq_len(16),
Target = c(
runif(3, 10, 20),
runif(3, 0, 10),
runif(3, 10, 20),
runif(7, 2, 8)
),
Phase = c(
rep("Baseline", 3),
rep("Intervention", 3),
rep("Baseline2", 3),
rep("Intervention2", 7)
),
Participant = rep("1", 16)
)
head(use_case_1, 3)
## Session Target Phase Participant
## 1 1 16.93563 Baseline 1
## 2 2 12.04158 Baseline 1
## 3 3 18.67921 Baseline 1
In this example, there is a column specific to the x-axis (Session)
and the y-axis (Target) as well as a variable to speaks to data embedded
within a specific condition (Phase). The Phase factor must have
unique tags for each phase (i.e., “baseline” vs “baseline2”),
otherwise it would try to connect points between two phases that were
not temporally connected (i.e., connecting the last point of the first
baseline to the first point of the second baseline).
Mapping Aesthetics to Data
The current data can be mapped using the var_map function to
assign the x-axis variable (Session), the y-axis variable (at least a
primary one; Target), and the phase identifier (Phase). The result of
this, without any specific data layers, is presented below.
scr_plot(
use_case_1,
aesthetics = var_map(
x = Session,
y = Target,
p = Phase
)
)
![](data:image/png;base64,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)
Adding Primary Data Layers
By default, assigning the core plot alone will only create the
plotting space with default labels. A simple, single series of lines and
markers can be added to the core plotting object by adding the
scr_points and scr_lines layers.
scr_plot(use_case_1,
aesthetics = var_map(
x = Session,
y = Target,
p = Phase
)
) |>
scr_lines() |>
scr_points()
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)
Customizing Margins and Axes
The plotting engine will be intelligent ‘guesses’ as to margin sizes,
but these will often have to be overridden to make the overall display
more pleasing. That is, the ticks on the y-axis may need to be adjusted
to become less cluttered as well (i.e., larger interval between ticks)
and padding may be helpful to provide separation from the origin (i.e.,
0-point). An example of this provided in the space below.
scr_plot(use_case_1,
aesthetics = var_map(
x = Session,
y = Target,
p = Phase
),
mai = c(
0.375,
0.5,
0.175,
0.1
),
omi = c(
0.25,
0.25,
0.25,
0.25
)
) |>
scr_xoverride(
c(0.5, 16.5),
xticks = 1:16
) |>
scr_yoverride(
c(-0.5, 20),
yticks = c(0, 5, 10, 15, 20),
ydelta = 5
) |>
scr_lines() |>
scr_points()
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)
Adding Phase Change Lines
Adding phase changes lines to the current can be done in one of two
ways: adding to individual facets (e.g., just in one subplot;
scr_plines) or as an element that cuts across multiple facets
(e.g., across three plots in a figure; scr_plines_mbd). Since
the current example has only one facet, the scr_plines layer is
the most appropriate.
The current figure involves three elements, separating the four
phases, and each element is described using a specific key-ed value in
the call. Note: since we extended out the bottom of the y-axis, we must
add an argument (y2 = -0.5) to make sure this matches the
current floor for the figure in each of the phase change elements.
scr_plot(use_case_1,
aesthetics = var_map(
x = Session,
y = Target,
p = Phase
),
mai = c(
0.375,
0.5,
0.175,
0.1
),
omi = c(
0.25,
0.25,
0.25,
0.25
)
) |>
scr_xoverride(
c(0.5, 16.5),
xticks = 1:16
) |>
scr_yoverride(
c(-0.5, 20),
yticks = c(0, 5, 10, 15, 20),
ydelta = 5
) |>
scr_lines() |>
scr_points() |>
scr_plines(
lty = 1,
lines = list(
"A" = list(
x1 = 3.5,
y1 = 20,
y2 = -0.5
),
"B" = list(
x1 = 6.5,
y1 = 20,
y2 = -0.5
),
"C" = list(
x1 = 9.5,
y1 = 20,
y2 = -0.5
)
)
)
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)
Adding Phase Labels
The figure can be made more descriptive by drawing text in certain
areas to designate which phases correspond with certain changes in the
environment. Adding labels to the figure can be done by drawing them
within a single plot (i.e., scr_label_phase) or individually
across multiple facets (i.e., scr_label_facet). Since there is
only one subplot in this figure, the scr_label_phase call is
more appropriate.
The current figure involves four phases, two instances of baseline
and intervention, respectively. Labels are drawn using a series of
key-ed list elements, with each element corresponding to a unique label.
Note: since we have repeated instances of similar conditions, we must
override the label argument in the key-ed entry within each of
the items.
scr_plot(use_case_1,
aesthetics = var_map(
x = Session,
y = Target,
p = Phase
),
mai = c(
0.375,
0.5,
0.175,
0.1
),
omi = c(
0.25,
0.25,
0.25,
0.25
)
) |>
scr_xoverride(
c(0.5, 16.5),
xticks = 1:16
) |>
scr_yoverride(
c(-0.5, 20),
yticks = c(0, 5, 10, 15, 20),
ydelta = 5
) |>
scr_lines() |>
scr_points() |>
scr_plines(
lty = 1,
lines = list(
"A" = list(
x1 = 3.5,
y1 = 20,
y2 = -0.5
),
"B" = list(
x1 = 6.5,
y1 = 20,
y2 = -0.5
),
"C" = list(
x1 = 9.5,
y1 = 20,
y2 = -0.5
)
)
) |>
scr_label_phase(
cex = 1,
face = 2,
adj = 0.5,
y = 20,
labels = list(
"A" = list(
x = 2,
label = "Baseline"
),
"B" = list(
x = 5,
label = "Intervention"
),
"C" = list(
x = 8,
label = "Baseline"
),
"D" = list(
x = 13,
label = "Intervention"
)
)
)
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)
Customizing Title, Axes Labels
As a final point of styling this figure, the specific labels for each
axis can be customized to better suit the desired theme. Generally,
there are three primary features that might need adjustment:
scr_xlabel, scr_ylabel, and scr_title. Each
of these corresponds to the respective label.
An example customizing these features is provided in the section
below.
scr_plot(use_case_1,
aesthetics = var_map(
x = Session,
y = Target,
p = Phase
),
mai = c(
0.375,
0.5,
0.175,
0.1
),
omi = c(
0.25,
0.25,
0.25,
0.25
)
) |>
scr_xoverride(
c(0.5, 16.5),
xticks = 1:16
) |>
scr_yoverride(
c(-0.5, 20),
yticks = c(0, 5, 10, 15, 20),
ydelta = 5
) |>
scr_lines() |>
scr_points() |>
scr_plines(
lty = 1,
lines = list(
"A" = list(
x1 = 3.5,
y1 = 20,
y2 = -0.5
),
"B" = list(
x1 = 6.5,
y1 = 20,
y2 = -0.5
),
"C" = list(
x1 = 9.5,
y1 = 20,
y2 = -0.5
)
)
) |>
scr_label_phase(
adj = 0.5,
y = 20,
labels = list(
"A" = list(
x = 2,
label = "Baseline"
),
"B" = list(
x = 5,
label = "Intervention"
),
"C" = list(
x = 8,
label = "Baseline"
),
"D" = list(
x = 13,
label = "Intervention"
)
)
) |>
scr_xlabel("Daily Sessions") |>
scr_ylabel("Rates of Target Behavior (per Minute)") |>
scr_title("Use Case #1",
face = 2
)
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)
Closing and Summary
This use case serves as a good introduction to the fxl
package in that the reversal design is very common across both research
and applied settings. Using this example as a base, one could easily
adapt this snippet and expand its elements to fits various clinical,
educational, and/or research needs.
Use Case Number 2: Multiple Baseline Design across Students
The multiple baseline design is among the most common research
designs used in educational settings. This particular design has good
utility in both research and clinical applications. However, the use of
multiple concurrent (or nonconcurrent) data series presents an issue
wherein most graphical charting packages do not support cross-plot
conventions natively. Historically, most analysts have had to rely on
over-engineered spreadsheets and highly specialized customizations to
produce the desired figure.
To be consistent with behavior analytic conventions this type of
figure would involve featuring:
One or more data layers with markers and lines
Phase change lines
Phase labels
Informative axis labels
Series annotations and/or a figure legend
Phase change lines that distinguish conditions within as well as
between individual subplots.
A short tutorial regarding the design and execution of each
convention is provided in the section below.
Data Import
The data relevant to the figure must be imported in R in the form of
a data frame prior to generating a plotting object. By default,
fxl works with wide data because this is generally how
most folks trained to work within spreadsheets arrange and organize
their data (i.e., individual data series have their own columns).
An example of this data formatting is provided below:
use_case_2 <- Gilroyetal2015
head(use_case_2, 3)
## Participant Session Condition Responding PhaseNum LineOff
## 1 Andrew 1 Baseline 10.81081 1 0
## 2 Andrew 2 Baseline 13.51351 1 0
## 3 Andrew 3 Baseline 10.81081 1 0
In this example, there is a column specific to the x-axis (Session)
and the y-axis (Responding) as well as a variable to speaks to data
embedded within a specific condition (Condition). The Phase factor must
have unique tags for each phase (i.e., “1” vs “2”), otherwise
it would try to connect points between two phases that were not
temporally connected (i.e., connecting the last point of the first
baseline to the first point of the second baseline).
Mapping Aesthetics to Data
The current data can be mapped using the var_map function to
assign the x-axis variable (Session), the y-axis variable (at least a
primary one; Responding), and the phase identifier (Condition). The
result of this, without any specific data layers, is presented
below.
scr_plot(
use_case_2,
aesthetics = var_map(
x = Session,
y = Responding,
p = Condition,
facet = Participant
),
mai = c(
0.375,
0.375,
0.2,
0.0
),
omi = c(
0.25,
0.25,
0.25,
0.1
)
) |>
scr_xoverride(
c(0.25, 27.5),
xticks = 1:27,
xtickslabs = as.character(1:27)
) |> # manually override x-axis (make extra room for labels)
scr_yoverride(
c(-5, 105), # manually override y-axis and tick interval (tick every 10 units)
yticks = seq(0, 100, by = 10),
ytickslabs = as.character(seq(0, 100, by = 10)),
)
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CAAAIIZIJAWhMs1URNnjzZvv/+e5s4caJVr17dBg8ebIyDlQmHAtuAAAIIIIAAAr4E0ppgFS9e3H788ce9tj3eOFhff/21ffnllxGvU5OhBialIIAAAggggAACmSaQ1gRrXzsfbxysDRs2mJKs8KJ5DNUPi4IAAggggAACCGSaQEYkWL/99puroTrxxBOtWLFiexk1bdrUdAsv06ZNM3WKpyCAAAIIIIAAApkmkPZxsKIBtm7d6jq9q09Wq1atTMkWBQEEEEAAAQQQOJgF8r0G6+WXX7ZOnTrZLbfcYgMHDnTjXUXXVq1cudKWLl0a4axmQ3WapyCAAAIIIIAAApkmkO8J1ooVK3KHYNAApOrMHp1g/fDDD6YpdsJLoUKFrFSpUuGLuI8AAggggAACCGSEQL4nWFWrVs0dkV0d15VkRZcWLVqYbuFFHdwrVapkr7/+evjihO4vXLjQtmzZYrqq0UfZuHGjZWVlWYkSJXyEs19//dUKFy5sJUuW9BJv06ZNpoTUV7zNmzebLkzwleDqvdDE3b7mllQ8TRCumQJ8FDVj796920qXLu0jnLv6Vcevrz6EqslV07qvePoc6lamTBkv+6tY2sayZct6iZedne3OGeXKlfMST3Y6ZnzF03urz1z58uW9bJ/i6ZxQoUIFL/F27dplagE46qijvMTTZ+Pnn3+2o48+2ku8PXv2uIGlfcbTzB8VK1b0sn06t+hqeH3/+Cg696kSQfPz+ipr1qwhXgqYP/30k51//vlxI9SqVSt3oPRYK+d7gnXqqafaoEGDXK2VmgvHjRsXazv3WtajRw83CvyqVav2ei7eghdeeMGNAu/rC0TboGTN1wl69erVrrO/rxO0PmxK2HydUHUyKFiwoLcT6tq1a91b5usEqA+HTvq+Tlg6OetLrkqVKvEOrYSe15eREo5q1aoltH68lX755ReXcBxzzDHxVk3oef1g0Bf6sccem9D68VZSLH2h16hRI96qCT2v5EXDtBx//PEJrR9vJSVX+sLMmVEi3vrxnldCrs9c7dq1462a0PM6VnSOqVOnTkLrx1tJCa+6XdStWzfeqgk9rwR1+fLlpouUfBR91pYtW2b16tXzEc6dCxYvXmwNGjTwEk8JoFpaGjZs6CWeEixNBde4cWMv8RTks88+s5NOOol4eRTQ+5HIDxpVCuz3vBG8uflegoQnFCRMoZkzZ6ZlW4KELvTGG294+1v33XdfKEgOvcULBl4NBQOyeosXTEkUGj9+vLd4I0aMCI0dO9ZbvKeffjo0atQob/Gee+650PDhw73FmzRpUuiRRx7xFu/FF18MBXNyeosX1OKG7r77bm/xpk+fHhowYIC3eO+//34omNjdW7yPP/441KdPH2/xgmm7Qj179vQWb8GCBaFgMntv8b766qvQVVdd5S3eN998E7rsssu8xQsGjg5deuml3uIFP2hC7dq18xYv+MEQat26tbd4wfiLobPOOstbvKBGMXTaaad5i6dAQTcb4qUg4Msv32uwlGC2b9/e3fKYbPIyBBBAAAEEEEAgowTyfZiGjNJgYxBAAAEEEEAAAQ8CJFgeEAmBAAIIIIAAAgiECxQK+iMNCl9wKNwvUqSI68Dr66orxVMHY1+d5hVPHaB9dZpXPHXQ9tVpXh3mFS+RToCJHE+KpytyfF01lBPPV6d5XYGpWL6uGlI8XXDgq9O84um90BW5Pori6djz1Wk+J54md/dRFE+fNV+d8BVP54JYVzDnZXt1AYji+eqEr3i6Ina/nWmT2FDFU+dcX53wFU9XKPvqhK94uiLbVyd8XfGsi5B8dcJXvMMOO8xbJ3zFK1q0qLdO+DoUFM9XJ3ziJfHhilq1gPqBRS3jIQIIIIAAAggggEAKAjQRpoDHSxFAAAEEEEAAgVgCJFixVFiGAAIIIIAAAgikIECClQIeL0UAAQQQQAABBGIJkGDFUmEZAggggAACCCCQggAJVgp4vBQBBBBAAAEEEIglQIIVS4VlCCCAAAIIIIBACgIkWCng8VIEEEAAAQQQQCCWAAlWLBWWIYAAAggggAACKQiQYKWAx0sRQAABBBBAAIFYAiRYsVRYhgACCCCAAAIIpCBAgpUCHi9FAAEEEEAAAQRiCZBgxVJhGQIIIIAAAgggkIIACVYKeLwUAQQQQAABBBCIJUCCFUuFZQgggAACCCCAQAoCJFgp4PFSBBBAAAEEEEAglgAJViwVliGAAAIIIIAAAikIkGClgMdLEUAAAQQQQACBWAIkWLFUWIYAAggggAACCKQgQIKVAh4vRQABBBBAAAEEYgmQYMVSYRkCCCCAAAIIIJCCAAlWCni8FAEEEEAAAQQQiCVAghVLhWUIIIAAAggggEAKAiRYKeDxUgQQQAABBBBAIJYACVYsFZYhgAACCCCAAAIpCJBgpYDHSxFAAAEEEEAAgVgCJFixVFiGAAIIIIAAAgikIECClQIeL0UAAQQQQAABBGIJkGDFUmEZAggggAACCCCQggAJVgp4vBQBBBBAAAEEEIglQIIVS4VlCCCAAAIIIIBACgIkWCng8VIEEEAAAQQQQCCWAAlWLBWWIYAAAggggAACKQgUTvS169evt127du21eunSpa148eJ7LWcBAggggAACCCBwqAokXIN12WWXWeXKld3t+OOPd/9XrVrVypQpY7Vr17aJEyceqobsNwIIIIAAAgggECGQcIJ1xhln2BVXXGFLly617du32/Lly+3MM8+01157zSZPnmz9+vWzFStWRATnAQIIIIAAAgggcCgKJJxgjRkzxoYMGWK1atVyTscdd5wNHDjQtLxBgwbWvn17mz17dkzDb7/91n777bfc57766itbs2ZN7mM99+mnn1p2dnbuMu4ggAACCCCAAAIHq0DCCVZWVpYtXrw4Yj/nzJlj1apVc8tUe1WxYsWI5/Xg3XfftfPPP99++ukn95ySsvvuu886duxob7/9tm3dutVatmzpmhhbtWoVkYjtFSxswbhx4+yTTz4JW8JdBBBAAAEEEEAgMwQS7uT+wAMPuFqqNm3auKTqs88+s7lz59oXX3xhw4cPN9VKNW/ePGKvQqGQW3744YfnLn/99ddNr129erXdeeedps7znTp1sltuucXViH3++efWtGnT3PV1Z/PmzbZx48aIZaotK1KkiDVr1ixiOQ8QQAABBBBAAIH8Fkg4wbrkkktcM96kSZNc8576X40cOdJq1Kjhaqiuu+46K1w4MlyBAgXs+uuvtw8//NDt548//mhVqlRx9/W/+nFVr17dmjRp4pap2fHLL7/cK8F6//33bcKECRFWqhlT/M6dO0cs5wECCCCAAAIIIJDfApEZUZytqVmzpnXr1i1iuIZ169aZlidSypUrZ7///rtbdc+ePXbUUUeZrkRUM6HKjh07TElWdLnwwgtNt/CiBE+vpyCAAAIIIIAAApkmkHAfrBEjRlipUqVcjZOGZci53XjjjQnvk2q4ChYs6JoNH3vsMTvttNPs1FNPtRdffNHUEf7ll1+2k046KeF4rIgAAggggAACCGSiQMI1WHfddZfrnK4mv+imwHg71qFDBzviiCPcak888YQ98sgjruaqV69eLuFSH6wHH3zQDfWgWq7oomEhcmq5cp7buXOnqRaMggACCCCAAAIIZJpAgaAjeiiRjTr66KNdLVOxYsUSWd3rOlOnTrVnnnkmIuZHH31kGvxUCRsFAQQQQAABBBDIJIGEEywNrbBp0yZXi1WoUKGU9kGDlWoE+PLly7s4GgdLndtPPPFESzSBUx+sc8891/r375/StvBiBBBAAAEEEEDAt0DCfbBmzJjhmvFKlixpqs3SmFe6de/ePaltuummm2z8+PHuda+88kqex8FK6o+yMgIIIIAAAgggkEaBhPtgDRs2zNTvKbposudkikZsf/PNN01DL6iZb8uWLXHHwdLfjR7lfffu3blXJCbz91kXAQQQQAABBBA40AIJJ1hqvvNRzjnnHGvcuLEb2V3zGKpmLN44WC+99JI9/fTTEX9eo8o3atQoYhkPEEAAAQQQQACBTBDYb4KlqWyuvfZaW7lypRulfdmyZXtt80UXXbRX8rPXSv+3YNu2bW4ohiVLlrgO83369DG9PucKwX2Ng6WrDHULL+qDFWtqnvB1uI8AAggggAACCOSHwH4TLE1Do9ojFdUgRTfTaXkyTYTFixd3wzV88803prkLjznmGDcO1qBBg9zo7RoHS3MMUhBAAAEEEEAAgYNZYL8Jlq4W1OCiSoiKFi3qbtE7W6JEiehF+3ysqW0ef/xxe+qpp6xy5cqmsbWUoMUbB0ujv0ePeaVlCY4wsc/t4QkEEEAAAQQQQOBACOx3mIZXX33Vrr76avd3ldBs2LDB3VfSpc7pWVlZpjkIlTQdyKJ5CDXvYXhZsGCBXXHFFfbkk0+GL+Y+AggggAACCCCQ7wL7rcFq166drV+/3m1kv379TJM133HHHW66HHUyv+222+yUU05JeifUp0u1Y9WqVXOvjTcO1uWXX266hRf1wapUqVL4Iu4jgAACCCCAAAIZIbDfBCt8C5999lmbM2dOblJTt25d18SnTvBXXnll+Kr7vT9q1Cg3RMORRx5pJ5xwgnULJo8+66yz7PTTT3fDNmj4BjVHUhBAAAEEEEAAgYNVIOGBRtUs+NZbb0Xsp4ZZSHZewjFjxpjG1Bo8eLBLrNSxXX2whg4dahrC4fPPP4/4GzxAAAEEEEAAAQQONoGEa7CUEKnP0+jRo+3kk0+2+fPnu2RoypQpCe+zmgJXrVrlmhbV9KjESh3o442D9dxzz+3V10pNlKpFoyCAAAIIIIAAApkmkHCCdemll1qrVq3cKOwff/yx9ezZ09q2bWuaOifRoqv+dNWhhnzYtWuXe70mbI43DlaXLl1Mt/CiPli6EpGCAAIIIIAAAghkmkDCCZY2XP2mWrZsaRofS2XdunW2fft2q1Chgnsc7x9N5FylShX77LPP3Gvr16/POFjx0HgeAQQQQAABBA46gYT7YI0YMcKNiVW9enWrXbt27u3GG29MaqdfeOEF0wjxq1evtnvuucfq1KkTdxyspP4AKyOAAAIIIIAAAvkssN9xsMK37eijjzYN1XD99dcn3bE9PE5e7mt09+jxrhYtWuSuXvzHP/6Rl5C8BgEEEEAAAQQQOGACSSVY3377ramZz0f54osvTBNI6yrEeONgxfp76oN17rnnWv/+/WM9zTIEEEAAAQQQQCDfBBJuIuzdu7fdeeede01Zk5ctX7p0qevLpc7tuqlf18SJE10neiVbFAQQQAABBBBA4GAWSDjBmjFjhj344IPuqkE1F1asWNHdunfvntT+79y5042BpYFFVRgHKyk+VkYAAQQQQACBg0Ag4asINTiokqPoosmakymDBg2yvn372t133+1etmLFCsbBSgaQdRFAAAEEEEAg4wUSTrDUX0rDMsycOdOys7PtvPPOs6OOOiqpHVy+fLm98sortnv3blu4cKGrEatZsybjYCWlyMoIIIAAAgggkOkCCSdYSqzat29vZcuWNTUR3nDDDW4uQQ27kOiAnxriQU2NKsuWLbOrr77aJVuq1WratKlrLtQVgxQEEEAAAQQQQOBgFki4D5ZGbtcI7EqMPvjgA9uwYYMbif3mm29OeP91xaBqvXTTBNEadJRxsBLmY0UEEEAAAQQQOEgEEhqmQU16hx9+uG3evDliDCzNK6ihEnRV4IEs+5qLUEka42AdSHliI4AAAggggEBeBBKqwVLNk5oFo5vvJkyY4K4kTOYP//77726qnB9//DH3ZRqa4dNPP3V9u3IXht3RPISffPJJxO2kk05KuGkyLBR3EUAAAQQQQACBAy6QcB+sRx991E24rNqkRo0a2fz5812i9OKLLya1kRpPa8eOHaaJnxs3bmx//vOf7ayzzjIN2/DRRx/Z+++/b0WLFk0qJisjgAACCCCAAAKZJJBwgnXRRRe5hEoDgqr2SVPmtGnTxkqUKJHU/qg2TH25fv31V7v00kutTJkybi7CW265xQYOHGiff/656/CeVFBWRgABBBBAAAEEMkgg4QRL21yjRg032rqSoGQTq5x9fuyxx1xfrr/97W/2l7/8xb7++mvGwcrB4X8EEEAAAQQQ+J8QSDjB0ojrPXr0cFf+lStXzmbNmuVqn1599VWrW7duwhiag1DzB6q2SkMz/POf/2QcrIT1WBEBBBBAAAEEDgaBhDq5a0fUd+rJJ5+0OXPm2LRp0+znn392wzSob1YyRWNfKbnSpNEa8uHUU0819ePSRNJK4tR5nYIAAggggAACCBzMAgnXYKljetu2bXP3tVChQq5G64orrshdFu/O9u3brV27dvbGG2+4VXVl4nXXXef6YGmew379+plqxygIIIAAAggggMDBLJDQOFjaQdVgVatWzdQZPafcfvvtri+WaqQOZGEcrAOpS2wEEEAAAQQQ8C2QcIKlK/6mTp1qRxxxhB1zzDH2/fffu9Hc69WrZwUL/qelceTIka7Jz/dGxop35plnukFO1Z+LggACCCCAAAIIZJJAwk2Effr0se7du+9322vVqrXf5/f15KhRo+zNN9+0iy++2Lp27bqv1ViOAAIIIIAAAggcFAIJd3LX4KIrV6608847zzUVqtlOo683a9bMzj//fHfTRNDJlrlz59r06dNt9OjRppHhV69enWwI1kcAAQQQQAABBDJKIOEES2NWvfLKK27jdSXgkUce6QYFHT58eEo7pOEe1PFdA462bt3a5s2bt1c8JXNK5MJvn332ma1Zs2avdVmAAAIIIIAAAgjkt0BCTYSa1kZX/mlQUPW9Wrhwob333nu2ceNGu/DCC924VnndkW3btlnNmjXdy5W0bd26da9QmotQt/AyePBgN9VO+DLuI4AAAggggAACmSCQUIJVoEABq1SpkpUsWdImT55sZ5xxhhvHasmSJaahF1IpTZo0McXRtDvLly+3Dh06JBRO26NR4dW0mGxR7Zem6tG0PT6KJqtWR/8iRYr4CGe+4+3cudP0HvraPsVTycrK8rK/vuPt2rXLzXXpa/sUT5OU+5oj03e83bt32549e7xtn+LpprHqfJRMjyc7vSe+9lfxdEwfdthhPvjce+szno5lnWN8bZ/iZWdnW/Hixb3sr+94qiDQMEO+tk/x9L2X19lMopF8x1N8VVz42r5DMZ6OZ3WHilf+9Kc/WefOnfe5WsJXEarG6JlnnnHNcpMmTXIJ11VXXeU6puu5vBYdCJdccomLp/uKnXNV4v5i6kO4bt26/a2yz+eGDh3qJqxu1arVPtdJ5oknnnjCateundAbkkjcp556yipXrmx//OMfE1k97jpjxoxxTbpy9lHUZKsvo44dO/oIZ88//7z7EklmTLX9/eEXXnjBtmzZYt26ddvfagk/p9kK1q5dG/cij0QD6oKOFStWWM+ePRN9yX7XmzFjhqtV1vRTPsqHH37oZmq49dZbfYRzsVTjrXHufBT1/Xzttdfszjvv9BHOFixY4M479957r5d4+sGoGSo0tp+PomNF5xj9oPRRVq1aZUOGDHEDR/uIp8+G3gtdrOSj/PLLL3bzzTfb2LFjfYSzTZs2uc/auHHjvMRTsqZzi76rfBT9ANG5VANu+yrqdqPzlq9yKMbTgOrxSqlSpfabyCZchTNgwADThM+q9TnhhBNcB3eN7K7arFSKsuy33nrL1q9fbxUqVEg4lJIwDVSalyIUDWiqJMZH0dAV6uCfqfFKly7t+rj52j7F069fX/HUNKxf/b7iqT+fBsL1GU8nVV/xdKxoJgRf8XQsH3744Rkbr3z58qbPnK/9VYKg2nRf8TR5vc94GzZscCddX9unbhM6T/qKp9ow1eb4iqdzqM/zgWqefcaTnX4Q+tpf1V6pNttXPCVYPuPp/ZChr+07VOPlNb+QV05JOMHSC4499ljTr2VNa9O4cWN30swJlMr/ar5KJrlK5W/xWgQQQAABBBBA4EALJHwVoarlq1Sp4qpuVfWtZgQ1i6nfFAUBBBBAAAEEEEDgvwIJJ1i9evVyyZVqsFTUZqzhGtR0eLAVNXOqCclXIV5qkvLTzVfRe0u8vGvKz9cFEdoKnxeAHKrxfF2wkePnM55aIIgn2bwV+fm6gCZnC4iXI5G3/335JdzJXX0U1Pchp/OwOq2qM6c6YqsTJgUBBBBAAAEEEEDgPwIJ12DVrVvXzUUYDqe5CfM6PU54HO4jgAACCCCAAAL/SwIJ12BpShtNiXPUUUe5SZ51JZSuvlFNVsOGDf+XTNgXBBBAAAEEEEAgJYGEEyz9FY1PMmXKFNdUqEtA1Q9Ll2BTEEAAAQQQQAABBP4rkFCCpVHPNfaHRk/PKRoUVFPlaNocjcJOQQABBBBAAAEEEPiPQNw+WBqhN2cQTSVSEydOtIoVK7qB+apWrepttF3eEAQQQAABBBBA4H9FYL8Jlkab1pQKw4YNs8WLF7uhDa688krTbdGiRW7iZ02bQkEAAQQQQAABBBD4r8B+mwhnzpxpffv2tTlz5rhXvPHGG3bttde6Plj/DcE9BBBAAAEEEEAAgXCB/dZgacwrjX+VU9Q0qHnoKAgggAACCCCAAAL7FthvgrXvl/EMAggggAACCCCAwL4E4s5Psn79envppZfc61euXGmbN2/OfayFGq7hlFNO2Vd8liOAAAIIIIAAAoecwH77YL3zzjvWtWvX/aK0a9fOnnrqqf2uw5MIIIAAAggggMChJLDfBOtQgmBfEUAAAQQQQAABXwL0wfIlSRwEEEAAAQQQQOD/BEiwOBQQQAABBBBAAAHPAiRYnkEJhwACCCCAAAIIkGBxDCCAAAIIIIAAAp4FSLA8gxIOAQQQQAABBBAgweIYQAABBBBAAAEEPAuQYHkGJRwCCCCAAAIIIECCxTGAAAIIIIAAAgh4FiDB8gxKOAQQQAABBBBAgASLYwABBBBAAAEEEPAsQILlGZRwCCCAAAIIIIAACRbHAAIIIIAAAggg4FmABMszKOEQQAABBBBAAAESLI4BBBBAAAEEEEDAswAJlmdQwiGAAAIIIIAAAiRYHAMIIIAAAggggIBnARIsz6CEQwABBBBAAAEESLA4BhBAAAEEEEAAAc8CJFieQQmHAAIIIIAAAgiQYHEMIIAAAggggAACngVIsDyDEg4BBBBAAAEEECDB4hhAAAEEEEAAAQQ8C5BgeQYlHAIIIIAAAgggQILFMYAAAggggAACCHgWSEuCNXjwYFu3bp3b9EWLFlmXLl2sR48etnXrVrds1KhR1r59e3v22WcT3r1Vq1bZhg0bEl6fFRFAAAEEEEAAgXQJHNAEKxQKWYcOHez++++37Oxst0833HCDDRgwwJo3b24PPvigzZ0716ZPn26jR4+2CRMm2OrVqxPadyVjs2bNSmhdVkIAAQQQQAABBNIpUPhA/rECBQrYlClT7LLLLnN/ZseOHbZ7926rXbu2ValSxTp27GjlypWzdu3aWZkyZax169Y2b948q1q1asRmTZs2zSZPnhyxbObMma4mrG3bthHLeYAAAggggAACCOS3wAFNsKJ3bvv27S6h0vISJUrYzp07bdu2bVazZk236pFHHpnbbBj+2mbNmlmNGjXCF5maGikIIIAAAggggEAmCqQ1wSpbtqxLqgShpsBatWpZkyZNbMmSJdamTRtbvny5a1KMhlLtlm7hpXjx4paVlRW+iPsIIIAAAggggEBGCKQ1wdIen3nmma7JcMWKFTZmzBg79thjbejQoTZ//nxXm1W/fv2MgGEjEEAAAQQQQACBvAoUCDqih/L64ry+Tlf/lSpVyooUKeJCaBPWr19vFSpUiBny7bfftpdeeiniOT3u1KmTPfbYYxHLeYAAAggggAACCOS3QNprsLTD0c196gy/r+RK6zdq1MjKly+vu7ll9uzZdvjhh+c+5g4CCCCAAAIIIJApAmlPsDQsw8iRI10NVr9+/VxipXGw3nzzTbv44outa9eue9ko+YpOwFQDVrRo0b3WZQECCCCAAAIIIJDfAgd0HKxYO9e/f38bNmyYnXPOOTZ8+PA8j4MVKzbLEEAAAQQQQACBTBBIew2Wrhx89NFH7YsvvrBu3bq5wULjjYP17rvv2muvvRbhpSsOGzduHLGMBwgggAACCCCAQCYIpD3B0tWD9erVs4oVK9rChQtNHdzjjYNVp04dO+ywwyK83nvvPStZsmTEMh4ggAACCCCAAAKZIJDWBGvLli1uHKzrrrvONm/ebJ07d7Y+ffrEHQerUqVKplt4OeKII6xYsWLhi7iPAAIIIIAAAghkhEBaEyx1TD/55JPtmmuuMU2b07NnT2vRogXjYGXEocBGIIAAAggggIAvgbQmWNroIUOG2KZNm9xUOYUL/+fPv/XWW/sdB+uDDz4wrRNeVq5caRpPi4IAAggggAACCGSaQNoTLAGoeS+8xBsHq3r16nb22WeHv8R1eo/ulxWxAg8QQAABBBBAAIF8Ekh7gqU5CO+66y7Xf+rGG290HdzjjYNVrVo10y28aGJoEqxwEe4jgAACCCCAQKYIpD3B6t27t91zzz3uCsCpU6day5Ytbfr06TZ69Gi7/PLLrVWrVla1atVM8WE7EEAAAQQQQACBpAXSnmCtXbvWxo4da+p/pWRrypQpFm8crFmzZtmMGTMidu67776zjRs3RizjAQIIIIAAAgggkAkCaU2wNDTDggUL7LnnnrM1a9bYHXfcYccdd1zccbA0TU70oKIaA4upcjLhEGIbEEAAAQQQQCBaIK1T5WhyZo3kroFFmzVrZuvWrbMmTZrYsmXL3HZpdPYGDRpEb6NLwtq2bWvht7Jly1rx4sX3WpcFCCCAAAIIIIBAfguktQZLO3v99de7KXJ+//1369WrlzVv3pxxsPL7KODvI4AAAggggIBXgbQnWN27d7cuXbpYVlaWFSpUyO1MvHGw5s6daxoLK7zoasRff/01fBH3EUAAAQQQQACBjBBIe4KlvY4eXiHeOFgaN0tjYYUXTZNTpEiR8EXcRwABBBBAAAEEMkIgXxIsNQ927drVRo4c6YZriDcOlvpt6RZennjiCTcafPgy7iOAAAIIIIAAApkgkNZO7jk7/PDDD9snn3xiu3fvNjX/5YyDNWHCBFPTHwUBBBBAAAEEEDiYBdJegzVnzhzLzs62Ro0aOTeNcRVvHKz58+fbxx9/HOGsYR40pyEFAQQQQAABBBDINIG01mBt3brVHnroITfA6J49e2zHjh22bds2K1++vHPR9DdaJ7povCv1wwq/aaDSggXTuvnRm8VjBBBAAAEEEEAgpkBaa7B01V+5cuXs9ttvt4ULF9qQIUPsggsusCVLllibNm1M42B16NBhrw2tW7eu6RZeNLVOqVKlwhdxHwEEEEAAAQQQyAiBtCZYVapUsREjRrgd79y5sw0aNMhdCTh06FBTM6Bqs+rXr58RMGwEAggggAACCCCQV4G0JljhGzlp0qTch/HGwVJtlzrDhxfNabhly5bwRdxHAAEEEEAAAQQyQiDfEqzwvY83DpaGdVCfregSCoWiF/EYAQQQQAABBBDId4G0J1izZ892Hd0rV67sOrtrsud442A1bNjQdAsv48ePN81tSEEAAQQQQAABBDJNIO2X4fXv3991bv/rX/9qt912G+NgZdoRwfYggAACCCCAQMoCaa/BeuCBB0y1VhpoVMMuJDIOlq4y/PzzzyN2dt26dTGHdIhYiQcIIIAAAggggEA+CKQ9wWrSpIlrIpw3b54NGzbMxowZYzVr1nS7vq9xsLZv327r16+P4Nm5c2fMflkRK/EAAQQQQAABBBDIB4G0J1i9e/e2li1bWt++fd3uKuGKNw6W1tEtvEydOtXVgIUv4z4CCCCAAAIIIJAJAmlNsFQTNXnyZPv+++9t4sSJVr16dRs8eLAxDlYmHApsAwIIIIAAAgj4EkhrglW8eHH78ccf99r2eONgff311/bll19GvE5NhhqYlIIAAggggAACCGSaQFoTrH3tfLxxsDZs2GBKssKL5jFUPywKAggggAACCCCQaQIZkWD99ttvrobqxBNPtGLFiu1l1LRpU9MtvEybNs3UKZ6CAAIIIIAAAghkmkDax8GKBti6davr9K4+Wa1atTIlWxQEEEAAAQQQQOBgFsj3GqyXX37ZOnXqZLfccosNHDjQjXcVXVu1cuVKW7p0aYSzmg3VaZ6CAAIIIIAAAghkmkC+J1grVqzIHYJBA5CqM3t0gvXDDz+YptgJL4UKFbJSpUqFL+I+AggggAACCCCQEQL5nmBVrVo1d0R2dVxXkhVdWrRoYbqFF3Vwr1Spkr3++uvhixO6v3DhQtuyZYvpqkYfZePGjZaVlWUlSpTwEc5+/fVXK1y4sJUsWdJLvE2bNpkSUl/xNm/ebLowwVeCq/dCE3f7mltS8TRBuGYK8FHUjL17924rXbq0j3Du6lcdv776EKomV03rvuLpc6hbmTJlvOyvYmkby5Yt6yVedna2O2eUK1fOSzzZ6ZjxFU/vrT5z5cuX97J9iqdzQoUKFbzE27Vrl6kF4KijjvIST5+Nn3/+2Y4++mgv8fbs2eMGlvYZTzN/VKxY0cv26dyiq+H1/eOj6NynSgTNz+urrFmzhngpYP700092/vnnx41Qq1at3IHSY62c7wnWqaeeaoMGDXK1VmouHDduXKzt3GtZjx493Cjwq1at2uu5eAteeOEFNwq8ry8QbYOSNV8n6NWrV7vO/r5O0PqwKWHzdULVyaBgwYLeTqhr1651b5mvE6A+HDrp+zph6eSsL7kqVarEO7QSel5fRko4qlWrltD68Vb65ZdfXMJxzDHHxFs1oef1g0Ff6Mcee2xC68dbSbH0hV6jRo14qyb0vJIXDdNy/PHHJ7R+vJWUXOkLM2dGiXjrx3teCbk+c7Vr1463akLP61jROaZOnToJrR9vJSW86nZRt27deKsm9LwS1OXLl5suUvJR9FlbtmyZ1atXz0c4dy5YvHixNWjQwEs8JYBqaWnYsKGXeEqwNBVc48aNvcRTkM8++8xOOukk4uVRQO9HIj9oVCmw3/NG8ObmewkSnlCQMIVmzpyZlm0JErrQG2+84e1v3XfffaEgOfQWLxh4NRQMyOotXjAlUWj8+PHe4o0YMSI0duxYb/Gefvrp0KhRo7zFe+6550LDhw/3Fm/SpEmhRx55xFu8F198MRTMyektXlCLG7r77ru9xZs+fXpowIAB3uK9//77oWBid2/xPv7441CfPn28xQum7Qr17NnTW7wFCxaEgsnsvcX76quvQldddZW3eN98803osssu8xYvGDg6dOmll3qLF/ygCbVr185bvOAHQ6h169be4gXjL4bOOussb/GCGsXQaaed5i2eAgXdbIiXgoAvv3yvwVKC2b59e3fLY7LJyxBAAAEEEEAAgYwSyPdhGjJKg41BAAEEEEAAAQQ8CJBgeUAkBAIIIIAAAgggEC5QKOiPNCh8waFwv0iRIq4Dr6+rrhRPHYx9dZpXPHWA9tVpXvHUQdtXp3l1mFe8RDoBJnI8KZ6uyPF11VBOPF+d5nUFpmL5umpI8XTBga9O84qn90JX5Pooiqdjz1en+Zx4mtzdR1E8fdZ8dcJXPJ0LYl3BnJft1QUgiuerE77i6YrY/XamTWJDFU+dc311wlc8XaHsqxO+4umKbF+d8HXFsy5C8tUJX/EOO+wwb53wFa9o0aLeOuHrUFA8X53wiZfEhytq1QLqBxa1jIcIIIAAAggggAACKQjQRJgCHi9FAAEEEEAAAQRiCZBgxVJhGQIIIIAAAgggkIIACVYKeLwUAQQQQAABBBCIJUCCFUuFZQgggAACCCCAQAoCJFgp4PFSBBBAAAEEEEAglsAhmWD961//sg8//DCWR9LLZs+ebR06dLAbb7zRVqxYkfTro1/w1ltvWTDthN10001uAtXo5/PyWJOTXnnllbmTauclRs5rgil33P5qn4MpZHIW5/l/zbv4l7/8xW644Qb7+uuv8xxHL9Scd9qunNs111yTUjy9eO7cuaY4f/vb30xzEqZaPv30UwumUbHevXu7CZVTiRd+HOs97t+/v3Xs2NGCKafyFDY8Xk6AXr165dxN+v/weJr/TvvcuXNn01ygeSnh8TRf4tVXX21dunSxYGqfvIRz878F0zRFvFZ/I5hqKWJZog80f1l4vG7duuUei5ovMtkSHW/KlCn2pz/9yR588EE3OXoq8YKpuHK3TZ+X559/Ptlwe/kFU3K57Qs3SCZo+P7qeA6mz3LHS162LdZ5WfE0a8izzz6bzGa5dWPF0xODBw/O03khVrwhQ4bYJZdcYo8//ribrD6ZjdTcl1dccYU7V82aNcvNtfv3v//dnQ/GjBmTTCi3bnS8nAD63HXt2jXnYcL/x4oXTO+VewzqPJtMiRVPpjofaL+1ncmU6Hg6T+d8j+j/YDq8ZML9d90Upus5KF8a4IeCMYNCmv/QRzn77LNDwUSnoYULF3qZj+uMM84IaS6uqVOnhu69914fmxgKTsihYIyfkObkSrUEXxohzcWVnZ0dCiZUTjVc6OKLL3Z2weSzoYcffjileMFJORRMBOxu06ZNCwUnv5Ti6cXnnntuKJi8N/Tqq6+GBg4cmHI8HS9BIuiOv1TiRR/HI0eODAVD2oU0L1wwgXrS2xkd79tvv3X7HozXlXQsvSA63hNPPOHe32Ai39A555wTCiZXTipudDzZBQmHOw7zMo9b8KUTCsapCvXr1y93OzRH3ymnnBIKvuhylyV6Jzre5s2bQ9dee63bPn1Wki3R8bRtF110USiY+Dkky6VLlyYVMjqetinns9K9e/dQMLlySvGCyYXdfI7BRMihIEkIfffddynFe+edd0K33357SMeL9lvnh2RK9Hl5zpw5oeCLMhQkuqHzzz8/FEyenUy4UHQ8nWs0/2IwvlbS+6o/HB1P82vq3Kr3JfixHgp+aCe1fXrte++9F9Jx94c//CGk+U6DH1whzXOoeR2T/bxFx9P+qlx33XXuM5LUxgUrx4oXJIS5nw8dN8mU6HjBhOOhM8880+2n7HS+TqZEx9Nxl/P50PngtddeSyZc7roZMRfhf9O9A39PmWjZsmW9/aFg0l43QOEnn3ziBgNMJXDwrph+Wf7www/uV75+raZaghOLBR9aa9SoUaqh3OuDD6oFE+Na5cqVXY1EqoONrl271saOHWsaHFQ1HKkUDdinARRVW/LUU0/luaYkfBtq1apljz76qH3xxRcWfAjDn0r6fnASsGLFirnjpHow6KZ+Uee1RB/HwQnabr31Vve+aMDM4AvEDVabaPzoeMcEA+e+/fbb1qJFi0RDRKwXHS9IqtxAqDrGg5O+c4h4QZwH0fF0rOj9HjduXJ4GqP3zn//sBirNqf0KfizYHXfcYcGXugU/mOJszd5PR8dTjGCSZlejcMEFF9jll1++94v2syQ6ns4vGvz1+uuvt9NPP910XCZTouNpIErdXnnlFTegZ7KDmEbH06C52l/VYqkmOdlBg6PjBQma1a9f3zRIsmLNnz/f9JlJtESfl1WrEyQaboDaYOJnCyb4Tmpg3uh4OvZUoxhMmp3oJkWsFx1Pnzcd43pPtmzZkvR3ic7JJ598smv10CCowWTUdt5559lLL71kGzZscAPfRmxAnAfR8bS/o0ePNtnlpaUhOp5qKBctWuRqoYMfNdajRw+373E2K/fp6HjBD0I3OG0wSb37bOj5ZEp0PB13uulzHPy4cefWZOLlrHtINhHm7LyP/5s0aWIPPfSQ+xLWBySVooNYo60rQdCHJPhVmEo41ySobdOXUfALIeUmKW2MTigjRoxwX7x33nlnStsX/NqyBQsWWPBL331w9QXnowS1f+6DqxG6Uy1q9tUXm0ZyD2opUwqnk2erVq1cVb6aefQe+ypBLVvuyPoaRVyPM6lolO/FixdbUBthffv2TfoLJHpfcmY5CGpTLai1S/nYDmqLTV/yOqkGv17d5yX6bybzuHTp0q7JVs1lSmKUIKRStI/BL2oLannt3//+t+mHk4+iZn4lbakWfcHp+NaPVyWr+uGUSlFTXlAL4RJT/bjJyspKKlz0eVnHSc5MFnn5fETHS2pjYqwcHU+zRMitU6dObkT3pk2bxnjVvhcpudJ5T813QQ2n+6GpH3NKdjUyfrLdV6LjBTWcpmazoEbffTb0YzGZEh1Pr9d5QM21em+SbZaPjqcmPh2D+g7WZ/iZZ55JZvNcchrul/Ni/VAParlzHib9PwlW0mSRL1Dyol8fOlFp+pNUik6gQTOPNWvWzNQerzblVIo+XPoi0q9yJQeKmUrRCUBJiz64OgGk2idJtU36Ja5fz9rnVOPl7JtqJdq2bZvzMM//65ekvmyDanHX1yKvfZvCN0DTk+ikovekXr164U+ldF8n7KDZyMVQv7ZkazhS+uMJvFg1bMOHD3c1tD7em6CJ0B2H+vxpWqn169cnsBX7XkXHtGqP/9//+3/2+uuv25dffrnvlRN4Rn1AVPOipOOkk04y1fymUlRDpC8VTREUNAG5GspU4um1QbOb1ahRw30hpRpLNWz68aU+MEGzv/syTiXmzz//bPoBpy9e+ak2K5kSfV7W50NJgopqJRo0aJBMOPcj1dd5Xn84evuUIKi/oxJo9edNtqh2SYmoklJZyU192tS/VZ+3nHNDonGj4+n9ULn55pudn55PpkTH03eTEl59n+jcn+znIzqeWlROOOEEFzPoMpD05yM6nvZN33c6r+j8ktdyyDUR5hUq1uuC/hDupKxflxMnTrTqQRW2mpPyWjTfmN7QbkFTlLJ6fQhTKTopq7ZJRZ2LlbylUtSMpxOpbqp2VsfvVIt+PWt/VWWcSofqnO1Q86qaoXzUXpUqVcp9qamTu2oVk612ztmm8P+DvmHuAgud/HTBgK+iX746mSqh1glW71UmFSUu+pzoC1hFyX4qSaCaLrXPmn9RiUwqJ0Ftz2233ab/7N1333XNR6nO46YTvhIOvRdK1HXRSipFnZ+DvlIu2de5QZ6pFjWvqkbCR9G+6qZzg2qv1OSTStFchKpR1HyO+iGWzPsb67yszuhDhw51NYnySyZhixUvlfN8rHhq1tcPo5xzvt7rNm3aJEz45JNPuh/66pCtcv/997vzs+br1HdKnz59Eo6lFaPjqTm0efPmLoaazJI9F0bH08Uk6syv86F+WGt7kynR8bR9+rEgN33e7rnnnmTCxdxfdZFI9TzAXIRJvQ3pWVk1WTqpqMkwE4ua9rR9voqSFzUB+EiKfG1TeBy9Hzrh+0pacvpE+H5/1bdJJxdfk46HG2TifTV768vS57Hoez99f1b0/irxz9Simo6c5ttUt1E/lFQT6Ot4VjwlG6n2G011v9L5evmpSTRTi86tqljwVTLt80GC5eudJQ4CCCCAAAIIIPB/AvTB4lBAAAEEEEAAAQQ8C5BgeQYlHAIIIIAAAgggQILFMYAAAggggAACCHgWIMHyDEo4BBBAAAEEEECABItjAAEEEEAAAQQQ8CxAguUZlHAIIIAAAggggAAJFscAAggggAACCCDgWYAEyzMo4RBAIDEBjVxNQQABBP5XBUiw/lffWfYLgQwUyM7OdvOZaV43TVeiqW4016OmD/FdNB2RpouiIIAAAvkhQIKVH+r8TQQOUQHNOfbBBx+4m6YM+uc//2maCHrAgAHeRTS/mya9pSCAAAL5IZBZM8LmhwB/EwEE0iYwd+5cO+uss9zEtPqj55xzjj3wwAM2e/bs3G1YtmyZm8xY8/i1bdvWLrzwQvec5h585ZVX7NVXX3VzQ95www1Wu3Zt29fyrVu32pw5c6xVq1bu9R999JGNHTvWtFwxNTmxyptvvmkFCxZ089S98847pglyb731VitWrJh7nn8QQACBvAhQg5UXNV6DAAJ5EmjevLn94x//sPvuu8+UbO3evdsuuOACu+uuu1y8xYsX22mnnebuqxmxW7du9sgjj7jHEydOtMcff9wuvvhiN8Fzy5YtbefOnbav5T/++KM99NBD7rUzZsywNm3auImD27dvb/fcc4/de++97rmZM2da165dXa1a06ZNbfTo0XbnnXe65/gHAQQQyKsAkz3nVY7XIYBA0gK///67q0WaMGGC/fvf/7bChQtbhw4d7I477rAaNWrY5ZdfbkcccYSNGDHCxX7//fddTdPatWute/futm3bNtesmJWVZa+//rq1aNHC1TbFWr5y5Uo799xz7eeff3a1WKo5GzhwoIv73nvvuURt06ZN9ve//93VdCkJU3n66adt/Pjx9u6777rH/IMAAgjkRYAarLyo8RoEEMiTgJrirr76alNTnJKb559/3pYuXeqSHQVUx/S3337b/vCHP7jbTTfdZKqJ2rFjh/Xr18+++uorK1++vF166aWu9qsyE0QpAAACa0lEQVR06dL7XB6+gYsWLbLTTz89d1G9evVMTZAbN250y+rUqZP7XNmyZd1zuQu4gwACCORBgD5YeUDjJQggkLyAaq+OP/54e/HFF61hw4ZWtGhR++Mf/2jlypWzU0891XSFYfHixe2qq65ySZj+QigUcrVW6g+lxGrevHn2zTff2LRp01yznmrBVPMVa3n4FtasWdPVZOUsW7FihdWqVcuOPPJIt6hQoUI5T/E/Aggg4EWAGiwvjARBAIF4Aqq90pV96n+lvlMqSqDeeOMNl+woiVKndz3WfdUk6SrDK664wgoUKGAdO3Y0NS0qRq9evUxJ0/fff7/P5eHboxqvcePGuQ7uWv7CCy+4DvTh63AfAQQQ8ClADZZPTWIhgMB+BdS/Sf2sVBulROmXX35xNVD/+te/3Ov69+/v+mRpfCw1/6k/ljqxq/Tt29dd/Td06FCXmKk2rHXr1i4Z01WB0cvV3JhTrrzySpecqeO8brt27XJXI+Y8z/8IIICAbwE6ufsWJR4CCMQV+O677+ynn36yBg0axBwO4dtvv7UtW7bYiSee6IZQyAmoflvLly93NV6lSpXKWez6c8VanrtCcEdNlFpHzYFqVlStGAUBBBA4UAIkWAdKlrgIIIAAAgggcMgK0AfrkH3r2XEEEEAAAQQQOFACJFgHSpa4CCCAAAIIIHDICpBgHbJvPTuOAAIIIIAAAgdKgATrQMkSFwEEEEAAAQQOWQESrEP2rWfHEUAAAQQQQOBACZBgHShZ4iKAAAIIIIDAIStAgnXIvvXsOAIIIIAAAggcKAESrAMlS1wEEEAAAQQQOGQF/j808JavMdL0zgAAAABJRU5ErkJggg==)
Adding Primary Data Layers
By default, assigning the core plot alone will only create the
plotting space with default labels. A simple, single series of lines and
markers can be added to the core plotting object by adding the
scr_points and scr_lines layers.
scr_plot(
use_case_2,
aesthetics = var_map(
x = Session,
y = Responding,
p = Condition,
facet = Participant
),
mai = c(
0.375,
0.375,
0.2,
0.0
),
omi = c(
0.25,
0.25,
0.25,
0.1
)
) |>
scr_xoverride(
c(0.25, 27.5),
xticks = 1:27,
xtickslabs = as.character(1:27)
) |> # manually override x-axis (make extra room for labels)
scr_yoverride(
c(-5, 105), # manually override y-axis and tick interval (tick every 10 units)
yticks = seq(0, 100, by = 10),
ytickslabs = as.character(seq(0, 100, by = 10)),
) |>
scr_lines() |>
scr_points(cex = 2)
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)
Adding Phase Change Lines
Adding phase changes lines to the current can be done in one of two
ways: adding to individual facets (e.g., just in one subplot;
scr_plines) or as an element that cuts across multiple facets
(e.g., across three plots in a figure; scr_plines_mbd). Since
the current example has three facets, illustrating a staggered
introduction of some independent variable, the scr_plines_mbd
layer is the most appropriate.
The current figure involves three elements, separating the phases
across the three panels, and each cross-figure phase change
point is described using a key-ed value in the call. Specifically there
are three phase change elements representing the (“A”) boundary
between baseline and intervention, (“B”) intervention and maintenance,
and (“C”) maintenance and generalization. The specific keys for the
lines are arbitrary; however, the lists must contain named
lists that use the facet as the name (e.g., “Andrew”,
“Brian”, “Charles”) and include relevant x and y
information. Note: since we extended out the bottom of the y-axis, we
must add an argument (y2 = -5) to the list for Charles to make
sure this matches the current floor for the figure in each of the phase
change elements–this generally only matters for the final plot as the
connection to phases below this point generally accomplishes this
without intervention.
scr_plot(
use_case_2,
aesthetics = var_map(
x = Session,
y = Responding,
p = Condition,
facet = Participant
),
mai = c(
0.375,
0.375,
0.2,
0.0
),
omi = c(
0.25,
0.25,
0.25,
0.1
)
) |>
scr_xoverride(
c(0.25, 27.5),
xticks = 1:27,
xtickslabs = as.character(1:27)
) |> # manually override x-axis (make extra room for labels)
scr_yoverride(
c(-5, 105), # manually override y-axis and tick interval (tick every 10 units)
yticks = seq(0, 100, by = 10),
ytickslabs = as.character(seq(0, 100, by = 10)),
) |>
scr_lines() |>
scr_points(cex = 2) |>
scr_plines_mbd(
lines = list( # plot linked phase lines (note: drawn from top through bottom)
"A" = list(
"Andrew" = list(
x1 = 4.5,
y1 = 100
),
"Brian" = list(
x1 = 11.5,
y1 = 100
),
"Charles" = list(
x1 = 18.5,
y1 = 100,
y2 = -5
)
),
"B" = list(
"Andrew" = list(
x1 = 13.5,
y1 = 100
),
"Brian" = list(
x1 = 20.5,
y1 = 100
),
"Charles" = list(
x1 = 23.5,
y1 = 100,
y2 = -5
)
),
"C" = list(
"Andrew" = list(
x1 = 23.5,
y1 = 100
),
"Brian" = list(
x1 = 23.5,
y1 = 100
),
"Charles" = list(
x1 = 23.5,
y1 = 100,
y2 = -5
)
)
)
)
![](data:image/png;base64,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)
Adding Facet and Phase Labels
The figure can be made more descriptive by drawing text in certain
areas to designate which phases correspond with certain changes in the
environment and which facets (i.e., sub-plots) correspond with specific
participants/targets. Adding labels to the figure can be done by drawing
them within a single plot (i.e., scr_label_phase) or
individually across multiple facets (i.e., scr_label_facet).
Since there are three subplots in this figure, the
scr_label_phase and scr_label_facet calls are more
necessary.
The current figure features three participants (i.e., “Andrew”,
“Brian”, “Charles”) and the plots are illustrated in that order. The
scr_label_facet is called with a labels argument and
the named lists must correspond with the values for the subplot (e.g.,
“Andrew”). Each of these arguments must feature information regarding
where to draw that label. Note: it is possible to set a general
x or y argument in the overall layer as well as to
override the label argument in the named list (i.e., if
differing from the name for the list/facet).
The figure features four phases across each of the facets–baseline,
intervention, maintenance, and generalization. Phase labels are drawn
using a series of key-ed list elements, with each element corresponding
to a unique label drawn somewhere on the figure. However, since this
plot involves multiple subplots in the overall figure, the analyst must
specify which facet to draw these labels upon. That is, the
facet argument in scr_labels_phase must be set to
“Andrew” to specify that phase labels will be drawn on the topmost facet
only.
scr_plot(
use_case_2,
aesthetics = var_map(
x = Session,
y = Responding,
p = Condition,
facet = Participant
),
mai = c(
0.375,
0.375,
0.2,
0.0
),
omi = c(
0.25,
0.25,
0.25,
0.1
)
) |>
scr_xoverride(
c(0.25, 27.5),
xticks = 1:27,
xtickslabs = as.character(1:27)
) |> # manually override x-axis (make extra room for labels)
scr_yoverride(
c(-5, 105), # manually override y-axis and tick interval (tick every 10 units)
yticks = seq(0, 100, by = 10),
ytickslabs = as.character(seq(0, 100, by = 10)),
) |>
scr_lines() |>
scr_points(cex = 2) |>
scr_plines_mbd(
lines = list( # plot linked phase lines (note: drawn from top through bottom)
"A" = list(
"Andrew" = list(
x1 = 4.5,
y1 = 100
),
"Brian" = list(
x1 = 11.5,
y1 = 100
),
"Charles" = list(
x1 = 18.5,
y1 = 100,
y2 = -5
)
),
"B" = list(
"Andrew" = list(
x1 = 13.5,
y1 = 100
),
"Brian" = list(
x1 = 20.5,
y1 = 100
),
"Charles" = list(
x1 = 23.5,
y1 = 100,
y2 = -5
)
),
"C" = list(
"Andrew" = list(
x1 = 23.5,
y1 = 100
),
"Brian" = list(
x1 = 23.5,
y1 = 100
),
"Charles" = list(
x1 = 23.5,
y1 = 100,
y2 = -5
)
)
)
) |>
scr_label_facet(
cex = 1.5, # plot labels across facets (not within a single facet)
adj = 1,
y = 10,
labels = list( # list of labels to draw (will use assigned key for label)
"Andrew" = list(
x = 27
),
"Brian" = list(
x = 27
),
"Charles" = list(
x = 27
)
)
) |>
scr_label_phase(
facet = "Andrew", # plot labels on specific facet
cex = 1.25,
adj = 0.5,
y = 107,
labels = list( # list of labels to draw (will use assigned key for label)
"Baseline" = list(
x = 2.5
),
"Treatment" = list(
x = 9
),
"Maintenance" = list(
x = 19
),
"Generalization" = list(
x = 26
)
)
)
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)
Customizing Title, Axes Labels
As a final point of styling this figure, the specific labels for each
axis can be customized to better suit the desired theme. Generally,
there are three primary features that might need adjustment:
scr_xlabel, scr_ylabel, and scr_title. Each
of these corresponds to the respective label.
An example customizing these features is provided in the section
below.
scr_plot(
use_case_2,
aesthetics = var_map(
x = Session,
y = Responding,
p = Condition,
facet = Participant
),
mai = c(
0.375,
0.375,
0.2,
0.0
),
omi = c(
0.25,
0.25,
0.25,
0.1
)
) |>
scr_xoverride(
c(0.25, 27.5),
xticks = 1:27,
xtickslabs = as.character(1:27)
) |> # manually override x-axis (make extra room for labels)
scr_yoverride(
c(-5, 105), # manually override y-axis and tick interval (tick every 10 units)
yticks = seq(0, 100, by = 10),
ytickslabs = as.character(seq(0, 100, by = 10)),
) |>
scr_lines() |>
scr_points(cex = 2) |>
scr_plines_mbd(
lines = list( # plot linked phase lines (note: drawn from top through bottom)
"A" = list(
"Andrew" = list(
x1 = 4.5,
y1 = 100
),
"Brian" = list(
x1 = 11.5,
y1 = 100
),
"Charles" = list(
x1 = 18.5,
y1 = 100,
y2 = -5
)
),
"B" = list(
"Andrew" = list(
x1 = 13.5,
y1 = 100
),
"Brian" = list(
x1 = 20.5,
y1 = 100
),
"Charles" = list(
x1 = 23.5,
y1 = 100,
y2 = -5
)
),
"C" = list(
"Andrew" = list(
x1 = 23.5,
y1 = 100
),
"Brian" = list(
x1 = 23.5,
y1 = 100
),
"Charles" = list(
x1 = 23.5,
y1 = 100,
y2 = -5
)
)
)
) |> # plot lines, using x/y from aesthetics
scr_label_phase(
facet = "Andrew", # plot labels on specific facet
cex = 1.25,
adj = 0.5,
y = 107,
labels = list( # list of labels to draw (will use assigned key for label)
"Baseline" = list(
x = 2.5
),
"Treatment" = list(
x = 9
),
"Maintenance" = list(
x = 19
),
"Generalization" = list(
x = 26
)
)
) |>
scr_xlabel("Session") |> # Override x-axis label (bottom only shown by default)
scr_ylabel(" Percent Accuracy") |> # Override y-axis label (centered, leftmost label)
scr_title("Rates of Acquisition across Participants",
face = 2
)
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)
Saving Figure Output
After the desired design is complete, the figure drawn within R can
be saved in any number of formats (e.g., rasters, vectors) depending on
the need (e.g., insert into an educational report, saved to include in
manuscript). It is important to think carefully about the dimensions
supplied for the output. That is, smaller figures will present as
“cramped” and may not provide sufficient space in the plane to include
suitable text sizes.
An example that outputs the current figure to a PNG-type file is
provided in the section below.
scr_plot(
use_case_2,
aesthetics = var_map(
x = Session,
y = Responding,
p = Condition,
facet = Participant
),
mai = c(
0.375,
0.375,
0.2,
0.0
),
omi = c(
0.25,
0.25,
0.25,
0.1
)
) |>
scr_xoverride(
c(0.25, 27.5),
xticks = 1:27,
xtickslabs = as.character(1:27)
) |> # manually override x-axis (make extra room for labels)
scr_yoverride(
c(-5, 105), # manually override y-axis and tick interval (tick every 10 units)
yticks = seq(0, 100, by = 10),
ytickslabs = as.character(seq(0, 100, by = 10)),
) |>
scr_lines() |>
scr_points(cex = 2) |>
scr_plines_mbd(
lines = list( # plot linked phase lines (note: drawn from top through bottom)
"A" = list(
"Andrew" = list(
x1 = 4.5,
y1 = 100
),
"Brian" = list(
x1 = 11.5,
y1 = 100
),
"Charles" = list(
x1 = 18.5,
y1 = 100,
y2 = -5
)
),
"B" = list(
"Andrew" = list(
x1 = 13.5,
y1 = 100
),
"Brian" = list(
x1 = 20.5,
y1 = 100
),
"Charles" = list(
x1 = 23.5,
y1 = 100,
y2 = -5
)
),
"C" = list(
"Andrew" = list(
x1 = 23.5,
y1 = 100
),
"Brian" = list(
x1 = 23.5,
y1 = 100
),
"Charles" = list(
x1 = 23.5,
y1 = 100,
y2 = -5
)
)
)
) |> # plot lines, using x/y from aesthetics
scr_label_phase(
facet = "Andrew", # plot labels on specific facet
cex = 1.25,
adj = 0.5,
y = 107,
labels = list( # list of labels to draw (will use assigned key for label)
"Baseline" = list(
x = 2.5
),
"Treatment" = list(
x = 9
),
"Maintenance" = list(
x = 19
),
"Generalization" = list(
x = 26
)
)
) |>
scr_xlabel("Session") |> # Override x-axis label (bottom only shown by default)
scr_ylabel(" Percent Accuracy") |> # Override y-axis label (centered, leftmost label)
scr_title("Rates of Acquisition across Participants",
face = 2
) # |>
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)
# scr_save(
# name = "use_case_2.png",
# units = "in",
# width = 9,
# height = 6,
# format = "png"
# )
Closing and Summary
This use case serves as a good expansion to using the fxl
package because the multiple baseline design is very common in research
and practice. Both researchers and clinicians can use this example and
use case to fit various clinical, educational, and/or research
needs.