Merge pi-dev-plus-aosp-without-vendor into stage-aosp-mastertemp_p_merge

Bug: 79597307
Change-Id: I72814d9b2a53028b6bcd602852821825511a3e84

120 files changed, 13793 insertions, 716 deletions

diff --git a/.gitmodules b/.gitmodules
index b8f6e62..44946b1 100644
--- a/.gitmodules
+++ b/.gitmodules
@@ -10,3 +10,6 @@
 [submodule "wiki"]
 	path = wiki
 	url = https://github.com/ARM-Software/lisa.wiki.git
+[submodule "tools/workload-automation"]
+	path = tools/workload-automation
+	url = https://github.com/ARM-software/workload-automation.git
diff --git a/.travis.yml b/.travis.yml
index e771c37..fd4a0c0 100644
--- a/.travis.yml
+++ b/.travis.yml
@@ -18,8 +18,8 @@
 sudo: required
 language: python
 install:
-  # Use IPython 5.x because 6.0+ only supports Python 3.3
-  - pip install --upgrade "ipython<6.0.0" Cython trappy bart-py devlib psutil wrapt jupyter matplotlib
+  - pip install --upgrade trappy bart-py devlib psutil wrapt matplotlib
 script:
   - cd $TRAVIS_BUILD_DIR
+  - 'echo backend : Agg > matplotlibrc' # Otherwise it tries to use tkinter
   - source init_env && lisa-test tests/lisa/
diff --git a/experiments/data/image.png b/experiments/data/image.png
new file mode 100644
index 0000000..7b1eeb7
--- /dev/null
+++ b/experiments/data/image.png
diff --git a/experiments/data/power_profile_camera_avg.png b/experiments/data/power_profile_camera_avg.png
new file mode 100644
index 0000000..325cf30
--- /dev/null
+++ b/experiments/data/power_profile_camera_avg.png
diff --git a/experiments/data/power_profile_camera_flashlight.png b/experiments/data/power_profile_camera_flashlight.png
new file mode 100644
index 0000000..9ecab47
--- /dev/null
+++ b/experiments/data/power_profile_camera_flashlight.png
diff --git a/experiments/data/power_profile_gps_on.png b/experiments/data/power_profile_gps_on.png
new file mode 100644
index 0000000..6f55d4f
--- /dev/null
+++ b/experiments/data/power_profile_gps_on.png
diff --git a/experiments/power/eas/run_cpu_frequency.py b/experiments/power/eas/run_cpu_frequency.py
new file mode 100755
index 0000000..9780ec7
--- /dev/null
+++ b/experiments/power/eas/run_cpu_frequency.py
@@ -0,0 +1,317 @@
+#!/usr/bin/env python
+# SPDX-License-Identifier: Apache-2.0
+#
+# Copyright (C) 2017, ARM Limited, Google, and contributors.
+#
+# Licensed under the Apache License, Version 2.0 (the "License"); you may
+# not use this file except in compliance with the License.
+# You may obtain a copy of the License at
+#
+# http://www.apache.org/licenses/LICENSE-2.0
+#
+# Unless required by applicable law or agreed to in writing, software
+# distributed under the License is distributed on an "AS IS" BASIS, WITHOUT
+# WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
+# See the License for the specific language governing permissions and
+# limitations under the License.
+#
+
+import logging
+
+from conf import LisaLogging
+LisaLogging.setup()
+import json
+import os
+import devlib
+from env import TestEnv
+from android import Screen, Workload, System
+from trace import Trace
+import trappy
+import pandas as pd
+import sqlite3
+import argparse
+import shutil
+from time import sleep
+
+parser = argparse.ArgumentParser(description='CpuFrequency tests')
+
+parser.add_argument('--out_prefix', dest='out_prefix', action='store',
+                    default='default',
+                    help='prefix for out directory')
+
+parser.add_argument('--continue', dest='cont', action='store',
+                    default=False, type=bool,
+                    help='continue previous experiment with same prefix')
+
+parser.add_argument('--duration', dest='duration_s', action='store',
+                    default=30, type=int,
+                    help='Duration of test (default 30s)')
+
+parser.add_argument('--serial', dest='serial', action='store',
+                    help='Serial number of device to test')
+
+args = parser.parse_args()
+
+CRITICAL_TASKS = [
+    "/system/bin/sh", "adbd", "/init"
+]
+
+def outfiles(cluster, cpus, freq):
+    prefix = 'cluster{}-cores{}freq{}_'.format(str(cluster), ''.join('{}-'.format(cpu) for cpu in cpus), freq)
+    samples = '{}samples.csv'.format(prefix)
+    energy = '{}energy.json'.format(prefix)
+    return energy, samples
+
+def update_cpus(target, on_cpus, off_cpus):
+    for cpu in on_cpus:
+        target.hotplug.online(cpu)
+
+    for cpu in off_cpus:
+        target.hotplug.offline(cpu)
+
+def run_dhrystone(target, dhrystone, outdir, energy, samples, on_cpus):
+    # Run dhrystone benchmark for longer than the requested time so
+    # we have extra time to set up the measuring device
+    for on_cpu in on_cpus:
+        target.execute('nohup taskset {:x} {} -t {} -r {}  2>/dev/null 1>/dev/null &'.format(1 << (on_cpu), dhrystone, 1, args.duration_s+30))
+
+    # Start measuring
+    te.emeter.reset()
+
+    # Sleep for the required time
+    sleep(args.duration_s)
+
+    # Stop measuring
+    te.emeter.report(outdir, out_energy=energy, out_samples=samples)
+
+    # Since we are using nohup, the benchmark doesn't show up in
+    # process list. Instead sleep until we can be sure the benchmark
+    # is dead.
+    sleep(30)
+
+def single_cluster(cpus, sandbox_cg, isolated_cg, dhrystone, outdir):
+    # For each cluster
+    for i, cluster in enumerate(CLUSTERS):
+
+        # For each frequency on the cluster
+        for freq in target.cpufreq.list_frequencies(cluster[0]):
+
+            # Keep track of offline and online cpus
+            off_cpus = cpus[:]
+            on_cpus = []
+
+            # For each cpu in the cluster
+            for cpu in cluster:
+                # Add the current cpu to the online list and remove it from the
+                # offline list
+                on_cpus.append(cpu)
+                off_cpus.remove(cpu)
+
+                # Switch the output file so the previous samples are not overwritten
+                energy, samples = outfiles(i, on_cpus, freq)
+
+                # If we are continuing from a previous experiment and this set has
+                # already been run, skip it
+                if args.cont and os.path.isfile(os.path.join(outdir, energy)) and os.path.isfile(os.path.join(outdir, samples)):
+                    continue
+
+                # Bring the on_cpus online take the off_cpus offline
+                update_cpus(target, on_cpus, off_cpus)
+                target.cpufreq.set_frequency(cpu, freq)
+
+                # Update sandbox and isolated cgroups
+                sandbox_cg.set(cpus=on_cpus)
+                isolated_cg.set(cpus=off_cpus)
+
+                # Run the benchmark
+                run_dhrystone(target, dhrystone, outdir, energy, samples, on_cpus)
+
+    # Restore all the cpus
+    target.hotplug.online_all()
+
+
+def multiple_clusters(cpus, sandbox_cg, isolated_cg, dhrystone, outdir):
+    # Keep track of offline and online cpus
+    off_cpus = cpus[:]
+    on_cpus = []
+    prefix = ''
+
+    if len(CLUSTERS) != 2:
+        print 'Only 2 clusters is supported.'
+        return
+
+    # For each cluster
+    for i, cluster in enumerate(CLUSTERS):
+        # A cpu in each cluster
+        cpu = cluster[0]
+
+        freq = target.cpufreq.list_frequencies(cpu)[0]
+
+        # Set frequency to min
+        target.cpufreq.set_frequency(cpu, freq)
+
+        # Keep cpu on
+        on_cpus.append(cpu)
+        off_cpus.remove(cpu)
+
+        prefix = '{}cluster{}-cores{}-freq{}_'.format(prefix, i, cpu, freq)
+
+    # Update cgroups to reflect on_cpus and off_cpus
+    sandbox_cg.set(cpus=on_cpus)
+    isolated_cg.set(cpus=off_cpus)
+
+    # Bring the on_cpus online take the off_cpus offline
+    update_cpus(target, on_cpus, off_cpus)
+
+    # For one cpu in each cluster
+    for i, cpu in enumerate(on_cpus):
+
+        # For each frequency on the cluster
+        for freq in target.cpufreq.list_frequencies(cpu):
+
+            # Switch the output file so the previous samples are not overwritten
+            curr_prefix = prefix.replace('cores{}-freq{}'.format(cpu,
+                    target.cpufreq.list_frequencies(cpu)[0]),
+                    'cores{}-freq{}'.format(cpu, freq))
+            samples = '{}samples.csv'.format(curr_prefix)
+            energy = '{}energy.json'.format(curr_prefix)
+
+            # If we are continuing from a previous experiment and this set has
+            # already been run, skip it
+            if args.cont and os.path.isfile(os.path.join(outdir, energy)) and os.path.isfile(os.path.join(outdir, samples)):
+                continue
+
+            # Set frequency
+            target.cpufreq.set_frequency(cpu, freq)
+
+            # Run the benchmark
+            run_dhrystone(target, dhrystone, outdir, energy, samples, on_cpus)
+
+        # Reset frequency to min
+        target.cpufreq.set_frequency(cpu, target.cpufreq.list_frequencies(cpu)[0])
+
+    # Restore all the cpus
+    target.hotplug.online_all()
+
+
+def experiment():
+    # Check if the dhyrstone binary is on the device
+    dhrystone = os.path.join(target.executables_directory, 'dhrystone')
+    if not target.file_exists(dhrystone):
+        raise RuntimeError('dhrystone could not be located here: {}'.format(
+                dhrystone))
+
+    # Create results directory
+    outdir=te.res_dir + '_' + args.out_prefix
+    if not args.cont:
+        try:
+            shutil.rmtree(outdir)
+        except:
+            print "couldn't remove " + outdir
+            pass
+    if not os.path.exists(outdir):
+        os.makedirs(outdir)
+
+    # Get clusters and cpus
+    cpus = [cpu for cluster in CLUSTERS for cpu in cluster]
+
+    # Prevent screen from dozing
+    Screen.set_doze_always_on(target, on=False)
+
+    # Turn on airplane mode
+    System.set_airplane_mode(target, on=True)
+
+    # Turn off screen
+    Screen.set_screen(target, on=False)
+
+    # Stop thermal engine and perfd
+    target.execute("stop thermal-engine")
+    target.execute("stop perfd")
+
+    # Take a wakelock
+    System.wakelock(target, take=True)
+
+    # Store governors so they can be restored later
+    governors = [ target.cpufreq.get_governor(cpu) for cpu in cpus]
+
+    # Set the governer to userspace so the cpu frequencies can be set
+    target.hotplug.online_all()
+    target.cpufreq.set_all_governors('userspace')
+
+    # Freeze all non critical tasks
+    target.cgroups.freeze(exclude=CRITICAL_TASKS)
+
+    # Remove all userspace tasks from the cluster
+    sandbox_cg, isolated_cg = target.cgroups.isolate([])
+
+    # Run measurements on single cluster
+    single_cluster(cpus, sandbox_cg, isolated_cg, dhrystone, outdir)
+
+    # Run measurements on multiple clusters
+    multiple_clusters(cpus, sandbox_cg, isolated_cg, dhrystone, outdir)
+
+    # Restore all governors
+    for i, governor in enumerate(governors):
+        target.cpufreq.set_governor(cpus[i], governor)
+
+    # Restore non critical tasks
+    target.cgroups.freeze(thaw=True)
+
+    # Release wakelock
+    System.wakelock(target, take=False)
+
+    # Stop thermal engine and perfd
+    target.execute("start thermal-engine")
+    target.execute("start perfd")
+
+    # Dump platform
+    te.platform_dump(outdir)
+
+    te._log.info('RESULTS are in out directory: {}'.format(outdir))
+
+# Setup target configuration
+my_conf = {
+
+    # Target platform and board
+    "platform"     : 'android',
+
+    # Useful for reading names of little/big cluster
+    # and energy model info, its device specific and use
+    # only if needed for analysis
+    # "board"        : 'pixel',
+
+    # Device
+    # By default the device connected is detected, but if more than 1
+    # device, override the following to get a specific device.
+    # "device"       : "HT6880200489",
+
+    # Folder where all the results will be collected
+    "results_dir" : "CpuFrequency",
+
+    # Define devlib modules to load
+    "modules"     : [
+        'cpufreq',      # enable CPUFreq support
+        'hotplug',      # enable hotplug support
+        'cgroups',      # enable cgroups support
+    ],
+
+    "emeter" : {
+        'instrument': 'monsoon',
+        'conf': { }
+    },
+
+    # Tools required by the experiments
+    "tools"     : [ ],
+
+    "skip_nrg_model" : True,
+}
+
+if args.serial:
+    my_conf["device"] = args.serial
+
+# Initialize a test environment using:
+te = TestEnv(my_conf, wipe=False)
+target = te.target
+CLUSTERS = te.topology.get_level('cluster')
+
+results = experiment()
diff --git a/experiments/power/profile/run_camera_avg.py b/experiments/power/profile/run_camera_avg.py
new file mode 100755
index 0000000..a0c1fc7
--- /dev/null
+++ b/experiments/power/profile/run_camera_avg.py
@@ -0,0 +1,121 @@
+#!/usr/bin/env python
+# SPDX-License-Identifier: Apache-2.0
+#
+# Copyright (C) 2017, ARM Limited, Google, and contributors.
+#
+# Licensed under the Apache License, Version 2.0 (the "License"); you may
+# not use this file except in compliance with the License.
+# You may obtain a copy of the License at
+#
+# http://www.apache.org/licenses/LICENSE-2.0
+#
+# Unless required by applicable law or agreed to in writing, software
+# distributed under the License is distributed on an "AS IS" BASIS, WITHOUT
+# WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
+# See the License for the specific language governing permissions and
+# limitations under the License.
+#
+import logging
+
+from conf import LisaLogging
+LisaLogging.setup()
+import json
+import os
+import devlib
+from env import TestEnv
+from android import Screen, Workload, System
+from trace import Trace
+import trappy
+import pandas as pd
+import sqlite3
+import argparse
+import shutil
+
+parser = argparse.ArgumentParser(description='CameraAvg')
+
+parser.add_argument('--out_prefix', dest='out_prefix', action='store', default='default',
+                    help='prefix for out directory')
+
+parser.add_argument('--collect', dest='collect', action='store', default='energy',
+                    help='what to collect (default energy)')
+
+parser.add_argument('--duration', dest='duration_s', action='store',
+                    default=30, type=int,
+                    help='Duration of test (default 30s)')
+
+parser.add_argument('--serial', dest='serial', action='store',
+                    help='Serial number of device to test')
+
+args = parser.parse_args()
+
+def experiment():
+    # Get workload
+    wload = Workload.getInstance(te, 'AppStartup')
+
+    outdir=te.res_dir + '_' + args.out_prefix
+    try:
+        shutil.rmtree(outdir)
+    except:
+        print "couldn't remove " + outdir
+        pass
+    os.makedirs(outdir)
+
+    package = 'com.example.android.powerprofile.cameraavg'
+    permissions = ['android.permission.CAMERA']
+
+    # Set airplane mode
+    System.set_airplane_mode(target, on=True)
+
+    # Run AppStartup workload with the gps on app
+    wload.run(outdir, package=package, permissions=permissions,
+            duration_s=args.duration_s, collect=args.collect)
+
+    # Turn off airplane mode
+    System.set_airplane_mode(target, on=False)
+
+    # Dump platform descriptor
+    te.platform_dump(te.res_dir)
+
+    te._log.info('RESULTS are in out directory: {}'.format(outdir))
+
+# Setup target configuration
+my_conf = {
+
+    # Target platform and board
+    "platform"     : 'android',
+
+    # Useful for reading names of little/big cluster
+    # and energy model info, its device specific and use
+    # only if needed for analysis
+    # "board"        : 'pixel',
+
+    # Device
+    # By default the device connected is detected, but if more than 1
+    # device, override the following to get a specific device.
+    # "device"       : "HT6880200489",
+
+    # Folder where all the results will be collected
+    "results_dir" : "CameraAvg",
+
+    # Define devlib modules to load
+    "modules"     : [
+        'cpufreq',      # enable CPUFreq support
+    ],
+
+    "emeter" : {
+        'instrument': 'monsoon',
+        'conf': { }
+    },
+
+    # Tools required by the experiments
+    "tools"   : [],
+}
+
+if args.serial:
+    my_conf["device"] = args.serial
+
+# Initialize a test environment using:
+te = TestEnv(my_conf, wipe=False)
+target = te.target
+
+results = experiment()
diff --git a/experiments/power/profile/run_camera_flashlight.py b/experiments/power/profile/run_camera_flashlight.py
new file mode 100755
index 0000000..5c3a4c7
--- /dev/null
+++ b/experiments/power/profile/run_camera_flashlight.py
@@ -0,0 +1,122 @@
+#!/usr/bin/env python
+# SPDX-License-Identifier: Apache-2.0
+#
+# Copyright (C) 2017, ARM Limited, Google, and contributors.
+#
+# Licensed under the Apache License, Version 2.0 (the "License"); you may
+# not use this file except in compliance with the License.
+# You may obtain a copy of the License at
+#
+# http://www.apache.org/licenses/LICENSE-2.0
+#
+# Unless required by applicable law or agreed to in writing, software
+# distributed under the License is distributed on an "AS IS" BASIS, WITHOUT
+# WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
+# See the License for the specific language governing permissions and
+# limitations under the License.
+#
+
+import logging
+
+from conf import LisaLogging
+LisaLogging.setup()
+import json
+import os
+import devlib
+from env import TestEnv
+from android import Screen, Workload, System
+from trace import Trace
+import trappy
+import pandas as pd
+import sqlite3
+import argparse
+import shutil
+
+parser = argparse.ArgumentParser(description='CameraFlashlight')
+
+parser.add_argument('--out_prefix', dest='out_prefix', action='store', default='default',
+                    help='prefix for out directory')
+
+parser.add_argument('--collect', dest='collect', action='store', default='energy',
+                    help='what to collect (default energy)')
+
+parser.add_argument('--duration', dest='duration_s', action='store',
+                    default=30, type=int,
+                    help='Duration of test (default 30s)')
+
+parser.add_argument('--serial', dest='serial', action='store',
+                    help='Serial number of device to test')
+
+args = parser.parse_args()
+
+def experiment():
+    # Get workload
+    wload = Workload.getInstance(te, 'AppStartup')
+
+    outdir=te.res_dir + '_' + args.out_prefix
+    try:
+        shutil.rmtree(outdir)
+    except:
+        print "couldn't remove " + outdir
+        pass
+    os.makedirs(outdir)
+
+    package = 'com.example.android.powerprofile.cameraflashlight'
+    permissions = []
+
+    # Set airplane mode
+    System.set_airplane_mode(target, on=True)
+
+    # Run AppStartup workload with the flashlight app
+    wload.run(outdir, package=package, permissions=permissions,
+            duration_s=args.duration_s, collect=args.collect)
+
+    # Turn off airplane mode
+    System.set_airplane_mode(target, on=False)
+
+    # Dump platform descriptor
+    te.platform_dump(te.res_dir)
+
+    te._log.info('RESULTS are in out directory: {}'.format(outdir))
+
+# Setup target configuration
+my_conf = {
+
+    # Target platform and board
+    "platform"     : 'android',
+
+    # Useful for reading names of little/big cluster
+    # and energy model info, its device specific and use
+    # only if needed for analysis
+    # "board"        : 'pixel',
+
+    # Device
+    # By default the device connected is detected, but if more than 1
+    # device, override the following to get a specific device.
+    # "device"       : "HT6880200489",
+
+    # Folder where all the results will be collected
+    "results_dir" : "CameraFlashlight",
+
+    # Define devlib modules to load
+    "modules"     : [
+        'cpufreq',      # enable CPUFreq support
+    ],
+
+    "emeter" : {
+        'instrument': 'monsoon',
+        'conf': { }
+    },
+
+    # Tools required by the experiments
+    "tools"   : [],
+}
+
+if args.serial:
+    my_conf["device"] = args.serial
+
+# Initialize a test environment using:
+te = TestEnv(my_conf, wipe=False)
+target = te.target
+
+results = experiment()
diff --git a/experiments/power/profile/run_gps_on.py b/experiments/power/profile/run_gps_on.py
new file mode 100755
index 0000000..4ee7810
--- /dev/null
+++ b/experiments/power/profile/run_gps_on.py
@@ -0,0 +1,115 @@
+#!/usr/bin/env python
+# SPDX-License-Identifier: Apache-2.0
+#
+# Copyright (C) 2017, ARM Limited, Google, and contributors.
+#
+# Licensed under the Apache License, Version 2.0 (the "License"); you may
+# not use this file except in compliance with the License.
+# You may obtain a copy of the License at
+#
+# http://www.apache.org/licenses/LICENSE-2.0
+#
+# Unless required by applicable law or agreed to in writing, software
+# distributed under the License is distributed on an "AS IS" BASIS, WITHOUT
+# WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
+# See the License for the specific language governing permissions and
+# limitations under the License.
+#
+import logging
+
+from conf import LisaLogging
+LisaLogging.setup()
+import json
+import os
+import devlib
+from env import TestEnv
+from android import Screen, Workload, System
+from trace import Trace
+import trappy
+import pandas as pd
+import sqlite3
+import argparse
+import shutil
+
+parser = argparse.ArgumentParser(description='GpsOn')
+
+parser.add_argument('--out_prefix', dest='out_prefix', action='store', default='default',
+                    help='prefix for out directory')
+
+parser.add_argument('--collect', dest='collect', action='store', default='energy',
+                    help='what to collect (default energy)')
+
+parser.add_argument('--duration', dest='duration_s', action='store',
+                    default=30, type=int,
+                    help='Duration of test (default 30s)')
+
+parser.add_argument('--serial', dest='serial', action='store',
+                    help='Serial number of device to test')
+
+args = parser.parse_args()
+
+def experiment():
+    # Get workload
+    wload = Workload.getInstance(te, 'AppStartup')
+
+    outdir=te.res_dir + '_' + args.out_prefix
+    try:
+        shutil.rmtree(outdir)
+    except:
+        print "couldn't remove " + outdir
+        pass
+    os.makedirs(outdir)
+
+    package = 'com.example.android.powerprofile.gpson'
+    permissions = ['android.permission.ACCESS_FINE_LOCATION']
+
+    # Run AppStartup workload with the gps on app
+    wload.run(outdir, package=package, permissions=permissions,
+            duration_s=args.duration_s, collect=args.collect)
+
+    # Dump platform descriptor
+    te.platform_dump(te.res_dir)
+
+    te._log.info('RESULTS are in out directory: {}'.format(outdir))
+
+# Setup target configuration
+my_conf = {
+
+    # Target platform and board
+    "platform"     : 'android',
+
+    # Useful for reading names of little/big cluster
+    # and energy model info, its device specific and use
+    # only if needed for analysis
+    # "board"        : 'pixel',
+
+    # Device
+    # By default the device connected is detected, but if more than 1
+    # device, override the following to get a specific device.
+    # "device"       : "HT6880200489",
+
+    # Folder where all the results will be collected
+    "results_dir" : "GpsOn",
+
+    # Define devlib modules to load
+    "modules"     : [
+        'cpufreq',      # enable CPUFreq support
+    ],
+
+    "emeter" : {
+        'instrument': 'monsoon',
+        'conf': { }
+    },
+
+    # Tools required by the experiments
+    "tools"   : [],
+}
+
+if args.serial:
+    my_conf["device"] = args.serial
+
+# Initialize a test environment using:
+te = TestEnv(my_conf, wipe=False)
+target = te.target
+
+results = experiment()
diff --git a/experiments/run_binder_throughput.py b/experiments/run_binder_throughput.py
new file mode 100644
index 0000000..2082251
--- /dev/null
+++ b/experiments/run_binder_throughput.py
@@ -0,0 +1,123 @@
+#!/usr/bin/env python
+# SPDX-License-Identifier: Apache-2.0
+#
+# Copyright (C) 2017, ARM Limited, Google, and contributors.
+#
+# Licensed under the Apache License, Version 2.0 (the "License"); you may
+# not use this file except in compliance with the License.
+# You may obtain a copy of the License at
+#
+# http://www.apache.org/licenses/LICENSE-2.0
+#
+# Unless required by applicable law or agreed to in writing, software
+# distributed under the License is distributed on an "AS IS" BASIS, WITHOUT
+# WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
+# See the License for the specific language governing permissions and
+# limitations under the License.
+#
+
+import logging
+from conf import LisaLogging
+LisaLogging.setup()
+
+import json
+import os
+import devlib
+from env import TestEnv
+import argparse
+
+# Setup target configuration
+conf = {
+    # Target platform and board
+    "platform"     : 'android',
+    # Useful for reading names of little/big cluster
+    # and energy model info, its device specific and use
+    # only if needed for analysis
+    # "board"        : 'pixel',
+    # Device
+    # By default the device connected is detected, but if more than 1
+    # device, override the following to get a specific device.
+    # "device"       : "HT66N0300080",
+    # Folder where all the results will be collected
+    "results_dir" : "BinderThroughputTest",
+    # Define devlib modules to load
+    "modules"     : [
+        'cpufreq',      # enable CPUFreq support
+        'cpuidle',      # enable cpuidle support
+        # 'cgroups'     # Enable for cgroup support
+    ],
+    "emeter" : {
+        'instrument': 'monsoon',
+        'conf': { }
+    },
+    "systrace": {
+        'extra_categories': ['binder_driver'],
+        "extra_events": ["binder_transaction_alloc_buf"],
+    },
+    # Tools required by the experiments
+    "tools"   : [ 'taskset'],
+}
+
+te = TestEnv(conf, wipe=False)
+target = te.target
+
+def experiment(workers, payload, iterations, cpu):
+    target.cpufreq.set_all_governors("performance")
+    cmd = "taskset -a {} /data/local/tmp/binderThroughputTest -p ".format(cpu)
+    cmd += "-s {} -i {} -w {}".format(payload, iterations, workers)
+    return target.execute(cmd)
+
+parser = argparse.ArgumentParser(
+        description="Run binderThroughputTest and collect output.")
+
+parser.add_argument("--test", "-t", type=str,
+                    choices=["cs", "payload"],
+                    default="cs",
+                    help="cs: vary number of cs_pairs while control payload.\n"
+                    "payload: vary payload size while control cs_pairs.")
+parser.add_argument("--out_prefix", "-o", type=str,
+                    help="The kernel image used for running the test.")
+parser.add_argument("--cpu", "-c", type=str,
+                    default='f',
+                    help="cpus on which to run the tests.")
+parser.add_argument("--iterations", "-i", type=int,
+                    default=10000,
+                    help="Number of iterations to run the transaction.")
+
+parser.add_argument("--cs_pairs", type=int, nargs='+',
+                    default=[1, 2, 3, 4, 5],
+                    help="Varying client-server pairs.")
+parser.add_argument("--payload", type=int, default=0,
+                    help="Fixed payload in varying cs pairs.")
+
+parser.add_argument("--payloads", type=int, nargs='+',
+                    default=[0, 4096, 4096*2, 4096*4, 4096*8],
+                    help="Varying payloads.")
+parser.add_argument("--cs_pair", type=int, default=1,
+                    help="Fixed single cs pair in varying payload.")
+
+if __name__ == "__main__":
+    args = parser.parse_args()
+
+    results = []
+    if args.test == "cs":
+        for cs in args.cs_pairs:
+            result = experiment(cs*2, args.payload, args.iterations, args.cpu)
+            results.append(result)
+
+        out_file = os.path.join(te.res_dir,
+                                args.out_prefix + "_cs_" + str(args.payload))
+        with open(out_file, 'w') as f:
+            for r in results:
+                f.write("%s\n" % r)
+    else:
+        for pl in args.payloads:
+            result = experiment(args.cs_pair*2, pl, args.iterations, args.cpu)
+            results.append(result)
+
+        out_file = os.path.join(te.res_dir,
+                                args.out_prefix + \
+                                "_payload_" + str(args.cs_pair))
+        with open(out_file, 'w') as f:
+            for r in results:
+                f.write("%s\n" % r)
diff --git a/experiments/run_binder_transaction_tracing.py b/experiments/run_binder_transaction_tracing.py
new file mode 100755
index 0000000..d8f0949
--- /dev/null
+++ b/experiments/run_binder_transaction_tracing.py
@@ -0,0 +1,131 @@
+#!/usr/bin/env python
+# SPDX-License-Identifier: Apache-2.0
+#
+# Copyright (C) 2017, ARM Limited, Google, and contributors.
+#
+# Licensed under the Apache License, Version 2.0 (the "License"); you may
+# not use this file except in compliance with the License.
+# You may obtain a copy of the License at
+#
+# http://www.apache.org/licenses/LICENSE-2.0
+#
+# Unless required by applicable law or agreed to in writing, software
+# distributed under the License is distributed on an "AS IS" BASIS, WITHOUT
+# WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
+# See the License for the specific language governing permissions and
+# limitations under the License.
+#
+
+from time import sleep
+import os
+import re
+import argparse
+import pandas as pd
+import matplotlib.pyplot as plt
+from android import System
+from env import TestEnv
+
+# Setup target configuration
+conf = {
+    # Target platform and board
+    "platform"     : 'android',
+    # Useful for reading names of little/big cluster
+    # and energy model info, its device specific and use
+    # only if needed for analysis
+    # "board"        : 'pixel',
+    # Device
+    # By default the device connected is detected, but if more than 1
+    # device, override the following to get a specific device.
+    # "device"       : "HT66N0300080",
+    # Folder where all the results will be collected
+    "results_dir" : "BinderTransactionTracing",
+    # Define devlib modules to load
+    "modules"     : [
+        'cpufreq',      # enable CPUFreq support
+        'cpuidle',      # enable cpuidle support
+        # 'cgroups'     # Enable for cgroup support
+    ],
+    "emeter" : {
+        'instrument': 'monsoon',
+        'conf': { }
+    },
+    "systrace": {
+        'extra_categories': ['binder_driver'],
+        "extra_events": ["binder_transaction_alloc_buf"],
+    },
+    # Tools required by the experiments
+    "tools"   : [ 'taskset'],
+
+    "skip_nrg_model" : True,
+}
+
+te = TestEnv(conf, wipe=False)
+target = te.target
+
+def run_page_stats(duration, frequency):
+    procs = {}
+    for i in range(int(duration/frequency)):
+        ss = target.execute("cat /d/binder/stats")
+        proc_dump = re.split("\nproc ", ss)[1:]
+
+        for proc in proc_dump[1:]:
+            lines = proc.split("\n  ")
+            proc_id = lines[0]
+            page = re.search("pages: (\d+:\d+:\d+)", proc)
+            active, lru, free = map(int, page.group(1).split(":"))
+            if proc_id not in procs:
+                procs[proc_id] = {"alloc": [], "lru": []}
+            procs[proc_id]["alloc"].append(active + lru)
+            procs[proc_id]["lru"].append(lru)
+
+        sleep(frequency)
+    for proc in procs:
+        df = pd.DataFrame(data={"alloc": procs[proc]["alloc"],
+                             "lru": procs[proc]["lru"]})
+        df.plot(title="proc " + proc)
+        plt.show()
+
+def experiment(duration_s, cmd, frequency):
+    """
+    Starts systrace and run a command on target if specified. If
+    no command is given, collect the trace for duration_s seconds.
+
+    :param duration_s: duration to collect systrace
+    :type duration_s: int
+
+    :param cmd: command to execute on the target
+    :type cmd: string
+
+    :param frequency: sampling frequency for page stats
+    :type frequency: float
+    """
+    systrace_output = System.systrace_start(
+        te, os.path.join(te.res_dir, 'trace.html'), conf=conf)
+    systrace_output.expect("Starting tracing")
+
+    if frequency:
+        run_page_stats(duration_s, frequency)
+    elif cmd:
+        target.execute(cmd)
+    else:
+        sleep(duration_s)
+
+    systrace_output.sendline("")
+    System.systrace_wait(te, systrace_output)
+    te.platform_dump(te.res_dir)
+
+parser = argparse.ArgumentParser(
+    description="Collect systrace for binder events while executing"
+    "a command on the target or wait for duration_s seconds")
+
+parser.add_argument("--duration", "-d", type=int, default=0,
+                    help="How long to collect the trace in seconds.")
+parser.add_argument("--command", "-c", type=str, default="",
+                    help="Command to execute on the target.")
+parser.add_argument("--pagestats", "-p", nargs="?", type=float, default=None,
+                    const=0.1, help="Run binder page stats analysis."
+                    "Optional argument for sample interval in seconds.")
+
+if __name__ == "__main__":
+    args = parser.parse_args()
+    experiment(args.duration, args.command, args.pagestats)
diff --git a/experiments/run_camera.py b/experiments/run_camera.py
index 3cf9d8b..fc6603a 100755
--- a/experiments/run_camera.py
+++ b/experiments/run_camera.py
@@ -1,4 +1,20 @@
 #!/usr/bin/env python
+# SPDX-License-Identifier: Apache-2.0
+#
+# Copyright (C) 2017, ARM Limited, Google, and contributors.
+#
+# Licensed under the Apache License, Version 2.0 (the "License"); you may
+# not use this file except in compliance with the License.
+# You may obtain a copy of the License at
+#
+# http://www.apache.org/licenses/LICENSE-2.0
+#
+# Unless required by applicable law or agreed to in writing, software
+# distributed under the License is distributed on an "AS IS" BASIS, WITHOUT
+# WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
+# See the License for the specific language governing permissions and
+# limitations under the License.
+#
 
 import logging
 
@@ -102,6 +118,8 @@ my_conf = {
 
     # Tools required by the experiments
     "tools"   : [ 'taskset'],
+
+    "skip_nrg_model" : True,
 }
 
 if args.serial:
diff --git a/experiments/run_display_image.py b/experiments/run_display_image.py
new file mode 100755
index 0000000..fdc70c8
--- /dev/null
+++ b/experiments/run_display_image.py
@@ -0,0 +1,127 @@
+#!/usr/bin/env python
+# SPDX-License-Identifier: Apache-2.0
+#
+# Copyright (C) 2017, ARM Limited, Google, and contributors.
+#
+# Licensed under the Apache License, Version 2.0 (the "License"); you may
+# not use this file except in compliance with the License.
+# You may obtain a copy of the License at
+#
+# http://www.apache.org/licenses/LICENSE-2.0
+#
+# Unless required by applicable law or agreed to in writing, software
+# distributed under the License is distributed on an "AS IS" BASIS, WITHOUT
+# WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
+# See the License for the specific language governing permissions and
+# limitations under the License.
+#
+
+import logging
+
+from conf import LisaLogging
+LisaLogging.setup()
+import json
+import os
+import devlib
+from env import TestEnv
+from android import Screen, Workload, System
+from trace import Trace
+import trappy
+import pandas as pd
+import sqlite3
+import argparse
+import shutil
+
+parser = argparse.ArgumentParser(description='DisplayImage tests')
+
+parser.add_argument('--out_prefix', dest='out_prefix', action='store', default='default',
+                    help='prefix for out directory')
+
+parser.add_argument('--collect', dest='collect', action='store', default='energy',
+                    help='What to collect (default energy). Also supports option '
+                    'display-energy which suspends the cpu to help prevent extra '
+                    'energy consumption by the cpu.')
+
+parser.add_argument('--image', dest='image', action='store', default='image.png',
+                    type=str,
+                    help='name of image located in LISA_HOME/experiments/data'\
+                    ' (default image.png)')
+
+parser.add_argument('--brightness', dest='brightness', action='store', default=100,
+                    type=int,
+                    help='Brightness of screen (default 100)')
+
+parser.add_argument('--duration', dest='duration_s', action='store',
+                    default=15, type=int,
+                    help='Duration of test (default 15s)')
+
+parser.add_argument('--serial', dest='serial', action='store',
+                    help='Serial number of device to test')
+
+args = parser.parse_args()
+
+def experiment():
+    # Get workload
+    wload = Workload.getInstance(te, 'DisplayImage')
+
+    outdir=te.res_dir + '_' + args.out_prefix
+    try:
+        shutil.rmtree(outdir)
+    except:
+        print "couldn't remove " + outdir
+        pass
+    os.makedirs(outdir)
+
+    # Run DisplayImage
+    wload.run(outdir, duration_s=args.duration_s, brightness=args.brightness,
+            filepath=os.path.join(os.environ["LISA_HOME"],
+            'experiments/data', args.image), collect=args.collect)
+
+    # Dump platform descriptor
+    te.platform_dump(te.res_dir)
+
+    te._log.info('RESULTS are in out directory: {}'.format(outdir))
+
+# Setup target configuration
+my_conf = {
+
+    # Target platform and board
+    "platform"     : 'android',
+
+    # Useful for reading names of little/big cluster
+    # and energy model info, its device specific and use
+    # only if needed for analysis
+    # "board"        : 'pixel',
+
+    # Device
+    # By default the device connected is detected, but if more than 1
+    # device, override the following to get a specific device.
+    # "device"       : "HT6880200489",
+
+    # Folder where all the results will be collected
+    "results_dir" : "DisplayImage",
+
+    # Define devlib modules to load
+    "modules"     : [
+        'cpufreq',      # enable CPUFreq support
+    ],
+
+    "emeter" : {
+        'instrument': 'monsoon',
+        'conf': { }
+    },
+
+    # Tools required by the experiments
+    "tools"   : [ ],
+
+    "skip_nrg_model" : True,
+}
+
+if args.serial:
+    my_conf["device"] = args.serial
+
+# Initialize a test environment using:
+te = TestEnv(my_conf, wipe=False)
+target = te.target
+
+results = experiment()
diff --git a/experiments/run_idle_resume.py b/experiments/run_idle_resume.py
index 41dc2f9..e9c611d 100755
--- a/experiments/run_idle_resume.py
+++ b/experiments/run_idle_resume.py
@@ -1,4 +1,20 @@
 #!/usr/bin/env python
+# SPDX-License-Identifier: Apache-2.0
+#
+# Copyright (C) 2017, ARM Limited, Google, and contributors.
+#
+# Licensed under the Apache License, Version 2.0 (the "License"); you may
+# not use this file except in compliance with the License.
+# You may obtain a copy of the License at
+#
+# http://www.apache.org/licenses/LICENSE-2.0
+#
+# Unless required by applicable law or agreed to in writing, software
+# distributed under the License is distributed on an "AS IS" BASIS, WITHOUT
+# WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
+# See the License for the specific language governing permissions and
+# limitations under the License.
+#
 
 import logging
 
@@ -91,6 +107,8 @@ my_conf = {
 
     # Tools required by the experiments
     "tools"   : [ 'taskset'],
+
+    "skip_nrg_model" : True,
 }
 
 if args.serial:
diff --git a/experiments/run_jankbench.py b/experiments/run_jankbench.py
new file mode 100755
index 0000000..efb648b
--- /dev/null
+++ b/experiments/run_jankbench.py
@@ -0,0 +1,165 @@
+#!/usr/bin/env python
+# SPDX-License-Identifier: Apache-2.0
+#
+# Copyright (C) 2017, ARM Limited, Google, and contributors.
+#
+# Licensed under the Apache License, Version 2.0 (the "License"); you may
+# not use this file except in compliance with the License.
+# You may obtain a copy of the License at
+#
+# http://www.apache.org/licenses/LICENSE-2.0
+#
+# Unless required by applicable law or agreed to in writing, software
+# distributed under the License is distributed on an "AS IS" BASIS, WITHOUT
+# WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
+# See the License for the specific language governing permissions and
+# limitations under the License.
+#
+
+import logging
+
+from conf import LisaLogging
+LisaLogging.setup()
+import json
+import os
+import devlib
+from env import TestEnv
+from android import Screen, Workload, System
+from trace import Trace
+import trappy
+import pandas as pd
+import sqlite3
+import argparse
+import shutil
+
+parser = argparse.ArgumentParser(description='Jankbench tests')
+
+parser.add_argument('--out_prefix', dest='out_prefix', action='store', default='default',
+                    help='prefix for out directory')
+
+parser.add_argument('--collect', dest='collect', action='store', default='systrace',
+                    help='what to collect (default systrace)')
+
+parser.add_argument('--test', dest='test_name', action='store',
+                    default='overdraw',
+                    help='which test to run')
+
+parser.add_argument('--iterations', dest='iterations', action='store',
+                    default=10, type=int,
+                    help='Number of times to repeat the tests per run (default 10)')
+
+parser.add_argument('--serial', dest='serial', action='store',
+                    help='Serial number of device to test')
+
+parser.add_argument('--all', dest='run_all', action='store_true',
+                    help='Run all tests')
+
+parser.add_argument('--reinstall', dest='reinstall', action='store_true',
+                    help='Rebuild and reinstall test apks')
+
+parser.add_argument('--reimage', dest='reimage', action='store',
+                    default='',
+                    help='Flag to reimage target device (kernel-update kernel image | all-update complete android image)')
+
+parser.add_argument('--kernel_path', dest='kernel_path', action='store',
+                    default='',
+                    help='Path to kernel source directory. Required if reimage option is used')
+
+args = parser.parse_args()
+
+def make_dir(outdir):
+    try:
+        shutil.rmtree(outdir)
+    except:
+        print "couldn't remove " + outdir
+        pass
+    os.makedirs(outdir)
+
+def print_results(te, test_outdir, test_name, wload):
+    res_df = wload.get_results(test_outdir).describe(percentiles=[0.25,0.5,0.75,0.95,0.99])
+    stats_df = res_df['total_duration']
+    te._log.info("==============================================")
+    te._log.info("JANKBENCH TEST RESULT: Frame stats: {}".format(test_name))
+    stats_str = stats_df.to_string().split('\n')
+    for s in stats_str:
+        te._log.info(s)
+    te._log.info("==============================================")
+
+def experiment():
+    def run_test(outdir, test_name):
+        te._log.info("Running test {}".format(test_name))
+        wload.run(outdir, test_name=test_name, iterations=args.iterations, collect=args.collect)
+
+    if args.reimage:
+        System.reimage(te, args.kernel_path, args.reimage)
+
+    # Get workload
+    wload = Workload.getInstance(te, 'Jankbench', args.reinstall)
+
+    outdir=te.res_dir + '_' + args.out_prefix
+    make_dir(outdir)
+
+    # Run Jankbench
+    if args.run_all:
+        te._log.info("Running all tests: {}".format(wload.test_list))
+        for test in wload.get_test_list():
+            test_outdir = os.path.join(outdir, test)
+            make_dir(test_outdir)
+            run_test(test_outdir, test)
+            print_results(te, test_outdir, test, wload)
+    else:
+        test_outdir = os.path.join(outdir, args.test_name)
+        make_dir(test_outdir)
+        run_test(test_outdir, args.test_name)
+        print_results(te, test_outdir, args.test_name, wload)
+
+    # Dump platform descriptor
+    te.platform_dump(te.res_dir)
+
+    te._log.info('RESULTS are in out directory: {}'.format(outdir))
+
+# Setup target configuration
+my_conf = {
+
+    # Target platform and board
+    "platform"     : 'android',
+
+    # Useful for reading names of little/big cluster
+    # and energy model info, its device specific and use
+    # only if needed for analysis
+    # "board"        : 'pixel',
+
+    # Device
+    # By default the device connected is detected, but if more than 1
+    # device, override the following to get a specific device.
+    # "device"       : "HT6880200489",
+
+    # Folder where all the results will be collected
+    "results_dir" : "Jankbench",
+
+    # Define devlib modules to load
+    "modules"     : [
+        'cpufreq',      # enable CPUFreq support
+        'cpuidle',      # enable cpuidle support
+        # 'cgroups'     # Enable for cgroup support
+    ],
+
+    "emeter" : {
+        'instrument': 'monsoon',
+        'conf': { }
+    },
+
+    # Tools required by the experiments
+    "tools"   : [ 'taskset'],
+
+    "skip_nrg_model" : True,
+}
+
+if args.serial:
+    my_conf["device"] = args.serial
+
+# Initialize a test environment using:
+te = TestEnv(my_conf, wipe=False)
+target = te.target
+
+results = experiment()
diff --git a/experiments/run_suspend_resume.py b/experiments/run_suspend_resume.py
index 75b1798..37cc03f 100755
--- a/experiments/run_suspend_resume.py
+++ b/experiments/run_suspend_resume.py
@@ -1,4 +1,20 @@
 #!/usr/bin/env python
+# SPDX-License-Identifier: Apache-2.0
+#
+# Copyright (C) 2017, ARM Limited, Google, and contributors.
+#
+# Licensed under the Apache License, Version 2.0 (the "License"); you may
+# not use this file except in compliance with the License.
+# You may obtain a copy of the License at
+#
+# http://www.apache.org/licenses/LICENSE-2.0
+#
+# Unless required by applicable law or agreed to in writing, software
+# distributed under the License is distributed on an "AS IS" BASIS, WITHOUT
+# WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
+# See the License for the specific language governing permissions and
+# limitations under the License.
+#
 
 import logging
 
@@ -91,6 +107,8 @@ my_conf = {
 
     # Tools required by the experiments
     "tools"   : [ 'taskset'],
+
+    "skip_nrg_model" : True,
 }
 
 if args.serial:
diff --git a/experiments/run_sysui.py b/experiments/run_sysui.py
new file mode 100755
index 0000000..948b1d8
--- /dev/null
+++ b/experiments/run_sysui.py
@@ -0,0 +1,146 @@
+#!/usr/bin/env python
+# SPDX-License-Identifier: Apache-2.0
+#
+# Copyright (C) 2017, ARM Limited, Google, and contributors.
+#
+# Licensed under the Apache License, Version 2.0 (the "License"); you may
+# not use this file except in compliance with the License.
+# You may obtain a copy of the License at
+#
+# http://www.apache.org/licenses/LICENSE-2.0
+#
+# Unless required by applicable law or agreed to in writing, software
+# distributed under the License is distributed on an "AS IS" BASIS, WITHOUT
+# WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
+# See the License for the specific language governing permissions and
+# limitations under the License.
+#
+
+import logging
+
+from conf import LisaLogging
+LisaLogging.setup()
+import json
+import os
+import devlib
+from env import TestEnv
+from android import Screen, Workload, System
+from trace import Trace
+import trappy
+import pandas as pd
+import sqlite3
+import argparse
+import shutil
+
+parser = argparse.ArgumentParser(description='SystemUi tests')
+
+parser.add_argument('--out_prefix', dest='out_prefix', action='store', default='default',
+                    help='prefix for out directory')
+
+parser.add_argument('--collect', dest='collect', action='store', default='systrace',
+                    help='what to collect (default systrace)')
+
+parser.add_argument('--test', dest='test_name', action='store',
+                    default='SystemUiJankTests#testNotificationListPull',
+                    help='which test to run')
+
+parser.add_argument('--duration', dest='duration_s', action='store',
+                    default=30, type=int,
+                    help='Duration of test (default 30s)')
+
+parser.add_argument('--iterations', dest='iterations', action='store',
+                    default=5, type=int,
+                    help='Duration of test (default 5s)')
+
+parser.add_argument('--serial', dest='serial', action='store',
+                    help='Serial number of device to test')
+
+parser.add_argument('--all', dest='run_all', action='store_true',
+                    help='Run all tests')
+
+args = parser.parse_args()
+
+def make_dir(outdir):
+    try:
+        shutil.rmtree(outdir)
+    except:
+        print "coulnd't remove " + outdir
+        pass
+    os.makedirs(outdir)
+
+def experiment():
+    def run_test(outdir, test_name):
+        te._log.info("Running test {}".format(test_name))
+        wload.run(outdir, test_name=test_name, iterations=args.iterations, collect=args.collect)
+
+    # Get workload
+    wload = Workload.getInstance(te, 'SystemUi')
+
+    outdir=te.res_dir + '_' + args.out_prefix
+    make_dir(outdir)
+
+    # Run SysUiBench
+    if args.run_all:
+        te._log.info("Running all tests: {}".format(wload.test_list))
+        for test in wload.get_test_list():
+            test_outdir = os.path.join(outdir, test)
+            make_dir(test_outdir)
+            run_test(test_outdir, test)
+    else:
+        run_test(outdir, args.test_name)
+
+
+    # Dump platform descriptor
+    te.platform_dump(te.res_dir)
+
+    te._log.info('RESULTS are in out directory: {}'.format(outdir))
+
+# Setup target configuration
+my_conf = {
+
+    # Target platform and board
+    "platform"     : 'android',
+
+    # Useful for reading names of little/big cluster
+    # and energy model info, its device specific and use
+    # only if needed for analysis
+    # "board"        : 'pixel',
+
+    # Device
+    # By default the device connected is detected, but if more than 1
+    # device, override the following to get a specific device.
+    # "device"       : "HT6880200489",
+
+    # Folder where all the results will be collected
+    "results_dir" : "SysUiBench",
+
+    # Define devlib modules to load
+    "modules"     : [
+        'cpufreq',      # enable CPUFreq support
+        'cpuidle',      # enable cpuidle support
+        # 'cgroups'       # Enable for cgroup support
+    ],
+
+    "emeter" : {
+        'instrument': 'monsoon',
+        'conf': { }
+    },
+
+    # Tools required by the experiments
+    "tools"   : [ 'taskset'],
+
+    "systrace": {
+	    "extra_events" : [ 'sched_boost_task', 'sched_boost_cpu' ]
+    },
+
+    "skip_nrg_model" : True,
+}
+
+if args.serial:
+    my_conf["device"] = args.serial
+
+# Initialize a test environment using:
+te = TestEnv(my_conf, wipe=False)
+target = te.target
+
+results = experiment()
diff --git a/experiments/run_uibench.py b/experiments/run_uibench.py
index 384f150..9e000d2 100755
--- a/experiments/run_uibench.py
+++ b/experiments/run_uibench.py
@@ -1,4 +1,20 @@
 #!/usr/bin/env python
+# SPDX-License-Identifier: Apache-2.0
+#
+# Copyright (C) 2017, ARM Limited, Google, and contributors.
+#
+# Licensed under the Apache License, Version 2.0 (the "License"); you may
+# not use this file except in compliance with the License.
+# You may obtain a copy of the License at
+#
+# http://www.apache.org/licenses/LICENSE-2.0
+#
+# Unless required by applicable law or agreed to in writing, software
+# distributed under the License is distributed on an "AS IS" BASIS, WITHOUT
+# WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
+# See the License for the specific language governing permissions and
+# limitations under the License.
+#
 
 import logging
 
@@ -25,32 +41,65 @@ parser.add_argument('--collect', dest='collect', action='store', default='systra
                     help='what to collect (default systrace)')
 
 parser.add_argument('--test', dest='test_name', action='store',
-                    default='UiBenchJankTests#testGLTextureView',
+                    default='UiBenchJankTests#testResizeHWLayer',
                     help='which test to run')
 
-parser.add_argument('--duration', dest='duration_s', action='store',
-                    default=30, type=int,
-                    help='Duration of test (default 30s)')
+parser.add_argument('--iterations', dest='iterations', action='store',
+                    default=10, type=int,
+                    help='Number of times to repeat the tests per run (default 10)')
 
 parser.add_argument('--serial', dest='serial', action='store',
                     help='Serial number of device to test')
 
-args = parser.parse_args()
+parser.add_argument('--all', dest='run_all', action='store_true',
+                    help='Run all tests')
 
-def experiment():
-    # Get workload
-    wload = Workload.getInstance(te, 'UiBench')
+parser.add_argument('--reinstall', dest='reinstall', action='store_true',
+                    help='Rebuild and reinstall test apks')
 
-    outdir=te.res_dir + '_' + args.out_prefix
+parser.add_argument('--reimage', dest='reimage', action='store',
+                    default='',
+                    help='Flag to reimage target device (kernel-update kernel image | all-update complete android image)')
+
+parser.add_argument('--kernel_path', dest='kernel_path', action='store',
+                    default='',
+                    help='Path to kernel source directory. Required if reimage option is used')
+
+args = parser.parse_args()
+
+def make_dir(outdir):
     try:
         shutil.rmtree(outdir)
     except:
-        print "coulnd't remove " + outdir
+        print "couldn't remove " + outdir
         pass
     os.makedirs(outdir)
 
+def experiment():
+    def run_test(outdir, test_name):
+        te._log.info("Running test {}".format(test_name))
+        wload.run(outdir, test_name=test_name, iterations=args.iterations, collect=args.collect)
+
+    if args.reimage:
+        System.reimage(te, args.kernel_path, args.reimage)
+
+    # Get workload
+    wload = Workload.getInstance(te, 'UiBench', args.reinstall)
+
+    outdir=te.res_dir + '_' + args.out_prefix
+    make_dir(outdir)
+
     # Run UiBench
-    wload.run(outdir, test_name=args.test_name, duration_s=args.duration_s, collect=args.collect)
+    if args.run_all:
+        te._log.info("Running all tests: {}".format(wload.test_list))
+        for test in wload.get_test_list():
+            test_outdir = os.path.join(outdir, test)
+            make_dir(test_outdir)
+            run_test(test_outdir, test)
+    else:
+        test_outdir = os.path.join(outdir, args.test_name)
+        make_dir(test_outdir)
+        run_test(test_outdir, args.test_name)
 
     # Dump platform descriptor
     te.platform_dump(te.res_dir)
@@ -90,6 +139,8 @@ my_conf = {
 
     # Tools required by the experiments
     "tools"   : [ 'taskset'],
+
+    "skip_nrg_model" : True,
 }
 
 if args.serial:
diff --git a/experiments/run_uibench_cgroup.py b/experiments/run_uibench_cgroup.py
index 2b29f7b..f1d3408 100755
--- a/experiments/run_uibench_cgroup.py
+++ b/experiments/run_uibench_cgroup.py
@@ -1,4 +1,20 @@
 #!/usr/bin/env python
+# SPDX-License-Identifier: Apache-2.0
+#
+# Copyright (C) 2017, ARM Limited, Google, and contributors.
+#
+# Licensed under the Apache License, Version 2.0 (the "License"); you may
+# not use this file except in compliance with the License.
+# You may obtain a copy of the License at
+#
+# http://www.apache.org/licenses/LICENSE-2.0
+#
+# Unless required by applicable law or agreed to in writing, software
+# distributed under the License is distributed on an "AS IS" BASIS, WITHOUT
+# WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
+# See the License for the specific language governing permissions and
+# limitations under the License.
+#
 # This experiment enables CGroup tracing for UiBench workloads
 # The main difference between the run_uibench.py experiment is:
 # - post_collect_start hook used to dump fake cgroup events
@@ -33,20 +49,19 @@ parser.add_argument('--test', dest='test_name', action='store',
                     default='UiBenchJankTests#testGLTextureView',
                     help='which test to run')
 
-parser.add_argument('--duration', dest='duration_s', action='store',
-                    default=30, type=int,
-                    help='Duration of test (default 30s)')
+parser.add_argument('--iterations', dest='iterations', action='store',
+                    default=10, type=int,
+                    help='Number of times to repeat the tests per run (default 10)')
 
 parser.add_argument('--serial', dest='serial', action='store',
                     help='Serial number of device to test')
 
 args = parser.parse_args()
 
-def experiment():
+def experiment(outdir):
     # Get workload
     wload = Workload.getInstance(te, 'UiBench')
 
-    outdir=te.res_dir + '_' + args.out_prefix
     try:
         shutil.rmtree(outdir)
     except:
@@ -55,7 +70,7 @@ def experiment():
     os.makedirs(outdir)
 
     # Run UiBench
-    wload.run(outdir, test_name=args.test_name, duration_s=args.duration_s, collect=args.collect)
+    wload.run(outdir, test_name=args.test_name, iterations=args.iterations, collect=args.collect)
 
     # Dump platform descriptor
     te.platform_dump(te.res_dir)
@@ -100,6 +115,8 @@ my_conf = {
 
     # Tools required by the experiments
     "tools"   : [ 'taskset'],
+
+    "skip_nrg_model" : True,
 }
 
 if args.serial:
@@ -109,4 +126,18 @@ if args.serial:
 te = TestEnv(my_conf, wipe=False)
 target = te.target
 
-results = experiment()
+outdir=te.res_dir + '_' + args.out_prefix
+results = experiment(outdir)
+
+trace_file = os.path.join(outdir, "trace.html")
+tr = Trace(None, trace_file,
+    cgroup_info = {
+	'cgroups': ['foreground', 'background', 'system-background', 'top-app', 'rt'],
+	'controller_ids': { 4: 'cpuset', 2: 'schedtune' }
+    },
+    events=[ 'sched_switch', 'cgroup_attach_task_devlib', 'cgroup_attach_task', 'sched_process_fork' ],
+    normalize_time=False)
+
+tr.data_frame.cpu_residencies_cgroup('schedtune')
+tr.analysis.residency.plot_cgroup('schedtune', idle=False)
+tr.analysis.residency.plot_cgroup('schedtune', idle=True)
diff --git a/experiments/run_youtube.py b/experiments/run_youtube.py
index 2b98ef9..bac2f45 100755
--- a/experiments/run_youtube.py
+++ b/experiments/run_youtube.py
@@ -1,4 +1,20 @@
 #!/usr/bin/env python
+# SPDX-License-Identifier: Apache-2.0
+#
+# Copyright (C) 2017, ARM Limited, Google, and contributors.
+#
+# Licensed under the Apache License, Version 2.0 (the "License"); you may
+# not use this file except in compliance with the License.
+# You may obtain a copy of the License at
+#
+# http://www.apache.org/licenses/LICENSE-2.0
+#
+# Unless required by applicable law or agreed to in writing, software
+# distributed under the License is distributed on an "AS IS" BASIS, WITHOUT
+# WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
+# See the License for the specific language governing permissions and
+# limitations under the License.
+#
 
 import logging
 
@@ -75,7 +91,7 @@ my_conf = {
     "modules"     : [
         'cpufreq',      # enable CPUFreq support
         'cpuidle',      # enable cpuidle support
-        # 'cgroups'     # Enable for cgroup support
+        'cgroups'     # Enable for cgroup support
     ],
 
     "emeter" : {
@@ -85,6 +101,8 @@ my_conf = {
 
     # Tools required by the experiments
     "tools"   : [ 'taskset'],
+
+    "skip_nrg_model" : True,
 }
 
 if args.serial:
diff --git a/experiments/scratch/run_suspend_resume_b63331203.py b/experiments/scratch/run_suspend_resume_b63331203.py
index fb6029f..34f5295 100755
--- a/experiments/scratch/run_suspend_resume_b63331203.py
+++ b/experiments/scratch/run_suspend_resume_b63331203.py
@@ -1,4 +1,20 @@
 #!/usr/bin/env python
+# SPDX-License-Identifier: Apache-2.0
+#
+# Copyright (C) 2017, ARM Limited, Google, and contributors.
+#
+# Licensed under the Apache License, Version 2.0 (the "License"); you may
+# not use this file except in compliance with the License.
+# You may obtain a copy of the License at
+#
+# http://www.apache.org/licenses/LICENSE-2.0
+#
+# Unless required by applicable law or agreed to in writing, software
+# distributed under the License is distributed on an "AS IS" BASIS, WITHOUT
+# WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
+# See the License for the specific language governing permissions and
+# limitations under the License.
+#
 
 import logging
 from time import sleep
diff --git a/ipynb/energy/EnergyModel_ClusterEnergy.ipynb b/ipynb/energy/EnergyModel_ClusterEnergy.ipynb
index 9fdf827..bece7fe 100644
--- a/ipynb/energy/EnergyModel_ClusterEnergy.ipynb
+++ b/ipynb/energy/EnergyModel_ClusterEnergy.ipynb
@@ -24,6 +24,15 @@
    ]
   },
   {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "### Note: this requires `scipy`\n",
+    "\n",
+    "You can install it with `sudo -H pip install scipy` or similar."
+   ]
+  },
+  {
    "cell_type": "code",
    "execution_count": 1,
    "metadata": {
diff --git a/ipynb/energy/EnergyModel_SystemEnergy.ipynb b/ipynb/energy/EnergyModel_SystemEnergy.ipynb
index 6c242d7..335f907 100644
--- a/ipynb/energy/EnergyModel_SystemEnergy.ipynb
+++ b/ipynb/energy/EnergyModel_SystemEnergy.ipynb
@@ -29,6 +29,15 @@
    "cell_type": "markdown",
    "metadata": {},
    "source": [
+    "### Note: this requires `scipy`\n",
+    "\n",
+    "You can install it with `sudo -H pip install scipy` or similar."
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
     "# Configuration"
    ]
   },
diff --git a/ipynb/examples/android/workloads/Android_Gmaps.ipynb b/ipynb/examples/android/workloads/Android_Gmaps.ipynb
index 49c077b..da41fed 100644
--- a/ipynb/examples/android/workloads/Android_Gmaps.ipynb
+++ b/ipynb/examples/android/workloads/Android_Gmaps.ipynb
@@ -385,9 +385,9 @@
    ],
    "source": [
     "# Find exact task name & PID\n",
-    "for name in trace.tasks.keys():\n",
+    "for pid, name in trace.getTasks().iteritems():\n",
     "    if \"GLRunner\" in name:\n",
-    "        glrunner = {\"pid\" : trace.getTaskByName(name)[0], \"name\" : name}\n",
+    "        glrunner = {\"pid\" : pid, \"name\" : name}\n",
     "        \n",
     "        \n",
     "print(\"name=\\\"\" + glrunner[\"name\"] + \"\\\"\" + \" pid=\" + str(glrunner[\"pid\"]))"
diff --git a/ipynb/examples/android/workloads/Android_Viewer.ipynb b/ipynb/examples/android/workloads/Android_Viewer.ipynb
new file mode 100644
index 0000000..a3bd270
--- /dev/null
+++ b/ipynb/examples/android/workloads/Android_Viewer.ipynb
@@ -0,0 +1,321 @@
+{
+ "cells": [
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "deletable": true,
+    "editable": true
+   },
+   "source": [
+    "# Generic Android viewer"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {
+    "collapsed": false,
+    "deletable": true,
+    "editable": true
+   },
+   "outputs": [],
+   "source": [
+    "from conf import LisaLogging\n",
+    "LisaLogging.setup()"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {
+    "collapsed": false,
+    "deletable": true,
+    "editable": true
+   },
+   "outputs": [],
+   "source": [
+    "%pylab inline\n",
+    "\n",
+    "import json\n",
+    "import os\n",
+    "\n",
+    "# Support to access the remote target\n",
+    "import devlib\n",
+    "from env import TestEnv\n",
+    "\n",
+    "# Import support for Android devices\n",
+    "from android import Screen, Workload, System, ViewerWorkload\n",
+    "from target_script import TargetScript\n",
+    "\n",
+    "# Support for trace events analysis\n",
+    "from trace import Trace\n",
+    "\n",
+    "# Suport for FTrace events parsing and visualization\n",
+    "import trappy\n",
+    "\n",
+    "import pandas as pd\n",
+    "import sqlite3\n",
+    "\n",
+    "from IPython.display import display"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "deletable": true,
+    "editable": true
+   },
+   "source": [
+    "# Test environment setup\n",
+    "\n",
+    "For more details on this please check out **examples/utils/testenv_example.ipynb**.\n",
+    "\n",
+    "**devlib** requires the ANDROID_HOME environment variable configured to point to your local installation of the Android SDK. If you have not this variable configured in the shell used to start the notebook server, you need to run a cell to define where your Android SDK is installed or specify the ANDROID_HOME in your target configuration.\n",
+    "\n",
+    "In case more than one Android device are connected to the host, you must specify the ID of the device you want to target in **my_target_conf**. Run **adb devices** on your host to get the ID."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {
+    "collapsed": true,
+    "deletable": true,
+    "editable": true
+   },
+   "outputs": [],
+   "source": [
+    "# Setup target configuration\n",
+    "my_conf = {\n",
+    "\n",
+    "    # Target platform and board\n",
+    "    \"platform\"     : 'android',\n",
+    "    \"board\"        : 'hikey960',\n",
+    "    \n",
+    "    # Device serial ID\n",
+    "    # Not required if there is only one device connected to your computer\n",
+    "    \"device\"       : \"0123456789ABCDEF\",\n",
+    "    \n",
+    "    # Android home\n",
+    "    # Not required if already exported in your .bashrc\n",
+    "    #\"ANDROID_HOME\" : \"/home/vagrant/lisa/tools/\",\n",
+    "\n",
+    "    # Folder where all the results will be collected\n",
+    "    \"results_dir\" : \"Viewer_example\",\n",
+    "\n",
+    "    # Define devlib modules to load\n",
+    "    \"modules\"     : [\n",
+    "        'cpufreq'       # enable CPUFreq support\n",
+    "    ],\n",
+    "\n",
+    "    # FTrace events to collect for all the tests configuration which have\n",
+    "    # the \"ftrace\" flag enabled\n",
+    "    \"ftrace\"  : {\n",
+    "         \"events\" : [\n",
+    "            \"sched_switch\",\n",
+    "            \"sched_wakeup\",\n",
+    "            \"sched_wakeup_new\",\n",
+    "            \"sched_overutilized\",\n",
+    "            \"sched_load_avg_cpu\",\n",
+    "            \"sched_load_avg_task\",\n",
+    "            \"sched_load_waking_task\",\n",
+    "            \"cpu_capacity\",\n",
+    "            \"cpu_frequency\",\n",
+    "            \"cpu_idle\",\n",
+    "            \"sched_tune_config\",\n",
+    "            \"sched_tune_tasks_update\",\n",
+    "            \"sched_tune_boostgroup_update\",\n",
+    "            \"sched_tune_filter\",\n",
+    "            \"sched_boost_cpu\",\n",
+    "            \"sched_boost_task\",\n",
+    "            \"sched_energy_diff\"\n",
+    "         ],\n",
+    "         \"buffsize\" : 100 * 1024,\n",
+    "    },\n",
+    "\n",
+    "    # Tools required by the experiments\n",
+    "    \"tools\"   : [ 'trace-cmd', 'taskset'],\n",
+    "}"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {
+    "collapsed": false,
+    "deletable": true,
+    "editable": true
+   },
+   "outputs": [],
+   "source": [
+    "# Initialize a test environment using:\n",
+    "te = TestEnv(my_conf, wipe=False)\n",
+    "target = te.target"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "deletable": true,
+    "editable": true
+   },
+   "source": [
+    "# Workload definition\n",
+    "\n",
+    "The Viewer workload will simply read an URI and let Android pick the best application to view the item designated by that URI. That item could be a web page, a photo, a pdf, etc. For instance, if given an URL to a Google Maps location, the Google Maps application will be opened at that location. If the device doesn't have Google Play Services (e.g. HiKey960), it will open Google Maps through the default web browser.\n",
+    "\n",
+    "The Viewer class is intended to be subclassed to customize your workload. There are pre_interact(), interact() and post_interact() methods that are made to be overridden.\n",
+    "\n",
+    "In this case we'll simply execute a script on the target to swipe around a location on Gmaps. This script is generated using the TargetScript class, which is used here on System.{h,v}swipe() calls to accumulate commands instead of executing them directly. Those commands are then outputted to a script on the remote device, and that script is later on executed as the item is being viewed. See **${LISA_HOME}/libs/util/target_script.py**"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {
+    "collapsed": true,
+    "deletable": true,
+    "editable": true
+   },
+   "outputs": [],
+   "source": [
+    "class GmapsViewer(ViewerWorkload):\n",
+    "    \n",
+    "    def pre_interact(self):\n",
+    "        self.script = TargetScript(te, \"gmaps_swiper.sh\")\n",
+    "\n",
+    "        # Define commands to execute during experiment\n",
+    "        for i in range(2):\n",
+    "            System.hswipe(self.script, 40, 60, 100, False)\n",
+    "            self.script.append('sleep 1')\n",
+    "            System.vswipe(self.script, 40, 60, 100, True)\n",
+    "            self.script.append('sleep 1')\n",
+    "            System.hswipe(self.script, 40, 60, 100, True)\n",
+    "            self.script.append('sleep 1')\n",
+    "            System.vswipe(self.script, 40, 60, 100, False)\n",
+    "            self.script.append('sleep 1')\n",
+    "\n",
+    "        # Push script to the target\n",
+    "        self.script.push()\n",
+    "        \n",
+    "    def interact(self):\n",
+    "        self.script.run()"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {
+    "collapsed": false,
+    "deletable": true,
+    "editable": true
+   },
+   "outputs": [],
+   "source": [
+    "def experiment():\n",
+    "    # Configure governor\n",
+    "    target.cpufreq.set_all_governors('sched')\n",
+    "    \n",
+    "    # Get workload\n",
+    "    wload = Workload.getInstance(te, 'gmapsviewer')\n",
+    "        \n",
+    "    # Run workload\n",
+    "    wload.run(out_dir=te.res_dir,\n",
+    "        collect=\"ftrace\",\n",
+    "        uri=\"https://goo.gl/maps/D8Sn3hxsHw62\")\n",
+    "    \n",
+    "    # Dump platform descriptor\n",
+    "    te.platform_dump(te.res_dir)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "deletable": true,
+    "editable": true
+   },
+   "source": [
+    "# Workload execution"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {
+    "collapsed": false,
+    "deletable": true,
+    "editable": true,
+    "scrolled": true
+   },
+   "outputs": [],
+   "source": [
+    "results = experiment()"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {
+    "collapsed": false,
+    "deletable": true,
+    "editable": true
+   },
+   "outputs": [],
+   "source": [
+    "# Load traces in memory (can take several minutes)\n",
+    "platform_file = os.path.join(te.res_dir, 'platform.json')\n",
+    "\n",
+    "with open(platform_file, 'r') as fh:\n",
+    "    platform = json.load(fh)\n",
+    "\n",
+    "trace_file = os.path.join(te.res_dir, 'trace.dat')\n",
+    "trace = Trace(platform, trace_file, events=my_conf['ftrace']['events'], normalize_time=False)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "deletable": true,
+    "editable": true
+   },
+   "source": [
+    "# Traces visualisation"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {
+    "collapsed": false,
+    "deletable": true,
+    "editable": true,
+    "scrolled": true
+   },
+   "outputs": [],
+   "source": [
+    "!kernelshark {trace_file} 2>/dev/null"
+   ]
+  }
+ ],
+ "metadata": {
+  "kernelspec": {
+   "display_name": "Python 2",
+   "language": "python",
+   "name": "python2"
+  },
+  "language_info": {
+   "codemirror_mode": {
+    "name": "ipython",
+    "version": 2
+   },
+   "file_extension": ".py",
+   "mimetype": "text/x-python",
+   "name": "python",
+   "nbconvert_exporter": "python",
+   "pygments_lexer": "ipython2",
+   "version": "2.7.6"
+  }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 2
+}
diff --git a/ipynb/examples/android/workloads/Android_YouTube.ipynb b/ipynb/examples/android/workloads/Android_YouTube.ipynb
index 7c745c0..60b5cbe 100644
--- a/ipynb/examples/android/workloads/Android_YouTube.ipynb
+++ b/ipynb/examples/android/workloads/Android_YouTube.ipynb
@@ -12,16 +12,14 @@
   {
    "cell_type": "code",
    "execution_count": 1,
-   "metadata": {
-    "collapsed": false
-   },
+   "metadata": {},
    "outputs": [
     {
      "name": "stderr",
      "output_type": "stream",
      "text": [
-      "2017-03-06 12:02:24,343 INFO    : root         : Using LISA logging configuration:\n",
-      "2017-03-06 12:02:24,344 INFO    : root         :   /home/vagrant/lisa/logging.conf\n"
+      "2017-12-15 11:34:03,534 INFO    : root         : Using LISA logging configuration:\n",
+      "2017-12-15 11:34:03,536 INFO    : root         :   /usr/local/google/home/kevindubois/source/android-git_master/external/lisa/logging.conf\n"
      ]
     }
    ],
@@ -33,9 +31,7 @@
   {
    "cell_type": "code",
    "execution_count": 2,
-   "metadata": {
-    "collapsed": false
-   },
+   "metadata": {},
    "outputs": [
     {
      "name": "stdout",
@@ -43,6 +39,16 @@
      "text": [
       "Populating the interactive namespace from numpy and matplotlib\n"
      ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "/usr/local/lib/python2.7/dist-packages/pandas/core/computation/__init__.py:18: UserWarning: The installed version of numexpr 2.2.2 is not supported in pandas and will be not be used\n",
+      "The minimum supported version is 2.4.6\n",
+      "\n",
+      "  ver=ver, min_ver=_MIN_NUMEXPR_VERSION), UserWarning)\n"
+     ]
     }
    ],
    "source": [
@@ -85,9 +91,7 @@
   {
    "cell_type": "code",
    "execution_count": 3,
-   "metadata": {
-    "collapsed": true
-   },
+   "metadata": {},
    "outputs": [],
    "source": [
     "def experiment():\n",
@@ -131,9 +135,7 @@
   {
    "cell_type": "code",
    "execution_count": 4,
-   "metadata": {
-    "collapsed": false
-   },
+   "metadata": {},
    "outputs": [],
    "source": [
     "# Setup target configuration\n",
@@ -142,11 +144,11 @@
     "    \"platform\"     : 'android',\n",
     "    \"board\"        : 'pixel',\n",
     "    \n",
-    "    # Device\n",
-    "    \"device\"       : \"FA6A10306347\",\n",
+    "    # Device. If you have more than one, specify the serial number.\n",
+    "    #\"device\"       : \"FA6A10306347\",\n",
     "    \n",
-    "    # Android home\n",
-    "    \"ANDROID_HOME\" : \"/home/vagrant/lisa/tools/android-sdk-linux/\",\n",
+    "    # Android home, must be configured to host running device\n",
+    "    \"ANDROID_HOME\" : \"/usr/local/google/home/kevindubois/Android/Sdk\",\n",
     "\n",
     "    # Folder where all the results will be collected\n",
     "    \"results_dir\" : \"Youtube_example\",\n",
@@ -168,6 +170,11 @@
     "            \"sched_load_avg_task\",\n",
     "            \"cpu_capacity\",\n",
     "            \"cpu_frequency\",\n",
+    "            \"clock_enable\",\n",
+    "            \"clock_disable\",\n",
+    "            \"clock_set_rate\",\n",
+    "             \"irq_handler_entry\",\n",
+    "             \"irq_handler_exit\"\n",
     "         ],\n",
     "         \"buffsize\" : 100 * 1024,\n",
     "    },\n",
@@ -181,7 +188,6 @@
    "cell_type": "code",
    "execution_count": 5,
    "metadata": {
-    "collapsed": false,
     "scrolled": false
    },
    "outputs": [
@@ -189,35 +195,44 @@
      "name": "stderr",
      "output_type": "stream",
      "text": [
-      "2017-03-06 12:02:29,958 INFO    : TestEnv      : Using base path: /home/vagrant/lisa\n",
-      "2017-03-06 12:02:29,959 INFO    : TestEnv      : Loading custom (inline) target configuration\n",
-      "2017-03-06 12:02:29,960 INFO    : TestEnv      : External tools using:\n",
-      "2017-03-06 12:02:29,960 INFO    : TestEnv      :    ANDROID_HOME: /home/vagrant/lisa/tools/android-sdk-linux/\n",
-      "2017-03-06 12:02:29,961 INFO    : TestEnv      :    CATAPULT_HOME: /home/vagrant/lisa/tools/catapult\n",
-      "2017-03-06 12:02:29,962 INFO    : TestEnv      : Devlib modules to load: ['bl', 'cpufreq']\n",
-      "2017-03-06 12:02:29,962 INFO    : TestEnv      : Connecting Android target [FA6A10306347]\n",
-      "2017-03-06 12:02:29,963 INFO    : TestEnv      : Connection settings:\n",
-      "2017-03-06 12:02:29,963 INFO    : TestEnv      :    {'device': 'FA6A10306347'}\n",
-      "2017-03-06 12:02:30,111 INFO    : android      : ls command is set to ls -1\n",
-      "2017-03-06 12:02:30,715 INFO    : TestEnv      : Initializing target workdir:\n",
-      "2017-03-06 12:02:30,718 INFO    : TestEnv      :    /data/local/tmp/devlib-target\n",
-      "2017-03-06 12:02:32,212 INFO    : TestEnv      : Topology:\n",
-      "2017-03-06 12:02:32,213 INFO    : TestEnv      :    [[0, 1], [2, 3]]\n",
-      "2017-03-06 12:02:32,336 INFO    : TestEnv      : Loading default EM:\n",
-      "2017-03-06 12:02:32,337 INFO    : TestEnv      :    /home/vagrant/lisa/libs/utils/platforms/pixel.json\n",
-      "2017-03-06 12:02:32,883 INFO    : TestEnv      : Enabled tracepoints:\n",
-      "2017-03-06 12:02:32,884 INFO    : TestEnv      :    sched_switch\n",
-      "2017-03-06 12:02:32,885 INFO    : TestEnv      :    sched_wakeup\n",
-      "2017-03-06 12:02:32,885 INFO    : TestEnv      :    sched_wakeup_new\n",
-      "2017-03-06 12:02:32,886 INFO    : TestEnv      :    sched_overutilized\n",
-      "2017-03-06 12:02:32,886 INFO    : TestEnv      :    sched_load_avg_cpu\n",
-      "2017-03-06 12:02:32,886 INFO    : TestEnv      :    sched_load_avg_task\n",
-      "2017-03-06 12:02:32,887 INFO    : TestEnv      :    cpu_capacity\n",
-      "2017-03-06 12:02:32,887 INFO    : TestEnv      :    cpu_frequency\n",
-      "2017-03-06 12:02:32,888 INFO    : TestEnv      : Set results folder to:\n",
-      "2017-03-06 12:02:32,888 INFO    : TestEnv      :    /home/vagrant/lisa/results/Youtube_example\n",
-      "2017-03-06 12:02:32,889 INFO    : TestEnv      : Experiment results available also in:\n",
-      "2017-03-06 12:02:32,889 INFO    : TestEnv      :    /home/vagrant/lisa/results_latest\n"
+      "2017-12-15 11:34:04,158 INFO    : TestEnv      : Using base path: /usr/local/google/home/kevindubois/source/android-git_master/external/lisa\n",
+      "2017-12-15 11:34:04,159 INFO    : TestEnv      : Loading custom (inline) target configuration\n",
+      "2017-12-15 11:34:04,160 INFO    : TestEnv      : External tools using:\n",
+      "2017-12-15 11:34:04,161 INFO    : TestEnv      :    ANDROID_HOME: /usr/local/google/home/kevindubois/Android/Sdk\n",
+      "2017-12-15 11:34:04,163 INFO    : TestEnv      :    ANDROID_BUILD_TOP: /usr/local/google/home/kevindubois/source/android-git_master\n",
+      "2017-12-15 11:34:04,164 INFO    : TestEnv      :    TARGET_PRODUCT: walleye\n",
+      "2017-12-15 11:34:04,165 INFO    : TestEnv      :    TARGET_BUILD_VARIANT: eng\n",
+      "2017-12-15 11:34:04,167 INFO    : TestEnv      :    ANDROID_PRODUCT_OUT: /usr/local/google/home/kevindubois/source/android-git_master/out/target/product/walleye\n",
+      "2017-12-15 11:34:04,168 INFO    : TestEnv      :    DEVICE_LISA_HOME: /usr/local/google/home/kevindubois/source/android-git_master/device/google/wahoo/lisa/\n",
+      "2017-12-15 11:34:04,169 INFO    : TestEnv      :    CATAPULT_HOME: /usr/local/google/home/kevindubois/source/android-git_master/external/lisa/../chromium-trace/catapult/\n",
+      "2017-12-15 11:34:04,171 INFO    : TestEnv      : Devlib modules to load: ['bl', 'cpufreq']\n",
+      "2017-12-15 11:34:04,172 INFO    : TestEnv      : Connecting Android target [DEFAULT]\n",
+      "2017-12-15 11:34:04,174 INFO    : TestEnv      : Connection settings:\n",
+      "2017-12-15 11:34:04,175 INFO    : TestEnv      :    None\n",
+      "2017-12-15 11:34:05,281 INFO    : TestEnv      : Initializing target workdir:\n",
+      "2017-12-15 11:34:05,283 INFO    : TestEnv      :    /data/local/tmp/devlib-target\n",
+      "2017-12-15 11:34:06,784 INFO    : TestEnv      : Topology:\n",
+      "2017-12-15 11:34:06,786 INFO    : TestEnv      :    [[0, 1, 2, 3], [4, 5, 6, 7]]\n",
+      "2017-12-15 11:34:07,045 INFO    : TestEnv      : Loading default EM:\n",
+      "2017-12-15 11:34:07,047 INFO    : TestEnv      :    /usr/local/google/home/kevindubois/source/android-git_master/external/lisa/libs/utils/platforms/pixel.json\n",
+      "2017-12-15 11:34:07,685 INFO    : TestEnv      : Enabled tracepoints:\n",
+      "2017-12-15 11:34:07,688 INFO    : TestEnv      :    sched_switch\n",
+      "2017-12-15 11:34:07,689 INFO    : TestEnv      :    sched_wakeup\n",
+      "2017-12-15 11:34:07,691 INFO    : TestEnv      :    sched_wakeup_new\n",
+      "2017-12-15 11:34:07,692 INFO    : TestEnv      :    sched_overutilized\n",
+      "2017-12-15 11:34:07,694 INFO    : TestEnv      :    sched_load_avg_cpu\n",
+      "2017-12-15 11:34:07,695 INFO    : TestEnv      :    sched_load_avg_task\n",
+      "2017-12-15 11:34:07,696 INFO    : TestEnv      :    cpu_capacity\n",
+      "2017-12-15 11:34:07,698 INFO    : TestEnv      :    cpu_frequency\n",
+      "2017-12-15 11:34:07,699 INFO    : TestEnv      :    clock_enable\n",
+      "2017-12-15 11:34:07,701 INFO    : TestEnv      :    clock_disable\n",
+      "2017-12-15 11:34:07,702 INFO    : TestEnv      :    clock_set_rate\n",
+      "2017-12-15 11:34:07,703 INFO    : TestEnv      :    irq_handler_entry\n",
+      "2017-12-15 11:34:07,705 INFO    : TestEnv      :    irq_handler_exit\n",
+      "2017-12-15 11:34:07,706 INFO    : TestEnv      : Set results folder to:\n",
+      "2017-12-15 11:34:07,707 INFO    : TestEnv      :    /usr/local/google/home/kevindubois/source/android-git_master/external/lisa/results/Youtube_example\n",
+      "2017-12-15 11:34:07,709 INFO    : TestEnv      : Experiment results available also in:\n",
+      "2017-12-15 11:34:07,710 INFO    : TestEnv      :    /usr/local/google/home/kevindubois/source/android-git_master/external/lisa/results_latest\n"
      ]
     }
    ],
@@ -239,24 +254,25 @@
   {
    "cell_type": "code",
    "execution_count": 6,
-   "metadata": {
-    "collapsed": false
-   },
+   "metadata": {},
    "outputs": [
     {
      "name": "stderr",
      "output_type": "stream",
      "text": [
-      "2017-03-06 12:02:36,854 INFO    : Workload     : Supported workloads available on target:\n",
-      "2017-03-06 12:02:36,857 INFO    : Workload     :   vellamo, youtube, jankbench, uibench, geekbench\n",
-      "2017-03-06 12:02:38,425 INFO    : Screen       : Force manual orientation\n",
-      "2017-03-06 12:02:38,428 INFO    : Screen       : Set orientation: LANDSCAPE\n",
-      "2017-03-06 12:02:40,232 INFO    : Screen       : Set brightness: 0%\n",
-      "2017-03-06 12:02:42,903 INFO    : YouTube      : FTrace START\n",
-      "2017-03-06 12:02:45,115 INFO    : YouTube      : Play video for 60 [s]\n",
-      "2017-03-06 12:03:45,441 INFO    : YouTube      : FTrace STOP\n",
-      "2017-03-06 12:04:00,285 INFO    : Screen       : Set orientation: AUTO\n",
-      "2017-03-06 12:04:01,573 INFO    : Screen       : Set brightness: AUTO\n"
+      "2017-12-15 11:34:07,971 INFO    : Workload     : Supported workloads available on target:\n",
+      "2017-12-15 11:34:07,973 INFO    : Workload     :   camerapreview, jankbench, youtube, camerastartup, appstartup, geekbench, displayimage, viewerworkload, uibench, idleresume, gmaps, suspendresume, exoplayer, vellamo, systemui\n",
+      "2017-12-15 11:34:07,975 INFO    : Screen       : Setting screen ON\n",
+      "2017-12-15 11:34:10,597 INFO    : Screen       : Force manual orientation\n",
+      "2017-12-15 11:34:10,600 INFO    : Screen       : Set orientation: LANDSCAPE\n",
+      "2017-12-15 11:34:11,995 INFO    : Screen       : Set brightness: 0%\n",
+      "2017-12-15 11:34:15,214 INFO    : System       : Setting screen always on to true\n",
+      "2017-12-15 11:34:15,585 INFO    : YouTube      : FTrace START\n",
+      "2017-12-15 11:34:15,899 INFO    : YouTube      : Play video for 60 [s]\n",
+      "2017-12-15 11:35:16,356 INFO    : YouTube      : FTrace STOP\n",
+      "2017-12-15 11:35:25,359 INFO    : System       : Setting screen always on to false\n",
+      "2017-12-15 11:35:26,655 INFO    : Screen       : Set orientation: AUTO\n",
+      "2017-12-15 11:35:27,605 INFO    : Screen       : Set brightness: AUTO\n"
      ]
     }
    ],
@@ -275,21 +291,19 @@
   {
    "cell_type": "code",
    "execution_count": 7,
-   "metadata": {
-    "collapsed": false
-   },
+   "metadata": {},
    "outputs": [
     {
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "Stats since: 56584817646969ns\r\n",
-      "Total frames rendered: 297\r\n",
-      "Janky frames: 26 (8.75%)\r\n",
-      "50th percentile: 8ms\r\n",
-      "90th percentile: 16ms\r\n",
-      "95th percentile: 18ms\r\n",
-      "99th percentile: 69ms\r\n"
+      "Stats since: 593577399423904ns\r\n",
+      "Total frames rendered: 258\r\n",
+      "Janky frames: 6 (2.33%)\r\n",
+      "50th percentile: 5ms\r\n",
+      "90th percentile: 11ms\r\n",
+      "95th percentile: 12ms\r\n",
+      "99th percentile: 23ms\r\n"
      ]
     }
    ],
@@ -314,23 +328,14 @@
   {
    "cell_type": "code",
    "execution_count": 8,
-   "metadata": {
-    "collapsed": false
-   },
+   "metadata": {},
    "outputs": [
     {
-     "name": "stderr",
-     "output_type": "stream",
-     "text": [
-      "2017-03-06 12:06:06,389 INFO    : Trace        : Platform clusters verified to be Frequency coherent\n"
-     ]
-    },
-    {
      "data": {
       "text/html": [
        "<style>\n",
        "/*\n",
-       " *    Copyright 2015-2016 ARM Limited\n",
+       " *    Copyright 2015-2017 ARM Limited\n",
        " *\n",
        " * Licensed under the Apache License, Version 2.0 (the \"License\");\n",
        " * you may not use this file except in compliance with the License.\n",
@@ -412,7 +417,7 @@
        "  shape-rendering: crispEdges;\n",
        "}\n",
        "</style>\n",
-       "<div id=\"fig_1eeb7fadb90e4593bb0fceed11353f80\" class=\"eventplot\">\n",
+       "<div id=\"fig_937230d77ba845a1bb2bfc127966ba8b\" class=\"eventplot\">\n",
        "<!-- TRAPPY_PUBLISH_SOURCE_LIB = \"https://cdnjs.cloudflare.com/ajax/libs/d3/3.5.6/d3.min.js\" -->\n",
        "<!-- TRAPPY_PUBLISH_SOURCE_LIB = \"http://labratrevenge.com/d3-tip/javascripts/d3.tip.v0.6.3.js\" -->\n",
        "\n",
@@ -443,7 +448,7 @@
        "            /* TRAPPY_PUBLISH_REMOVE_STOP */\n",
        "            \n",
        "        req([\"require\", \"EventPlot\"], function() { /* TRAPPY_PUBLISH_REMOVE_LINE */\n",
-       "            EventPlot.generate('fig_1eeb7fadb90e4593bb0fceed11353f80', '/nbextensions/', {\"lanes\": [{\"id\": 0, \"label\": \"CPU :0\"}, {\"id\": 1, \"label\": \"CPU :1\"}, {\"id\": 2, \"label\": \"CPU :2\"}, {\"id\": 3, \"label\": \"CPU :3\"}], \"colorMap\": null, \"keys\": [\"HeapTaskDaemon-2108\", \"su-31072\", \"HeapTaskDaemon-30812\", \"HeapTaskDaemon-27058\", \"sh-31069\", \"HeapTaskDaemon-27089\", \"Binder:27078_2-27092\", \"Binder:640_2-7227\", \"sh-31072\", \"su-31052\", \"o/x-vnd.on2.vp9-31019\", \"sh-31056\", \"sh-31053\", \"Profile Saver-30816\", \"mdns-socket-30947\", \"kswapd0-108\", \"sh-31082\", \"Binder:640_1-793\", \"logd.reader.per-31062\", \"shutils-31074\", \"android.bg-1140\", \"PackageManager-1241\", \"HeapTaskDaemon-6721\", \"msm_irqbalance-595\", \"surfaceflinger-488\", \"Thread-18-30875\", \"adbd-31053\", \"Binder:1060_17-10761\", \"sh-31075\", \"sh-31052\", \"su-31082\", \"Thread-5-30836\", \"adbd-31069\", \"Loader:audio/mp-31017\", 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        "        }); /* TRAPPY_PUBLISH_REMOVE_LINE */\n",
        "        </script>\n",
        "        </div>"
@@ -470,23 +475,21 @@
   {
    "cell_type": "code",
    "execution_count": 9,
-   "metadata": {
-    "collapsed": false
-   },
+   "metadata": {},
    "outputs": [
     {
      "name": "stderr",
      "output_type": "stream",
      "text": [
-      "2017-03-06 12:09:36,330 INFO    : Analysis     : LITTLE cluster average frequency: 0.609 GHz\n",
-      "2017-03-06 12:09:36,330 INFO    : Analysis     : big    cluster average frequency: 0.584 GHz\n"
+      "2017-12-15 11:37:13,584 INFO    : Analysis     : LITTLE cluster average frequency: 0.665 GHz\n",
+      "2017-12-15 11:37:13,585 INFO    : Analysis     : big    cluster average frequency: 0.480 GHz\n"
      ]
     },
     {
      "data": {
-      "image/png": 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kimNupDhmRopjZqQ4ZkaKl1ZubFBKSsWUKVOyLkGqOOZGimNmpDhmRopjZqR4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QAAAg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\nfDj92I4d6ZjM22/8mnDM1taWfAQ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DrAjm/THwxRKmU0R8qqsrdwpEREREpJ8rZUV2LXAN4ZPXM7AnrAAPA/OBs4Dn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\nJEmSdPb4PymKExhGPutjAAAAAElFTkSuQmCC\n",
       "text/plain": [
-       "<matplotlib.figure.Figure at 0x7f5408a369d0>"
+       "<matplotlib.figure.Figure at 0x7febda6d7a10>"
       ]
      },
      "metadata": {},
@@ -499,6 +502,92 @@
     "    logging.info('Plotting cluster frequencies for [sched]...')\n",
     "except: pass"
    ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 10,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "2017-12-15 11:37:14,381 INFO    : Analysis     : LITTLE cluster average frequency: 0.665 GHz\n",
+      "2017-12-15 11:37:14,383 INFO    : Analysis     : big    cluster average frequency: 0.480 GHz\n"
+     ]
+    },
+    {
+     "data": {
+      "text/plain": [
+       "(0.66459671129836262, 0.48041575068044157)"
+      ]
+     },
+     "execution_count": 10,
+     "metadata": {},
+     "output_type": "execute_result"
+    },
+    {
+     "data": {
+      "image/png": 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DrAjm/THwxRKmU0R8qqsrdwpEREREpJ8rZUV2LXAN4ZPXM7AnrAAPA/OBs4Dn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\nJEmSdPb4PymKExhGPutjAAAAAElFTkSuQmCC\n",
+      "text/plain": [
+       "<matplotlib.figure.Figure at 0x7feb17cd4b50>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "trace.analysis.frequency.plotClusterFrequencies()\n"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 11,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "/usr/lib/pymodules/python2.7/matplotlib/collections.py:548: FutureWarning: elementwise comparison failed; returning scalar instead, but in the future will perform elementwise comparison\n",
+      "  if self._edgecolors == 'face':\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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XQogkQM4+jih+mJj4WRv4W5+0ecjZCyFEEiBnH0cUP0xM/KwN/K1P2jzk7IUQ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\n/wejY0UFwZMhSgAAAABJRU5ErkJggg==\n",
+      "text/plain": [
+       "<matplotlib.figure.Figure at 0x7feb2b9e81d0>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "trace.analysis.frequency.plotPeripheralClock(title=\"vsync clock\", clk=\"vsync_clk_src\")\n"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 12,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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6Tkq1USVfVe46Ce8L11kpKo3o7y3xd0/FnMdIrreP1JKO/IqStZxnq042jsHh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\n1vQAAAAASUVORK5CYII=\n",
+      "text/plain": [
+       "<matplotlib.figure.Figure at 0x7feb294de310>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "trace.analysis.irq.plotIRQHistogram(irq=\"msm_vidc\")\n"
+   ]
   }
  ],
  "metadata": {
@@ -527,5 +616,5 @@
   }
  },
  "nbformat": 4,
- "nbformat_minor": 0
+ "nbformat_minor": 1
 }
diff --git a/ipynb/examples/trace_analysis/TraceAnalysis_IdleStates.ipynb b/ipynb/examples/trace_analysis/TraceAnalysis_IdleStates.ipynb
index 3659e6f..adf45ec 100644
--- a/ipynb/examples/trace_analysis/TraceAnalysis_IdleStates.ipynb
+++ b/ipynb/examples/trace_analysis/TraceAnalysis_IdleStates.ipynb
@@ -1007,7 +1007,7 @@
    "name": "python",
    "nbconvert_exporter": "python",
    "pygments_lexer": "ipython2",
-   "version": "2.7.6"
+   "version": "2.7.13"
   },
   "toc": {
    "toc_cell": false,
diff --git a/ipynb/examples/utils/gem5_example.ipynb b/ipynb/examples/utils/gem5_example.ipynb
new file mode 100644
index 0000000..e6d3df9
--- /dev/null
+++ b/ipynb/examples/utils/gem5_example.ipynb
@@ -0,0 +1,527 @@
+{
+ "cells": [
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "deletable": true,
+    "editable": true
+   },
+   "source": [
+    "# Hardware simulators - gem5 target support\n",
+    "The gem5 simulator is a modular platform for computer-system architecture research, encompassing system-level architecture as well as processor microarchitecture.\n",
+    "\n",
+    "Before creating the gem5 target, the inputs needed by gem5 should have been created (eg gem5 binary, kernel suitable for gem5, disk image, device tree blob, etc). For more information, see [GEM5 - Main Page](http://gem5.org/Main_Page)."
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "deletable": true,
+    "editable": true
+   },
+   "source": [
+    "# Environment setup"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 1,
+   "metadata": {
+    "collapsed": false,
+    "deletable": true,
+    "editable": true
+   },
+   "outputs": [
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "2017-07-19 09:55:37,733 INFO    : root         : Using LISA logging configuration:\n",
+      "2017-07-19 09:55:37,733 INFO    : root         :   /home/vagrant/lisa/logging.conf\n"
+     ]
+    }
+   ],
+   "source": [
+    "from conf import LisaLogging\n",
+    "LisaLogging.setup()"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 2,
+   "metadata": {
+    "collapsed": false,
+    "deletable": true,
+    "editable": true
+   },
+   "outputs": [
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "2017-07-19 09:55:39,016 WARNING : EnergyModel  : Unusual max capacity (1023), overriding capacity_scale\n"
+     ]
+    }
+   ],
+   "source": [
+    "# One initial cell for imports\n",
+    "import json\n",
+    "import logging\n",
+    "import os\n",
+    "\n",
+    "from env import TestEnv\n",
+    "\n",
+    "# Suport for FTrace events parsing and visualization\n",
+    "import trappy\n",
+    "from trappy.ftrace import FTrace\n",
+    "from trace import Trace\n",
+    "\n",
+    "# Support for plotting\n",
+    "# Generate plots inline\n",
+    "%matplotlib inline\n",
+    "import numpy\n",
+    "import pandas as pd\n",
+    "import matplotlib.pyplot as plt"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "collapsed": true,
+    "deletable": true,
+    "editable": true
+   },
+   "source": [
+    "# Target configuration\n",
+    "The definitions below need to be changed to the paths pointing to the gem5 binaries on your development machine.\n",
+    "M5_PATH needs to be set in your environment"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "deletable": true,
+    "editable": true
+   },
+   "source": [
+    "   - **platform** - the currently supported platforms are:\n",
+    "        - linux - accessed via SSH connection\n",
+    "        \n",
+    "   - **board** - the currently supported boards are:\n",
+    "        - gem5 - target is a gem5 simulator\n",
+    "        \n",
+    "   - **host** - target IP or MAC address of the platform hosting the simulator\n",
+    "   \n",
+    "   - **gem5** - the settings for the simulation are:\n",
+    "       - **system**\n",
+    "           - **platform**\n",
+    "               - description - python description of the platform to simulate\n",
+    "               - args - arguments to be given to the python script (./gem5.fast model.py --help)\n",
+    "               \n",
+    "           - kernel - kernel image to run on the simulated platform\n",
+    "           - dtb - dtb of the platform to simulate\n",
+    "           - disk - disk image to run on the platform\n",
+    "       - **simulator**\n",
+    "            - bin - path to the gem5 simulator binary\n",
+    "            - args - arguments to be given to the gem5 binary (./gem5.fast --help)\n",
+    "\n",
+    "   - **modules** - devlib modules to be enabled\n",
+    "    \n",
+    "   - **exclude_modules** - devlib modules to be disabled\n",
+    "    \n",
+    "   - **tools** - binary tools (available under ./tools/$ARCH/) to install by default\n",
+    "    \n",
+    "   - **ping_time** - wait time before trying to access the target after reboot\n",
+    "    \n",
+    "   - **reboot_time** - maximum time to wait after rebooting the target\n",
+    "    \n",
+    "   - **__features__** - list of test environment features to enable\n",
+    "        - no-kernel - do not deploy kernel/dtb images\n",
+    "        - no-reboot - do not force reboot the target at each configuration change\n",
+    "        - debug - enable debugging messages\n",
+    "     \n",
+    "   - **ftrace** - ftrace configuration\n",
+    "       - events\n",
+    "       - functions\n",
+    "       - buffsize\n",
+    "    \n",
+    "   - **results_dir** - location of results of the experiments\n"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 3,
+   "metadata": {
+    "collapsed": false,
+    "deletable": true,
+    "editable": true
+   },
+   "outputs": [],
+   "source": [
+    "# Root path of the gem5 workspace\n",
+    "base = \"/home/vagrant/gem5/\"\n",
+    "\n",
+    "conf = {\n",
+    "    # Only 'linux' is supported by gem5 for now\n",
+    "    # 'android' is a WIP\n",
+    "    \"platform\"    : 'linux',\n",
+    "    \n",
+    "    # Preload settings for a specific target\n",
+    "    \"board\"       : 'gem5',\n",
+    "\n",
+    "    # Host that will run the gem5 instance\n",
+    "    \"host\"        : \"workstation-lin\",\n",
+    "    \n",
+    "    \"gem5\" : {\n",
+    "        # System to simulate\n",
+    "        \"system\" : {\n",
+    "            # Platform description\n",
+    "            \"platform\" : {\n",
+    "                # Gem5 platform description\n",
+    "                # LISA will also look for an optional gem5<platform> board file\n",
+    "                # located in the same directory as the description file.\n",
+    "                \"description\" : os.path.join(base, \"juno.py\"),\n",
+    "                \"args\" : [\n",
+    "                    \"--atomic\",\n",
+    "                    # Resume simulation from a previous checkpoint\n",
+    "                    # Checkpoint must be taken before Virtio folders are mounted\n",
+    "                    # \"--checkpoint-indir \" + os.path.join(base, \"Juno/atomic/\",\n",
+    "                    #                                      \"checkpoints\"),\n",
+    "                    # \"--checkpoint-resume 1\",\n",
+    "                ]\n",
+    "            },\n",
+    "            # Kernel compiled for gem5 with Virtio flags\n",
+    "            \"kernel\"   : os.path.join(base, \"platform_juno/\", \"vmlinux\"),\n",
+    "            # DTB of the system to simulate\n",
+    "            \"dtb\"      : os.path.join(base, \"platform_juno/\", \"armv8_juno_r2.dtb\"),\n",
+    "            # Disk of the distrib to run\n",
+    "            \"disk\"     : os.path.join(base, \"binaries/\", \"aarch64-ubuntu-trusty-headless.img\")\n",
+    "        },\n",
+    "        # gem5 settings\n",
+    "        \"simulator\" : {\n",
+    "            # Path to gem5 binary\n",
+    "            \"bin\"     : os.path.join(base, \"gem5/build/ARM/gem5.fast\"),\n",
+    "            # Args to be given to the binary\n",
+    "            \"args\" : [\n",
+    "                # Zilch\n",
+    "            ],\n",
+    "        }\n",
+    "    },\n",
+    "\n",
+    "    # FTrace events to collect for all the tests configuration which have\n",
+    "    # the \"ftrace\" flag enabled\n",
+    "    \"ftrace\"  : {\n",
+    "         \"events\" : [\n",
+    "            \"sched_switch\",\n",
+    "            \"sched_wakeup\",\n",
+    "            \"sched_overutilized\",\n",
+    "            \"sched_load_avg_cpu\",\n",
+    "            \"sched_load_avg_task\",\n",
+    "            \"sched_load_waking_task\",\n",
+    "            \"cpu_capacity\",\n",
+    "            \"cpu_frequency\",\n",
+    "            \"cpu_idle\",\n",
+    "            \"sched_energy_diff\"\n",
+    "        ],\n",
+    "        \"buffsize\" : 100 * 1024,\n",
+    "    },\n",
+    "    \n",
+    "    \"modules\" : [\"cpufreq\", \"bl\", \"gem5stats\"],\n",
+    "\n",
+    "    # Tools required by the experiments\n",
+    "    \"tools\"   : ['trace-cmd', 'sysbench'],\n",
+    "    \n",
+    "    # Output directory on host\n",
+    "    \"results_dir\" : \"gem5_res\"\n",
+    "}"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 4,
+   "metadata": {
+    "collapsed": false,
+    "deletable": true,
+    "editable": true,
+    "scrolled": false
+   },
+   "outputs": [
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "2017-07-19 09:55:44,645 INFO    : TestEnv      : Using base path: /home/vagrant/lisa\n",
+      "2017-07-19 09:55:44,646 INFO    : TestEnv      : Loading custom (inline) target configuration\n",
+      "2017-07-19 09:55:44,647 WARNING : TestEnv      : Wipe previous contents of the results folder:\n",
+      "2017-07-19 09:55:44,648 WARNING : TestEnv      :    /home/vagrant/lisa/results/gem5_res\n",
+      "2017-07-19 09:55:44,653 INFO    : TestEnv      : Loading board:\n",
+      "2017-07-19 09:55:44,654 INFO    : TestEnv      :    /home/vagrant/lisa/libs/utils/platforms/gem5juno.json\n",
+      "2017-07-19 09:55:44,655 INFO    : gem5         : Creating temporary directory for interaction  with gem5 via virtIO: /tmp/wa_0\n",
+      "2017-07-19 09:55:44,655 INFO    : gem5         : Starting the gem5 simulator\n",
+      "2017-07-19 09:55:45,662 INFO    : TestEnv      : Devlib modules to load: ['bl', 'cpufreq', 'gem5stats']\n",
+      "2017-07-19 09:55:45,663 INFO    : TestEnv      : Connecting linux target:\n",
+      "2017-07-19 09:55:45,663 INFO    : TestEnv      :   username : root\n",
+      "2017-07-19 09:55:45,664 INFO    : TestEnv      :       host : workstation-lin\n",
+      "2017-07-19 09:55:45,664 INFO    : TestEnv      :   password : \n",
+      "2017-07-19 09:55:45,665 INFO    : TestEnv      : Connection settings:\n",
+      "2017-07-19 09:55:45,665 INFO    : TestEnv      :    {'username': 'root', 'host': 'workstation-lin', 'password': ''}\n",
+      "2017-07-19 09:55:45,669 INFO    : gem5-connection : Connecting to the gem5 simulation on port 3456\n",
+      "2017-07-19 09:55:56,388 INFO    : gem5-connection : Connected! Waiting for prompt...\n",
+      "2017-07-19 09:55:56,389 INFO    : gem5-connection : Created lock file /tmp/workstation-lin_3456.LOCK to prevent reconnecting to same simulation\n",
+      "2017-07-19 09:55:56,390 INFO    : gem5-connection : Trying to log in to gem5 device\n",
+      "2017-07-19 09:57:06,511 INFO    : gem5-connection : Trying to log in to gem5 device\n",
+      "2017-07-19 09:58:16,632 INFO    : gem5-connection : Trying to log in to gem5 device\n",
+      "2017-07-19 09:59:26,725 INFO    : gem5-connection : Trying to log in to gem5 device\n",
+      "2017-07-19 10:00:36,846 INFO    : gem5-connection : Trying to log in to gem5 device\n",
+      "2017-07-19 10:01:46,957 INFO    : gem5-connection : Trying to log in to gem5 device\n",
+      "2017-07-19 10:02:57,054 INFO    : gem5-connection : Trying to log in to gem5 device\n",
+      "2017-07-19 10:04:07,150 INFO    : gem5-connection : Trying to log in to gem5 device\n",
+      "2017-07-19 10:05:17,253 INFO    : gem5-connection : Trying to log in to gem5 device\n",
+      "2017-07-19 10:06:27,361 INFO    : gem5-connection : Trying to log in to gem5 device\n",
+      "2017-07-19 10:07:37,435 INFO    : gem5-connection : Trying to log in to gem5 device\n",
+      "2017-07-19 10:08:06,874 INFO    : gem5-connection : Successfully logged in\n",
+      "2017-07-19 10:08:06,875 INFO    : gem5-connection : Setting unique prompt...\n",
+      "2017-07-19 10:08:07,387 INFO    : gem5-connection : Prompt found and replaced with a unique string\n",
+      "2017-07-19 10:08:07,772 INFO    : gem5-connection : Mounting VirtIO device in simulated system\n",
+      "2017-07-19 10:09:39,550 INFO    : TestEnv      : Initializing target workdir:\n",
+      "2017-07-19 10:09:39,550 INFO    : TestEnv      :    /home/root/devlib-target\n",
+      "2017-07-19 10:11:29,983 INFO    : TestEnv      : Attempting to read energy model from target\n",
+      "2017-07-19 10:11:29,984 ERROR   : TestEnv      : Couldn't read target energy model: Requires cpuidle devlib module. Please ensure \"cpuidle\" is listed in your target/test modules\n",
+      "2017-07-19 10:11:29,984 INFO    : TestEnv      : Topology:\n",
+      "2017-07-19 10:11:29,985 INFO    : TestEnv      :    [[0, 1, 2, 3], [4, 5]]\n",
+      "2017-07-19 10:11:36,961 INFO    : TestEnv      : Loading default EM:\n",
+      "2017-07-19 10:11:36,961 INFO    : TestEnv      :    /home/vagrant/lisa/libs/utils/platforms/gem5juno.json\n",
+      "2017-07-19 10:12:01,903 WARNING : LinuxTarget  : Event [sched_load_waking_task] not available for tracing\n",
+      "2017-07-19 10:12:01,905 INFO    : TestEnv      : Enabled tracepoints:\n",
+      "2017-07-19 10:12:01,905 INFO    : TestEnv      :    sched_switch\n",
+      "2017-07-19 10:12:01,906 INFO    : TestEnv      :    sched_wakeup\n",
+      "2017-07-19 10:12:01,906 INFO    : TestEnv      :    sched_overutilized\n",
+      "2017-07-19 10:12:01,906 INFO    : TestEnv      :    sched_load_avg_cpu\n",
+      "2017-07-19 10:12:01,907 INFO    : TestEnv      :    sched_load_avg_task\n",
+      "2017-07-19 10:12:01,907 INFO    : TestEnv      :    sched_load_waking_task\n",
+      "2017-07-19 10:12:01,907 INFO    : TestEnv      :    cpu_capacity\n",
+      "2017-07-19 10:12:01,908 INFO    : TestEnv      :    cpu_frequency\n",
+      "2017-07-19 10:12:01,908 INFO    : TestEnv      :    cpu_idle\n",
+      "2017-07-19 10:12:01,909 INFO    : TestEnv      :    sched_energy_diff\n",
+      "2017-07-19 10:12:01,909 INFO    : TestEnv      : Set results folder to:\n",
+      "2017-07-19 10:12:01,910 INFO    : TestEnv      :    /home/vagrant/lisa/results/gem5_res\n",
+      "2017-07-19 10:12:01,911 INFO    : TestEnv      : Experiment results available also in:\n",
+      "2017-07-19 10:12:01,912 INFO    : TestEnv      :    /home/vagrant/lisa/results_latest\n"
+     ]
+    }
+   ],
+   "source": [
+    "# Create the hardware target. Patience is required :\n",
+    "# ~40 minutes to resume from a checkpoint (detailed)\n",
+    "# ~5 minutes to resume from a checkpoint (atomic)\n",
+    "# ~3 hours to start from scratch (detailed)\n",
+    "# ~15 minutes to start from scratch (atomic)\n",
+    "te = TestEnv(conf)\n",
+    "target = te.target"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "deletable": true,
+    "editable": true
+   },
+   "source": [
+    "# Run workloads on gem5"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "deletable": true,
+    "editable": true
+   },
+   "source": [
+    "This is an example of running a workload and extracting stats from the simulation using m5 commands. For more information about m5 commands, see http://gem5.org/M5ops"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 5,
+   "metadata": {
+    "collapsed": true,
+    "deletable": true,
+    "editable": true
+   },
+   "outputs": [],
+   "source": [
+    "# This function is an example use of gem5's ROI functionality\n",
+    "def record_time(command):\n",
+    "    roi = 'time'\n",
+    "    target.gem5stats.book_roi(roi)\n",
+    "    \n",
+    "    target.gem5stats.roi_start(roi)\n",
+    "    target.execute(command)\n",
+    "    target.gem5stats.roi_end(roi)\n",
+    "    \n",
+    "    res = target.gem5stats.match(['host_seconds', 'sim_seconds'], [roi])\n",
+    "    \n",
+    "    target.gem5stats.free_roi(roi)\n",
+    "    \n",
+    "    return res"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 6,
+   "metadata": {
+    "collapsed": false,
+    "deletable": true,
+    "editable": true,
+    "scrolled": true
+   },
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "/home/root/devlib-target/bin/sysbench --test=cpu --max-time=1 run -> 349.49s wall-clock execution time, 1.052278s simulation-clock execution time\n"
+     ]
+    }
+   ],
+   "source": [
+    "# Initialise command: [binary/script, arguments]\n",
+    "workload = 'sysbench'\n",
+    "args = '--test=cpu --max-time=1 run'\n",
+    "\n",
+    "# Install binary if needed\n",
+    "path = target.install_if_needed(\"/home/vagrant/lisa/tools/arm64/\" + workload)\n",
+    "command = path + \" \" + args\n",
+    "\n",
+    "# FTrace the execution of this workload\n",
+    "te.ftrace.start()\n",
+    "res = record_time(command)\n",
+    "te.ftrace.stop()\n",
+    "\n",
+    "print \"{} -> {}s wall-clock execution time, {}s simulation-clock execution time\".format(command,\n",
+    "        sum(map(float, res['host_seconds']['time'])),\n",
+    "        sum(map(float, res['sim_seconds']['time'])))"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "deletable": true,
+    "editable": true
+   },
+   "source": [
+    "# Trace analysis\n",
+    "For more information on this please check **examples/trace_analysis/TraceAnalysis_TasksLatencies.ipynb.**"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 7,
+   "metadata": {
+    "collapsed": false,
+    "deletable": true,
+    "editable": true
+   },
+   "outputs": [
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "2017-07-19 10:27:58,358 INFO    : Trace        : Platform clusters verified to be Frequency coherent\n"
+     ]
+    }
+   ],
+   "source": [
+    "# Load traces in memory (can take several minutes)\n",
+    "platform_file = os.path.join(te.res_dir, 'platform.json')\n",
+    "te.platform_dump(te.res_dir, platform_file)\n",
+    "\n",
+    "with open(platform_file, 'r') as fh:\n",
+    "    platform = json.load(fh)\n",
+    "\n",
+    "trace_file = os.path.join(te.res_dir, 'trace.dat')\n",
+    "te.ftrace.get_trace(trace_file)\n",
+    "trace = Trace(platform, trace_file, events=conf['ftrace']['events'], normalize_time=False)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 8,
+   "metadata": {
+    "collapsed": false,
+    "deletable": true,
+    "editable": true
+   },
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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CpOnTo8dRVkYoO5t169dHj6OwkJwJE2qOY+zYGvvwrl67llB2tuNwHI7DcTgO\nx+E4HIfjiPM4cnNzE+P9bqK8b3ccjsNxfKlxSEHbunUrmZmZZGVlRdXQhg0bVudzpMQxn6Sv7mMg\nH1hYpe0mwnvE9wJ6ABsJF+1fr9LnCWAXkANkAc8CJxC9av51YEXk/FVlAEVFRUVkZGTEZBC7i3dT\nlFlEZlEm6RnpMTmnjq68vJztmzbRPi2NZs2aBR1HkiRJDUh5eTnb9+6lfffuvleU1CgVFxeTmZlJ\nLOsXUl0d7c/foeOEt5guPtK5XDEvNUwpwIFqbRX885dpm4BtwOAqx5sDA4AXI8+LgPJqfToBZ1Tp\nIylJ1bbKTpJ07JxfJSl+alt5LUmNlXvMSw1TIfDfwIfAm4RXxk8ADn126yBwJ+F9598lvHp+CrAH\neCTS5/NI/9uAncCnwFzgDcIr6SUlscEDBgQdQZISkvOrJMXP4MGDj95JkhoJC/NSwzQB+DuwgPCN\nWj8CFgG3VOkzG2hJeLubE4CXCa+O/6JKn2sI3zz2N5G+zxLep/6Y9qGX1PiNvPjioCNIUkJyfpWk\n+Bk5cmTQESQpZizMSw3TF8B1kceR5FNzr/iq9hG+kWxujHJJkiRJkiRJOkbuMS9JkiRJkiRJUj2y\nMC9JUhJat3590BEkKSE5v0pS/Kxbty7oCFJcvfjii+Tn5/P5559HtQ8cOJBBgwYFlKpxyM7Opnv3\n7lFtM2fO5Iknnggo0dFZmJckKQnNXrgw6AiSlJCcXyUpfmbPnh10BCmuDleYX7RoEffcc09AqRqH\nqVOnUlhYGNXW0Avz7jEvSVISWu6bOkmKC+dXSYqf5cuXBx1BqhcHDx6Men7aaacFlKTx6NGjR422\nlJSUGj/LhsQV85IkJaFWLVsGHUGSEpLzqyTFT6tWrYKOoEZo796t7N5dfNjHF1+8edRzfPHFm4d9\n/d69W2OSMy8vj8mTJwPQvXt3UlNTSU1NZe3atTW2snn//fdJTU1lzpw5zJgxg65du9KyZUvOPvts\n1qxZ86WvvXfvXm655RZ69epFy5YtadeuHVlZWbz00kuVfRYsWED//v3p0KEDrVu35qyzzmLOnDns\n378/6lwDBw6kd+/e/PnPf+Zb3/oWrVq1okuXLkydOpWKioqovvn5+fTt25e2bdvSpk0bMjMzWbJk\nSa0ZH3nkEfr160d6ejrp6en06dMnqm/1rWxSU1P54osveOihhyp/lllZWXzwwQc0bdqUX/7ylzWu\n8ac//Ym7DWIwAAAgAElEQVTU1FR++9vffumf4VfhinlJkiRJkiRJCemjj+7lgw/yD3u8VavTOeec\nvx3xHH/7239SWlp7Af+kk6bRvXvesUQE4Kc//Smffvop8+bN4/HHH6dTp04A9OrVi5SUFFJSUmq8\nZv78+XTr1o27776bAwcOMHv2bIYMGcLatWv51re+Vafr7t+/nyFDhrBu3TomTJhAVlYW5eXlvPzy\ny3z44Yf069cPgPfee48RI0Zw8skn06JFC1577TVmzJhBSUkJixcvrjxfSkoK27ZtY+TIkUyZMoVT\nTjmFlStXcuutt1aO75D333+fK6+8kpNOOonU1FReeuklcnNz2bJlCzfffHNlv6lTp3LrrbfyH//x\nH0yaNIk2bdqwYcMGNm/eHDWWqj+jl156iaysLLKysirPddxxx3HSSScRCoVYtGgRkydPJjX1n+vW\n58+fT+fOnbn00kvr9LM7VhbmJUmSJEmSJCWkb3zjZ7RrFzrs8dTUFkc9xxlnPEZFxT9qPda8eaev\nnK2qzp07881vfhOAPn360LVr18pjBw8erLUwX1FRwTPPPEPz5s0BuOCCC+jWrRtTp05l9erVdbpu\nQUEBL7zwAg888ABjxoypbB86dGhUv9tvvz3qut/+9rc58cQTGTNmDLfffjtt2rSpzLpz506efPLJ\nynOcd955lJWVcc899zB58uTKcT744INR5+zfvz8VFRXcfffdlcX0TZs2MXPmTEaPHs3DDz9c2f+7\n3/1ujbFU3bamb9++pKam0r59e84555yofj//+c8ZNGgQTz31FD/4wQ8A+OijjygsLGTq1KlRxfp4\ncisbSZKS0KTp04OOIEkJyflVkuJn0qRJQUdQI5SW1on09IzDPr72tdOPeo6vfe30w74+LS02hfmv\n4tJLL60sygO0bt2aoUOH8qc//anOe6v/4Q9/oGXLllFF+dq8+uqrhEIh2rVrR9OmTWnevDmXX345\nFRUVvP3221F9jzvuuBqF/VGjRlFRUcGf//znyrY1a9Zw3nnncfzxx1eec9q0aezatYvt27cD8Mwz\nz1BRUcG4cePqNJ66GDBgAGeddRYLFiyobFu0aBGpqalceeWVMbvO0ViYlyQpCXXt3DnoCJKUkJxf\nJSl+qq4glgQdO3astW3fvn3s2bOnTufYvn073/jGN47YZ/PmzfTv35+tW7dy9913s27dOl555RUW\nLFjAwYMH+cc/oj9N0KFDhxrnONS2c+dOANavX88FF1xAamoqDzzwAC+++CKvvPIKN910EwcPHqSs\nrKwyH0CXLl3qNJ66ys3N5bnnnuPdd9+lvLyc+++/nx/+8Id8/etfj+l1jsStbCRJSkLjj7IaQpL0\n1Ti/SlL8jB8/PugIUoOydWvNG89u27aNtLQ0WrduXadztG/fnhdffPGw2+UAFBYW8sUXX7BixYrK\nbWgAiouLa+2/bdu2w7a1bdsWgOXLl9O8eXNWrlwZtep/xYoVNfIBfPjhh3SO4QKIyy67jOuvv575\n8+fTt29fPv7445iuyq8LV8xLkiRJkiRJUsDS0tIAKC0trVP/FStWsHfv3srnu3fv5qmnnuI73/nO\nYYvs1V144YWUlZWxdOnSw/Y5dK6qBfSDBw9y//3319r/UI6qHnnkEZo0aUL//v0rz9mkSZOo/dzL\nysr41a9+FZX9ggsuoEmTJtxzzz1HHUv1MaelpVWuvK8uLS2NK6+8koceeog77riDjIyMyhvd1hdX\nzEuSJEmSJElSwM466ywA7rrrLn784x/TrFkzTj31VIBa94xv0qQJ559/PhMnTuTAgQPMmjWLPXv2\nkJ+fX+drjhw5kgcffJCxY8fy9ttvM3DgQCoqKvjLX/7C6aefzvDhwxk8eDDNmzdn5MiRTJ48ufJG\nrp999lmt52zbti1jx45l8+bN9OzZk9///vc88MADXHXVVZVb0gwdOpQ77riDUaNG8dOf/pSdO3cy\nd+5cWrRoETXWk046iSlTpjB9+nTKysoYMWIEbdq04c0332Tnzp3k5eVV9q3+M+rduzfPP/88K1eu\npGPHjhx33HGccsoplcevuuoq5syZQ1FREYsXL67zzyxWXDEvSVISKtm4MegIkpSQnF8lKX5KSkqC\njiDF1YABA7jxxhsrV7337duX4uJiUlJSal0BP378eM4//3xyc3O57LLLqKio4Omnn/5SK7+bNGnC\n73//e2688UYef/xxLr74Yi6//HJefPFFunXrBsCpp57K7373Oz799FMuvfRScnNzycjI4O677641\nV6dOnVi+fDkPPfQQP/jBD/jtb3/LTTfdxN13313ZZ9CgQSxZsoQNGzYQCoW4+eabGTZsGDfccEON\nc+bn5/Pwww/zwQcfMHr0aC655BIeeughevToUdmntp/RXXfdRc+ePRkxYgTnnHMOY8eOjTreuXNn\nvv3tb9O2bVtGjRpV559ZrNTtMw2SkkEGUFRUVERGRkZMTri7eDdFmUVkFmWSnpEek3Pq6MrLy9m+\naRPt09Jo1qxZ0HHUQIWys3nyCB9VlCR9Nc6vaujKy8vZvncv7bt3972iGp1QKMSTTz4ZdAwFrLi4\nmMzMTGJZv2hs3n//fXr06MHcuXOZOHFi0HGiDBw4kF27dvHGG28EHeWoPvnkE0466SR+/vOf88tf\n/rJOrznan79Dx4FMoPZN+CPcykaSpCQ0f8aMoCNIUkJyfpWk+Jk/f37QESTVQW3b7jQkW7Zs4b33\n3mPOnDk0bdqUn//854HkcCsbSZKSUNcY3s1ekvRPzq+SFD9du3YNOoLUqOzfv/+Ij3gU0A+37U5D\ncv/99zNo0CDeeustfv3rX9OpU6dAcrhiXpIkSZIkSZIaiW7dulFRUXHEPoe2uzmSvLw8pk6dGsto\nPP/88zE9Xzzk5eVF3TQ2KBbmJUmSJEmSJCmBdO7cmVdeeeWIfYJaKa4wC/OSJCWhWQsWcP24cUHH\nkKSE4/wqSfEza9Ysrr/++qBjSI1Cs2bNkvbmuI2Fe8xLkpSESsvKgo4gSQnJ+VWS4qe0tDToCJIU\nMxbmJUlKQvnXXRd0BElKSM6vkhQ/+fn5QUeQpJhxKxtJkiRJkiRJjcpbb70VdAQloVj+ubMwL0mS\nJEmSJKlRSE9PB2D06NEBJ1EyO/Tn8FhYmJckKQnt2LWLdieeGHQMSUo4zq+SFD87duygXbt2QcdQ\nwHr27Mk777zD7t27g46iJJWenk7Pnj2P+TwW5iVJSkJjJk7kyaVLg44hSQnH+VWS4mfMmDE8+eST\nQcdQAxCLoqgUNG/+KklSEsq79tqgI0hSQnJ+laT4ycvLCzqCJMWMhXlJkpJQRu/eQUeQpITk/CpJ\n8ZORkRF0BEmKGQvzUsPVGVgG7AC+AF4Fqr8LyQO2AKXA88Dp1Y6nAfOA7cAe4InIeSVJkiRJkiQF\nxMK81DCdAPwPsBf4HtALmAh8VqXP9cA1wDjgbGAb8AzQukqfO4GLgeHAuZFjK/HvviRJkiRJkhQY\ni3NSw3Q98AHwE+AVYDPhFfH/FzmeQrgoPwMoBP4GXA60AkZF+rQBxhAu6K8BXgNGA72B8+pjEJIa\nrsUFBUFHkKSE5PwqSfGzePHioCNIUsxYmJcaphBQBDwGfAwUA1dUOd4d6ACsrtK2D1gL/HvkeSbQ\nrFqfrcBfq/SRlKSKN2wIOoIkJSTnV0mKn+Li4qAjSFLMWJiXGqYewH8BbwODgXuAu4EfR453jHz9\nuNrrPqlyrCPhYv3n1fp8TLioLymJLZg5M+gIkpSQnF8lKX4WLFgQdARJihkL81LDlEp4xfx/A68D\n90ceY+vw2oPHcuELL7yQUCgU9ejXrx+FhYVR/VavXk0oFKrx+nHjxtX4eOFrb71GKBRix44dUe3T\npk1j1qxZUW2bN28mFApRUlIS1T5v3jwmTZoU1VZaWkooFGLdunVR7QUFBeTk5NTINnz48GMaR3Fx\nceMbx5QpNT5SX7xhA6HsbHbs2hU9jrlzmVXtje7mLVsIZWdTsnFj9DiWLGHS9OnR4ygrI5Sdzbr1\n66PHUVhIzoQJNccxdiyFq1ZFj2PtWkLZ2Y7DcTgOx+E4HIfjcByOI87jyM3NTYz3u4nyvt1xOA7H\n4TgcR6MbR2ZmJllZWVE1tGHDhtW41uGk1LmnpPr0PuEtaK6s0vZfwE1AF8Ir6jcCfQgX7g95AtgF\n5ABZwLOEbyRbddX868AKIL/aNTOAoqKiIjIyMmIyiN3FuynKLCKzKJP0jPSYnFNHV15ezvZNm2if\nlkazZs2CjiNJkqQGpLy8nO1799K+e3ffK0qSFGPFxcVkZmZCeIvpI+6/5Yp5qWH6H+C0am2nEC7Y\nA2wCthHe5uaQ5sAA4MXI8yKgvFqfTsAZVfpIkiRJkiRJqmcW5qWG6Q7gW8CNwL8Ao4CfAoc+B3sQ\nuBOYAlwMnAksBfYAj0T6fA4sBm4jvHq+D7AMeIPwSnpJSay2j7RLko6d86skxU9t21FIUmPVNOgA\nkmr1CnAJ8AtgKvB/wM+BqptZzgZaAgsJb1fzMuHV8V9U6XMNsB/4TaTvs4RvIHtM+9BLavyurmU/\nPknSsXN+laT4ufrqq4OOIEkxY2FeariejjyOJJ+ae8VXtQ/IjTwkqdLgAQOCjiBJCcn5VZLiZ/Dg\nwUfvJEmNhFvZSJIkSZIkSZJUjyzMS5IkSZIkSZJUjyzMS5KUhApXrQo6giQlJOdXSYqfwsLCoCNI\nUsxYmJckKQkV+I8aSYoL51dJip+CgoKgI0hSzFiYlyQpCT26aFHQESQpITm/SlL8PProo0FHkKSY\nsTAvSZIkSZIkSVI9sjAvSZIkSZIkSVI9sjAvSZIkSZIkSVI9sjAvSVISypkwIegIkpSQnF8lKX5y\ncnKCjiBJMWNhXpKkJDR4wICgI0hSQnJ+laT4GTx4cNARJClmLMxLiosDpQcofas06BiSDmPkxRcH\nHUGSEpLzqyTFz8iRI4OOIEkxY2FeUlyUlpTy1ui3AGiS3iTgNJIkSZIkSVLD0TToAJISU6vTWpFZ\nlEmT9Ca06tkq6DiSJEmSJElSg+GKeUlx0aRVE9Iz0i3KSw3UuvXrg44gSQnJ+VWS4mfdunVBR5Ck\nmLEwL0lSEpq9cGHQESQpITm/SlL8zJ49O+gIkhQzFuYlSUpCy++5J+gIkpSQnF8lKX6WL18edARJ\nihkL85IkJaFWLVsGHUGSEpLzqyTFT6tWbpUqKXFYmJckSZIkSZIkqR5ZmJckSZIkSZIkqR5ZmJck\nKQlNmj496AiSlJCcXyUpfiZNmhR0BEmKGQvzkiQloa6dOwcdQZISkvOrJMVP165dg44gSTFjYV6S\npCQ0fsyYoCNIUkJyfpWk+Bk/fnzQESQpZizMS5IkSZIkSZJUjyzMS5IkSZIkSZJUjyzMS5KUhEo2\nbgw6giQlJOdXSYqfkpKSoCNIUsxYmJckKQlNvvXWoCNIUkJyfpWk+Jk8eXLQESQpZizMS5KUhObP\nmBF0BElKSM6vkhQ/8+fPDzqCJMWMhXmpcbgBqADuqNaeB2wBSoHngdOrHU8D5gHbgT3AE0DneAaV\n1Dh07exUIEnx4PwqSfHTtWvXoCNIUsxYmJcavrOBK4E3gINV2q8HrgHGRfpsA54BWlfpcydwMTAc\nODdybCX+3ZckSZIkSZICY3FOathaA8uAK4BPq7SnEC7KzwAKgb8BlwOtgFGRPm2AMcBEYA3wGjAa\n6A2cVw/ZJUmSJEmSJNXCwrzUsC0gvMJ9DeFi/CHdgQ7A6ipt+4C1wL9HnmcCzar12Qr8tUofSUlq\n1oIFQUeQpITk/CpJ8TNr1qygI0hSzDQNOoCkwxoB/CvhbWogehubjpGvH1d7zSdA1yp99gGfV+vz\nMeGivqQkVlpWFnQESUpIzq+SFD+lpaVBR5CkmLEwLzVM3wTuIrzlzL5IWwrRq+YP5+DRu0hKdvnX\nXRd0BElKSM6vkhQ/+fn5QUeQpJhxKxupYcoE2gPFQHnk0R/IJVyo3xbpV33le4cqx7YBzQnvNV9V\nxyp9arjwwgsJhUJRj379+lFYWBjVb/Xq1YRCoRqvHzduHIsXL45qKy4uJhQKsWPHjqj2adOm1fgo\n4ubNmwmFQpSUlES1z5s3j0mTJkW1lZaWEgqFWLduXVR7QUEBOTk5NbINHz48+cYxZQqLCwqix7Fh\nA6HsbHbs2hU9jrlza3z8fvOWLYSysynZuDF6HEuWMGn69OhxlJURys5m3fr10eMoLCRnwoSa4xg7\nlsJVq6LHsXYtoexsx+E4HIfjcByOw3E4DscR53Hk5uYmxvvdRHnf7jgch+NwHI6j0Y0jMzOTrKys\nqBrasGHDalzrcOqy+lZS/WvNP7ekgfDf1QeBt4BZka9bgDuAOZE+zQlvZTMJuJ9wQf4Twjd8fSzS\npxPwITAEeKbaNTOAoqKiIjIyMmI8HNWn8vJytm/aRPu0NJo1axZ0HEmSJDUg5eXlbN+7l/bdu/te\nUZKkGCsuLiYzMxPCi26Lj9TXrWykhmkP8Ga1tlJgV5X2O4EpwLvAxsj3e4BHIsc/BxYDtwE7gU+B\nucAbwLNxzC6pEdixaxftTjwx6BiSlHCcXyUpfnbs2EG7du2CjiFJMeFWNlLjcZDo/eNnEy7OLwT+\nl/Bq+MHAF1X6XAMUAr8B1hEu3F+E+9BLSW/MxIlBR5CkhOT8KknxM2bMmKAjSFLMuGJeajwG1dKW\nH3kczj7C+9LnxiWRpEYr79prg44gSQnJ+VWS4icvLy/oCJIUM66YlyQpCWX07h10BElKSM6vkhQ/\n3g9NUiKxMC9JkiRJkiRJUj2yMC9JkiRJkiRJUj2yMC9JUhJaXFAQdARJSkjOr5IUP4sXLw46giTF\njIV5SZKSUPGGDUFHkKSE5PwqSfFTXFwcdARJihkL85IkJaEFM2cGHUGSEpLzqyTFz4IFC4KOIEkx\nY2FekiRJkiRJkqR6ZGFekiRJkiRJkqR6ZGFekiRJkiRJkqR6ZGFekqQkFMrODjqCJCUk51dJip9Q\nKBR0BEmKGQvzkiQloatzcoKOIEkJyflVkuLn6quvDjqCJMWMhXlJkpLQ4AEDgo4gSQnJ+VWS4mfw\n4MFBR5CkmLEwL0mSJEmSJElSPbIwL0mSJEmSJElSPbIwL0lSEipctSroCJKUkJxfJSl+CgsLg44g\nSTFjYV6SpCRU4D9qJCkunF8lKX4KCgqCjiBJMWNhXpKkJPTookVBR5CkhOT8Kknx8+ijjwYdQZJi\nxsK8JEmSJEmSJEn1yMK8JEmSJEmSJEn1yMK8JEmSJEmSJEn1yMK8JElJKGfChKAjSFJCcn6VpPjJ\nyckJOoIkxYyFeUmSktDgAQOCjiBJCcn5VZLiZ/DgwUFHkKSYsTAvSVISGnnxxUFHkKSE5PwqSfEz\ncuTIoCNIUsxYmJckSZIkSZIkqR5ZmJckSZIkSZIkqR5ZmJckKQmtW78+6AiSlJCcXyUpftatWxd0\nBEmKGQvzkiQlodkLFwYdQZISkvOrJMXP7Nmzg44gSTFjYV6SpCS0/J57go4gSQnJ+VWS4mf58uVB\nR5CkmLEwLzVMNwL/C/wd+Bh4HDilln55wBagFHgeOL3a8TRgHrAd2AM8AXSOS2JJjUqrli2DjiBJ\nCcn5VZLip1WrVkFHkKSYsTAvNUz9CRfU+wLnA02B1UDVdyHXA9cA44CzgW3AM0DrKn3uBC4GhgPn\nRo6txL/7kiRJkiRJUmCaBh1AUq2GVHueA3wCZADrgBTCRfkZQGGkz+WEV9ePAu4D2gBjgNHAmkif\n0cCHwHmEC/2SJEmSJEmS6pmrZqXG4fjI112Rr92BDkQX1/cBa4F/jzzPBJpV67MV+GuVPpKS1KTp\n04OOIEkJyflVkuJn0qRJQUeQpJixMC81fCnAHcCfgTcjbR0jXz+u1veTKsc6Ei7Wf16tz8eEi/qS\nkljXzt5uQpLiwflVkuKna9euQUeQpJixMC81fPOBM4CRdex/8FguduGFFxIKhaIe/fr1o7CwMKrf\n6tWrCYVCNV4/btw4Fi9eHNVWXFxMKBRix44dUe3Tpk1j1qxZUW2bN28mFApRUlIS1T5v3rwaqyNK\nS0sJhUKsW7cuqr2goICcnJwa2YYPH55845gyhcUFBdHj2LCBUHY2O3btimqfNncusxYsiB7Hli2E\nsrMp2bgxehxLltRYEVhaVkYoO5t169dHj6OwkJwJE2qOY+xYCletih7H2rWEsrMdRz2MY/yYMQkx\njuoch+NwHI4j6HH0OfPMhBhHovz3cByHH0dubm5ivN9NlPftjqNO4xg/fnxCjKMqx+E4HEfjHUdm\nZiZZWVlRNbRhw4bVuNbhpNS5p6QgzANChG8G+0GV9h7ARqAP8HqV9icIb3eTA2QBzwInEL1q/nVg\nBZBf7VoZQFFRUREZGRkxHILqW3l5Ods3baJ9WhrNmjULOo4kSZIakPLycrbv3Uv77t19ryhJUowV\nFxeTmZkJ4S2mi4/U1xXzUsOUQnil/MWEC+wfVDu+CdgGDK7S1hwYALwYeV4ElFfr04nw6vsXkSRJ\nkiRJkhQIC/NSw7QAuCzy+ILwfvEdgRaR4weBO4EphIv3ZwJLgT3AI5E+nwOLgdsIF/f7AMuANwiv\npJeUxKp/fF6SFBvOr5IUP9W3vpCkxszCvNQwjQWOA14APqryqLpR1WzCxfmFwP8SXg0/mHAh/5Br\ngELgN8A6woX7izjGfeglNX6Tb7016AiSlJCcXyUpfiZPnhx0BEmKmaZBB5BUq7r+0iyfmnvFV7UP\nyI08JKnS/Bkzgo4gSQnJ+VWS4mf+/PlBR5CkmHHFvCRJSahr585BR5CkhOT8Kknx07Vr16AjSFLM\nWJiXJEmSJEmSJKkeWZiXJEmSJEmSJKkeWZiXJCkJzVqwIOgIkpSQnF8lKX5mzZoVdARJihkL85Ik\nJaHSsrKgI0hSQnJ+laT4KS0tDTqCJMWMhXlJkpJQ/nXXBR1BkhKS86skxU9+fn7QESQpZizMS5Ik\nSZIkSZJUjyzMS5IkSZIkSZJUjyzMS5KUhHbs2hV0BElKSM6vkhQ/O3bsCDqCJMWMhXlJkpLQmIkT\ng44gSQnJ+VWS4mfMmDFBR5CkmLEwL0lSEsq79tqgI0hSQnJ+laT4ycvLCzqCJMWMhXlJkpJQRu/e\nQUeQpITk/CpJ8ZORkRF0BEmKGQvzkiRJkiRJkiTVIwvzkiRJkiRJkiTVIwvzkiQlocUFBUFHkKSE\n5PwqSfGzePHioCNIUsxYmJckKQkVb9gQdARJSkjOr5IUP8XFxUFHkKSYsTAvSVISWjBzZtARJCkh\nOb9KUvwsWLAg6AiSFDMW5iVJkiRJkiRJqkcW5iVJkiRJkiRJqkcW5iVJkiRJkiRJqkcW5iVJSkKh\n7OygI0hSQnJ+laT4CYVCQUeQpJixMC9JUhK6Oicn6AiSlJCcXyUpfq6++uqgI0hSzFiYlyQpCQ0e\nMCDoCJKUkJxfJf3/7N15fNTVvf/xV8ISQCIiICAUAQuCii3JVaS1LKnGYnGq3l42qSa0WuqSChZE\n/MkiQgviyqJWQbTUYG0xKrYWFaVN1XJNXGglKl6UXgRlU5FQCITfHzPkZpKwKDP5JjOv5+Mxj2TO\n98z3+z4RjsMnZ85X8ZOdnR10BEmKGQvzkiRJkiRJkiTVIgvzkiRJkiRJkiTVIgvzkiQloYJnnw06\ngiQlJOdXSYqfgoKCoCNIUsxYmJcUZft22LKl5sdnnwWdTlKszJw3L+gIkpSQnF8lKX5mzpwZdARJ\nipmGQQeQFHdXAeOAdsA/geuAwoN1fvFFeP/9g5/s/PPhmGNqPtaoEbRocRRJJdWaNq1aBR1BkhKS\n86skxU+bNm2CjiBJMWNhXkpsQ4E7gZ8BfwNGA38CTgX+VdMLBg6Eb3yjevvOnfDnP4cfh1JT4f64\n46Chs40kSZIkSZIEWJiXEt1Y4EFgYeT5GOB8woX6iTW9oGVLaN26envr1jB0KJSV1XyhQxXuL7mk\n5nNKkiRJkiRJycjCvJS4GgMZwIwq7cuBb32VEx5qm5pDFe6PO+6rXE2SJEmSJElKTBbmpcTVGmgA\nfFyl/RPC+83XaM2aNTEPsn59zE+pQ9i7dy/bN2wgPTWVhu4hpIP4++uvs+r114OOIUkJx/lVdd3e\nvXvZUV5Oy08/9b2i6p1Vq1ZRXFwcdAxJOqgvU1dLiWMOScE6EfhfwqvjX63UPhG4DOhRpX974AWg\nZ62kkyRJkiRJkhLPGuC7wMZDdfLX41Li2gLsA9pWaW9LzRPDRsKTRvs455IkSZIkSZIS1UYOU5SX\nlPheBeZVaXsbmB5AFkmSJEmSJEmSEt4QYDeQS3iLmjuBz4GvBRlKkiRJkiRJkqRE9jNgHfBv4L+B\nc4KNI0mSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmS\nJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmS\nJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmS\nJEmSJEmSJEmSJEmSJEmSJEmSJElHZwpQDhx/BH1fAl6MQ4auwFzgXaA08vgHcAfQpVK/RYSzHnj8\nGyghPIa0Kv12HOJ6XwAPHSbTgCrXyqh0LKfKscqPE6qc541Kx54+zDUlSZKSSsOgA0iSJElSPTA6\nDuccDCwBPiFcnH8d2A+cAYwiXCCvXBTfBQyMfN8SGAFMAnoAwyr123+Ia+4/zPHKrgKKCf8CoKqc\nGtq3VXl+KdAceOJLXFOSJEmSJEmSlMCmcOQr5mOtC+HV668B6Qfpc1Gl7xdR80r4lYTH0P4w/Q7Y\nASw8TLYBkXP2q+FYDtVX0R/OB8BTX6K/JElSwksNOoAkSZIkBawTsBT4DPgU+A3Qukqfl6i+lU1H\n4Kk+Xs8AACAASURBVPfA58B2YDFwJuHC9eWHueZYoBnhVekHK6QXHEH2v0e+nnQEfWMppZavJ0mS\nlFAszEuSJElKdk8Q3uP9Pwmvor8I+DPRW39W3QLmGMKF+v7AeOC/CG9J81il/oeSDWwCVh1ddL4e\n+br5KM/zZS0D9gJbgT8Ap9Xy9SVJkuo195iXJEmSlOz+AEyIfP888DHwW2AI8GikPYXoYvvlwMnA\n94DllV7bFPjpEVyzE+H927+sBpEsxxHeY/4HhIv773+Fc30VG4FbgVcJf1LgDMI/u1eBbwGraymH\nJElSveaKeUmSJEnJ7rdVnj9OeDX4gEO8pj/hwvTyKu35sYtVzTFAGbCH8Or8O4E/AhfH8ZpV/Znw\nDWf/CBQC84HvEP6lxS21mEOSJKlec8W8JEmSpGS3qcrzvcA2oNUhXtOK8Mr6qj45wmuuBzofYd8D\ndhEuggPsBj4kfAPZyvYSXlV/MA0JF/dj6UPgb8DZMT6vJElSwnLFvCRJkqRk177K84aEC+9bD/Ga\nrUC7GtpraqvJs5Hr9jnC/hC+qWxx5PFPqhflIfzLgiaEt7qpqhWQRs2/UIiFw+2rL0mSpAgL85Ik\nSZKS3aVVng8hvOr8pUO85iUgnfAe85UNO8Jr3gnsJLwVzLE1HE+h+hY1R1L4fu4QOYZEvj5/JAG/\nhK6EV/K/EuPzSpIkJSy3spEkSZKU7C4mvAXM88BpwDTgDeB3VfqlVPr+YWAMsBj4f4RvvjoIyI4c\nLz/MNT8gXDx/DHgTmBO5JsCpwCjChfgnDnL9g3kJeAq4m/BWOX+NtPcDrgOeBP5yBOc5mOeAFfzf\niv1ewHjCP7+bj+K8kiRJkiRJkqQkMBnYB3yTcMH6c+AzwsX21lX6vki4IF1ZR+D3lV73O8Ir6MuB\nwUeYoQswF3iX8B7yO4HVwG1Ap0r9Hopc50g0BCZEzrMr8ngLuIFD7z9/wADCY+hXw7E7gH8QHu8e\n4H8J/5Li64c43zrCvyyQJEmSJEmSJCnmJhIu9p8YdJCjMIBwYT6Lo/uUdWrk9R9gYV6SJCmKW9lI\nkiRJ0ldzTeRrCdCIcCH7WuA3wEdBhYqhA3vR/wfhG85+WcXAGZHv34pJIkmSJEmSJElSUsslXHD+\nHNhNeDuaKdT/BVDNgYxKj6Zf8Tw9K52ja2yiSZIkSZIkSZIkSZIkSZIkSZIkSZKkuisl6ACS6pT2\nkYckSZIkSZKkL29j5HFIFuYlHdC+f//+H61cuTLoHJIkSZIkSVJ9tRIYzmGK8xbmJR2QARQtXryY\nnj17Bp1FR2Hv3r1s37CB9NRUGjas7/eeU7xcf8st3D5pUtAxJCnhOL+qrtu7dy87ystp2aGD7xVV\n71x33XXcddddQceQpINas2YNI0eOBMgEig/V1/8LS4rSs2dPMjIygo6ho1BWVsbm446jTVoajRo1\nCjqO6qiWLVpwVu/eQceQpITj/Kq6rqysjM27d9OmSxffK6reOe644/z3qqSEkRp0AEmSJEmSJEmS\nkomFeUmSktCmTz4JOoIkJSTnV0mKn02bNgUdQZJixsK8JElJaIP/qJGkuHB+laT42bBhQ9ARJClm\nLMxLkpSEZntjQkmKC+dXSYqf2bNnBx1BkmLGm79KkpSEhl90UdARJCkhOb9KUvwMHz486AiqI957\n7z127NgRdAwlqfT0dLp163bU57EwL0mSJEmSJKleeO+99+jevXvQMZTk3n333aMuzluYlyRJkiRJ\nklQvHFgpv3jxYnr27BlwGiWbNWvWMHLkyJh8YsPCvCRJSSh3zBgeuvPOoGNIUsJxfpWk+MnNzeWh\nhx4KOobqiJ49e5KRkRF0DOkr8+avkiQloez+/YOOIEkJyflVkuInOzs76AiSFDMW5iVJSkLenFCS\n4sP5VZLix5u/SkokFuYlxc2+0n3sKN7BvtJ9QUeRJEmSJEmS6gwL81Iw+gFPAxuAcuAHNfSZEjle\nCrwInFrleBowB9gMfAE8CXSo0qcl8Bvg08jjEaBFLAZwJEpLSinKLKK0pLS2LilJkiRJkiTVeRbm\npWA0A14Hro4831/l+A3AdZHjZwKbgOeA5pX63AVcBAwFzokcW0b03+tHgTOA84HvAd8kXKiXlOQK\nV60KOoIkJSTnV0mKn8LCwqAjSFLMWJiXgvEsMAkoqOFYCuGi/PTI8X8ClxMu5o+I9GkBjALGAiuA\nN4CRQC/g3EifnoQL8j8B/g68ClwBDAa6x3pAkuqXWfPnBx1BkhKS86skxc+sWbOCjiBJMWNhXqp7\nugBtgeWV2vYAK4FvRZ5nAo2q9NkI/APoG3neF/gM+O9Kff4eaeuLpKS25N57g44gSQnJ+VWS4mfJ\nkiVBR5ACN2PGDJ588slq7S+99BKpqan85S9/qWibMmUKqamWf+sq/8tIdU+7yNePq7R/UulYO8LF\n+s+q9Pm4Sp9Pajh/5fNISlLNmjYNOoIkJSTnV0mKn2bNmgUdQQrcwQrzmZmZvPrqq/Tu3TuqPSUl\npbai6UuyMC/VL1X3oq/qqGfbCy64gFAoFPXo27cvBQXRu+4sX76cUChU7fVXX301CxYsiGp7Y80b\nhEIhtmzZEtU+efJkZs6cGdW2fv16QqEQJSUlUe1z5sxh3LhxUW2lpaWEQqFq+wzm5+eTm5tbLdvQ\noUOPahzFxcX1bxwTJ7IgPz96HKtXE8rJYcu2bdHjmD2bmfPmRY9jwwZCOTmUrF0bPY6FCxk3bVr0\nOHbtIpSTU21v3fyCAnLHjKk+jtGjKXj22ehxrFxJKCfHcTgOx+E4HIfjcByOw3HEeRx5eXmJ8X43\nUd63Ow7H4Ti+1DiSWUpKCvv3Vy8Ppaenc9ZZZ5Genh7VXlNfHb2NGzeSmZlJVlZWVA1tyJAhR3wO\nf2UiBa+c8E1cn4o87wqsBXoDb1bq9ySwDcgFsoDngZZEr5p/E1gKTCW8B/3tkT6VbSe8h/3DVdoz\ngKKioiIyMjKObkQRO4p3UJRZRGZRJukZ6Yd/gWKirKyMzevW0SYtjUaNGgUdR5IkSXVIWVkZm3fv\npk2XLr5XlFQvFRcXk5mZyZHUL/buhU8/jX+m446Dhg2P7hw5OTmsXLmSdevWRbVPmTKFW265hfLy\n8hq3pRkwYAArVqzgpZdeIisri5deeol+/fpVe+2RWrt2LdOnT+dvf/sbGzZsoGXLlmRkZDBjxgxO\nP/10ADZv3kyHDh244YYbmFbll8olJSWceuqp3H333Vx77bVA+MbN48aN44033qBVq1aMGjWKTp06\nceWVV/LBBx/QqVOnL/WzCtLh/vwdOE54G+riQ53rKP/ISIqDdcAmIJv/K8w3BvoDB34lXQSURfo8\nHmlrD5wG/CLy/BXCN4k9k//bZ75PpO3l+MWXVB+MmzaN226+OegYkpRwnF8lKX7GjRvHbbfdFnQM\n1SOffgpLl8b/OpdcAq1bH/15DrbtzIH2V155haysLLKysrg58n7j2GOPPfoLV/LRRx/RqlUrZsyY\nQdu2bdm+fTuLFi2iT58+vP7663Tv3p02bdpw4YUX8sgjj3DLLbdE5X7ooYdIS0tj5MiRALz11luc\nd9559OjRg0ceeYSmTZty33338Zvf/Cbpt9mxMC8F4xigW6XnXYFvAluBfwF3AROB9wivnp8IfAE8\nGun/GbCA8Ir4rYRXwc8G3iK8kh5gDfAs8ADwU8KfkPk18HTkvJKSWKcOHYKOIEkJyflVkuKnPq2q\nVd1w3HHhonltXCcWDrbtzIH2Pn36kJqaSps2bTjrrLNic9Eq+vXrV7HiHmDfvn0MGjSI008/nfvv\nv5/bb78dgNzcXJ544gleeOEFzj333Iq+ixcv5sILL6Rly/AGDrfeeiuNGjXihRde4Pjjjwfg+9//\nPr169YpL/vrEwrwUjDOBFZHv9wN3RL5fRHgLmllAU2A+4a1oXiW8On5npXNcB+wFfhfp+zxwGdH7\n0I8A5gDLI8+fBK6J6Ugk1UvXjhoVdARJSkjOr5IUPwe2xZCOVMOGsVnJnkz27t3LrFmzWLx4Me+/\n/z5lZWUVxyrfb2DQoEG0a9eOhx56qKIw/+c//5mNGzdG3Vdg5cqVZGVlVRTlIfwJgP/6r/9i6tSp\ntTCiusvCvBSMlzj8zZenRh4HswfIizwO5lPgR18qmSRJkiRJkpLS2LFjmT9/PhMmTKB///60bNmS\nlJQUfvKTn7Br166Kfg0aNOBHP/oRc+bM4fPPP+fYY49l0aJFnHjiiXzve9+r6Ldt2zbatm1b7To1\ntSWbwxUGJUmSJEmSJElx1KRJE3bv3l2tfevWrbWaY/HixVx++eXceuutnHfeefzHf/wHmZmZbN68\nuVrf3Nxc/v3vf5Ofn8+2bdt46qmnuOyyy6L2jm/VqhWbNm2q9tqa2pKNhXlJkpJQydq1QUeQpITk\n/CpJ8VN5Gw0p0XTu3JlPPvmETz75pKJtz549PPvss1GF7rS0tKiV67GWmppK48aNo9qeeeYZPvro\no2p9e/Towdlnn81DDz1Efn4+e/bsidrGBqB///6sWLEi6hcM5eXlPP7440l/81cL85IkJaHxt94a\ndARJSkjOr5IUP+PHjw86ghQ3w4YNo0GDBgwbNow//elPLF26lOzsbMrLy6NuCturVy9efPFFli1b\nxmuvvca7774b0xyDBw9m0aJF3H333axYsYLbbruNUaNG0bFjxxpvTpubm8uqVauYOXMm3/72t+nW\nrVvU8Ztuuol9+/bx3e9+l8cff5ynn36aCy+8kNLSUvbv309qavKWp5N35JIkJbG506cHHUGSEpLz\nqyTFz9y5c4OOIMVN586defLJJ/n000/54Q9/yA033MDQoUOrbQ1z9913061bN4YNG8ZZZ53F6NGj\nK45VXYGekpLypVel33333YwcOZJf/vKXhEIhli1bxhNPPMHJJ59c47mGDRtG06ZN2bBhQ7XV8gBn\nnHEGzz33HE2bNuWyyy5j9OjR9OrVi6uuugqA44477kvlSyTJ/XkBSZVlAEVFRUVkZGTE5IQ7indQ\nlFlEZlEm6RnpMTmnDq+srIzN69bRJi2NRo0aBR1HkiRJdUhZWRmbd++mTZcuvleUVC8VFxeTmZlJ\nLOsXqn3Z2dmsX7++3m1Rdbg/fweOA5lA8aHO1TA+ESVJkiRJkiRJyW7s2LH07t2br33ta2zbto3f\n/va3PP/88yxcuDDoaIGyMC9JkiRJkiRJCWz//v3s27fvkH0aNoxPqbi8vJzJkyezadMmUlJSOO20\n01i8eDEjRoyIy/XqC/eYlyQpCc2cNy/oCJKUkJxfJSl+Zs6cGXQEqd6aOnUqjRs3PuRj/fr1cbn2\nXXfdxf/8z/9QWlrKzp07WbVqVdIX5cEV85IkJaXSXbuCjiBJCcn5VZLip7S0NOgIUr3105/+lFAo\ndMg+7du3r6U0AgvzkiQlpam/+EXQESQpITm/SlL8TJ06NegIUr3Vvn17C+91jFvZSJIkSZIkSZJU\niyzMS5IkSZIkSZJUiyzMS5KUhLZs2xZ0BElKSM6vkhQ/W7ZsCTqCJMWMhXlJkpLQqLFjg44gSQnJ\n+VWS4mfUqFFBR5CkmLEwL0lSEppy/fVBR5CkhOT8KknxM2XKlKAjSFLMWJiXJCkJZfTqFXQESUpI\nzq+SFD8ZGRlBR5B0GKmpqdxyyy0Vz99++22mTJnChx9+GGCquqlh0AEkSZIkSZIkSfXfq6++SseO\nHSuev/3229xyyy1kZWVx0kknBZis7rEwL0mSJEmSJEk6ameddVaN7fv376/lJHWfW9lIkpSEFuTn\nBx1BkhKS86skxc+CBQuCjiDFXUlJCcOHD6ddu3Y0adKEk046icsvv5w9e/awefNmrrrqKk477TTS\n09Np27Yt3/3udyksLIw6xwcffEBqaiq33XYb06dPp1OnTjRt2pQzzzyTFStWRPVdu3Ytubm5dO/e\nnWOOOYaOHTsSCoX4xz/+US3bp59+yvXXX0/Xrl1p0qQJbdu25fvf/z7vvPNORZ/U1FSmTp0KwKJF\nixgyZAgAAwcOJDU1ldTUVB5++GGmTZtGo0aN+N///d9q1xk1ahStW7dm9+7dR/3zrMtcMS9JUhIq\nXr2aHw8fHnQMSUo4zq+SFD/FxcX8+Mc/DjqG6pF9pfsoLSmN+3Wa9WhGg2YNjvo8b775Jueccw4n\nnHAC06ZNo1u3bnz00Uc8/fTT7Nmzh+3btwNw8803c+KJJ7Jz506WLl3KgAEDeOGFF+jfv3/U+ebO\nnUvnzp2555572LdvH7NmzWLQoEGsXLmSs88+G4CPPvqIVq1aMWPGDNq2bcv27dtZtGgRffr04fXX\nX6d79+4A7Nixg3POOYcPP/yQCRMm0KdPH3bs2MFf//pXNm7cyCmnnFJx3ZSUFAAGDx7MjBkzmDhx\nIvPnz6+4T8TJJ59MeXk5M2bM4P7772fatGkVr922bRtLliwhLy+PtLS0o/6Z1mUW5iVJSkLzZswI\nOoIkJSTnV0mKn3nz5gUdQfVMaUkpRZlFcb9OZlEm6RnpR32esWPH0rhxY1atWkWrVq0q2keMGAFA\n9+7dmT9/fkX7vn37OO+88/jggw+45557qhXmy8vLee6552jcuDEA559/Pp07d2bSpEksX74cgH79\n+tGvX7+ocw4aNIjTTz+d+++/n9tvvx2Au+66i7fffpvnn3+erKysiv4XX3zxQcfTunVrvv71rwNw\n6qmnVtvmZtiwYTzwwANMmjSJRo0aAfDggw+yZ88errrqqiP8qdVfFuYlSZIkSZIkJZxmPZqRWZRZ\nK9c5WqWlpaxcuZIrrrgiqihf1X333cevf/1r1qxZE7XVS8+ePav1veSSSyqK8gDNmzdn8ODBLFmy\nhP3795OSksLevXuZNWsWixcv5v3336esrKyif0lJScX3f/rTnzjllFOiivJHKy8vj4cffpjHH3+c\nESNGUF5ezr333svgwYPp1KlTzK5TV1mYlyRJkiRJkpRwGjRrEJOV7LVh+/btlJeX07Fjx4P2ueOO\nO/jFL37Bz372M6ZPn07r1q1JTU3l5ptvjiqiH9CuXbsa2/bs2cMXX3xBeno6Y8eOZf78+UyYMIH+\n/fvTsmVLUlJS+MlPfsKuXbsqXrd582Y6d+4ck7Ee0Lt3b8455xzmzZvHiBEjWLZsGR9++CEPPPBA\nTK9TV1mYlyRJkiRJkqQAHX/88TRo0IB//etfB+2zePFiBg4cWG1bp88//7zG/hs3bqzWtmnTJtLS\n0mjevHnFOS+//HJuvfXWqH6bN2+mZcuWFc9POOGEQ2b7qvLy8hgyZAhvvPEGc+fO5ZRTTuHcc8+N\n+XXqotSgA0iSpNoXyskJOoIkJSTnV0mKn1AoFHQEKW6aNm1K//79efzxx9m6dWuNfVJTU6O2pgF4\n6623eOWVV2rsv3Tp0qjtbnbs2MHTTz/Nd77znYobtNZ0zmeeeYaPPvooqm3QoEG8++67vPjii19q\nXAdu4FpaWvNNeC+++GK+9rWvMWbMGF544YWk2Fv+AFfMS5KUhK7JzQ06giQlJOdXSYqfa665JugI\nUlzdcccdnHPOOfTp04cJEyZw8skn8/HHH/P0009z//33M3jwYKZNm8aUKVPo168f77zzDtOmTaNr\n167s3bu32vkaNGjAeeedx9ixY9m3bx8zZ87kiy++YOrUqRV9Bg8ezKJFi+jRowe9evWiqKiI2bNn\n07FjR/bv31/R77rrruOxxx7jBz/4ARMmTODMM89k165drFy5kgsvvJABAwbUOKZevXoB8Otf/5rm\nzZvTpEkTunbtyvHHH1+R8aqrruLGG2+kefPm5CTRIgdXzEuSlISy+/cPOoIkJSTnV0mKn+zs7KAj\nSHF1xhlnsGrVKjIzM7nxxhsZNGgQEyZMoEmTJjRu3JibbrqJ66+/ngULFjB48GAWLlzI/fffzznn\nnFOxAr6ya6+9lvPOO4+8vDwuvfRSysvLeeaZZ+jbt29Fn7vvvpuRI0fyy1/+klAoxLJly3jiiSc4\n+eSTo87ZvHlzCgsL+fGPf8yvf/1rBg8ezJVXXsl7771Hhw4dDjqmzp07c9ddd/Hmm28ycOBA+vTp\nw7Jly6L6DBs2DIAf/ehHpKfXj3sCxIIr5qW6qRFwCzAMaAtsBBYBtwL7K/WbAlwBtAT+DlwNvF3p\neBowO3KepsALwFXAhniGlyRJkiRJ0pfXo0cPHnvssYMenzVrFrNmzYpqu/DCC2vse+DGsDfffPNB\nz9eiRYsab7Za05Y1LVq04M477+TOO+886PnKy8urteXl5ZGXl3fQ1zz11FNA8n0qxsK8VDdNBH4C\nXAb8EzgTeAj4DLgn0ucG4DogB3gP+H/Ac8ApwBeRPncBg4GhwDbgdmAZkAlUnyljrKx8Exxf875o\nkiRJkiRJSl6vv/4669at45ZbbuGiiy6iZ8+eQUeqVW5lI9VN/wEUAH8C1gN/IFx0z4wcTyFclJ8e\n6fdP4HKgGTAi0qcFMAoYC6wA3gBGAr2AWrm99eY9C+HCp2vjUpK+pIJnnw06giQlJOdXSYqfgoKC\noCNIiqFLLrmESy+9lIyMDO67776g49Q6C/NS3bSMcPG8W+T5N4BvA3+MPO9CeIub5ZVeswdYCXwr\n8jyT8JY4lftsBP5RqU9ctWk8Cp6u+eNUkoKV7z9qJCkunF8lKX7y8/ODjiDVC507d6a8vJyxY8cG\nHeWQ1q1bx65du/jzn//MCSecEHScWudWNlLddD/QGXgH2As0ILy9zYFNxtpFvn5c5XWfAJ0q9dlD\nePubyj4mXNSPu0ap7WCb29lLddFjSbgaQZJqg/OrJMXPofbdlqT6xhXzUt2UR3jv+GFAb8Lb1Iwj\nvOf84ew/fJeDu+CCCwiFQlGPvn37VvvI4PLlywmFQtVef/XVV7NgwYKotjfWvEEoFGLLli1R7ZMn\nT2bmzJlRbevXrycUClFSUhLVPmfOHMaNGxfVVlpaSigUorCwMKo9Pz+f3NzcatmGDh16VOMoLi6u\nf+OYOJEFVVaVFK9eTSgnhy3btkWPY/ZsZs6bFz2ODRsI5eRQsnZt9DgWLmTctGnR49i1i1BODoWr\nVkWPo6CA3DFjqo9j9OhqH/dfvnIloZwcx+E4HIfjcByOw3E4DscR53Hk5eUlxvvdRHnf7jgch+P4\nUuOQgrZx40YyMzPJysqKqqENGTLkiM+REsd8kr66j4GpwPxKbTcR3iO+J9AVWEu4aP9mpT5PEr7J\nay6QBTwPtCR61fybwNLI+SvLAIqKiorIyMiIySB2FO+gKLOIzKJM0jPSY3JOHV5ZWRmb162jTVoa\njRo1CjqOJEmS6pCysjI2795Nmy5dfK8oqV4qLi4mMzOTWNYvpCN1uD9/B44T3mK6+FDncsW8VDel\nAPuqtJXzf79MWwdsArIrHW8M9AdejjwvAsqq9GkPnFapjyRJkiRJkqRaZmFeqpsKgP8HXEB4r/mL\ngTHAE5Hj+4G7CO87fxFwOrAI+AJ4NNLnM2ABcDvh1fO9gcXAW4RX0ktKYjV9/F2SdPScXyUpfmra\nEkWS6itv/irVTWOAz4F5hG/U+hFwH3BLpT6zgKaEt7tpCbxKeHX8zkp9riN889jfRfo+T3if+qPa\nh15S/Zfdv3/QESQpITm/SlL8ZGdnH76TJNUTFualumkn8IvI41CmUn2v+Mr2EL6RbF6McklKEMMv\nuijoCJKUkJxfJSl+hg8fHnQESYoZt7KRJEmSJEmSJKkWWZiXJEmSJEmSpIC9/PLLTJ06lc8++yyq\nfcCAAQwcODCgVPVDTk4OXbp0iWqbMWMGTz75ZECJDs/CvCRJSahw1aqgI0hSQnJ+laT4KSwsDDqC\nFFcHK8zfd9993HvvvQGlqh8mTZpEQUFBVJuFeUmSVOfMmj8/6AiSlJCcXyUpfmbNmhV0BKlW7N+/\nP+p5jx496NGjR0Bp6oeuXbvyjW98I6otJSWl2s+yLrEwL0lSElriagtJigvnV0mKnyVLlgQdQYqb\nKVOmMH78eAC6dOlCamoqqamprFy5stpWNh988AGpqancdtttTJ8+nU6dOtG0aVPOPPNMVqxY8aWv\nvXv3bm655RZ69uxJ06ZNad26NVlZWbzyyisVfebNm0e/fv1o27YtzZs354wzzuC2225j7969Ueca\nMGAAvXr14q9//Stnn302zZo1o2PHjkyaNIny8vKovlOnTqVPnz60atWKFi1akJmZycKFC2vM+Oij\nj9K3b1/S09NJT0+nd+/eUX2rbmWTmprKzp07efjhhyt+lllZWXz44Yc0bNiQX/3qV9Wu8Ze//IXU\n1FR+//vff+mf4VfRsFauIkmS6pRmTZsGHUGSEpLzqyTFT7NmzYKOoHpo9+6N7Nmz8aDHU1ObcMwx\npx7yHDt3vk15+b9rPNa4cXvS0tofVUaAK664gu3btzNnzhyeeOIJ2rcPn7Nnz56kpKSQkpJS7TVz\n586lc+fO3HPPPezbt49Zs2YxaNAgVq5cydlnn31E1927dy+DBg2isLCQMWPGkJWVRVlZGa+++ir/\n+te/6Nu3LwDvv/8+w4YN4+STT6ZJkya88cYbTJ8+nZKSEhYsWFBxvpSUFDZt2sTw4cOZOHEi3bt3\nZ9myZdx6660V4zvggw8+4Morr+Skk04iNTWVV155hby8PDZs2MDNN99c0W/SpEnceuut/Od//ifj\nxo2jRYsWrF69mvXr10eNpfLP6JVXXiErK4usrKyKcx177LGcdNJJhEIh7rvvPsaPH09q6v+tW587\ndy4dOnTgkksuOaKf3dGyMC9JkiRJkiQpIX300f18+OHUgx5v1uxUzjrrn4c8xz//+V+Ulr5d47GT\nTppMly5TjiYiAB06dOBrX/saAL1796ZTp04Vx/bv319jYb68vJznnnuOxo0bA3D++efTuXNnJk2a\nxPLly4/ouvn5+bz00ks8+OCDjBo1qqJ98ODBUf3uuOOOqOt++9vf5vjjj2fUqFHccccdtGjRJWBb\n4AAAIABJREFUoiLr1q1beeqppyrOce6557Jr1y7uvfdexo8fXzHOhx56KOqc/fr1o7y8nHvuuaei\nmL5u3TpmzJjByJEjeeSRRyr6f/e73602lsrb1vTp04fU1FTatGnDWWedFdXv5z//OQMHDuTpp5/m\nBz/4AQAfffQRBQUFTJo0KapYH08W5iVJkiRJkiQlpBNP/CmtW4cOejw1tclhz3HaaY8fcsV8UC65\n5JKKojxA8+bNGTx4MEuWLDloMb+qP/3pTzRt2jSqKF+T119/ncmTJ/Pyyy+zbdu2ivaUlBTeeeed\nqOL3scceW62wP2LECB544AH++te/MmLECABWrFjBjBkzeO211/j888+jzrl582batGnDc889R3l5\nOVdfffVhx3Kk+vfvzxlnnMG8efMqCvP33XcfqampXHnllTG7zuG4x7wkSUlo3LRpQUeQpITk/CpJ\n8TNu3LigI6geSktrT3p6xkEfh9vGBuCYY0496OtjsY3NV9WuXbsa2/bs2cMXX3xxROfYvHkzJ554\n4iH7rF+/nn79+rFx40buueceCgsLee2115g3bx779+/n3/+O/qVF27Ztq53jQNvWrVsBWLVqFeef\nfz6pqak8+OCDvPzyy7z22mvcdNNN7N+/n127dlXkA+jYseMRjedI5eXl8cILL/Dee+9RVlbGAw88\nwA9/+ENOOOGEmF7nUFwxL0lSEurUoUPQESQpITm/SlL8VN7aQxJs3Fh97/xNmzaRlpZG8+bNj+gc\nbdq04eWXXz7kCvuCggJ27tzJ0qVLK7ahASguLq6x/6ZNmw7a1qpVKyB8M+fGjRuzbNmyqFX/S5cu\nrZYP4F//+hcdYvg+69JLL+WGG25g7ty59OnTh48//jimq/KPhCvmJUlKQtce5mOKkqSvxvlVkuLn\n2muvDTqCFFdpaWkAlJaWHlH/pUuXsnv37ornO3bs4Omnn+Y73/nOEW1jA3DBBRewa9cuFi1adNA+\nB85VuYC+f/9+HnjggRr7H8hR2aOPPkqDBg3o169fxTkbNGgQtZ/7rl27+M1vfhOV/fzzz6dBgwbc\ne++9hx1L1TGnpaVVrLyvKi0tjSuvvJKHH36YO++8k4yMjIob3dYWV8xLkiRJkiRJUsDOOOMMAO6+\n+24uu+wyGjVqxCmnnAJE39j0gAYNGnDeeecxduxY9u3bx8yZM/niiy+YOvXgN7utavjw4Tz00EOM\nHj2ad955hwEDBlBeXs7f//53Tj31VIYOHUp2djaNGzdm+PDhjB8/vuJGrp9++mmN52zVqhWjR49m\n/fr1dOvWjT/+8Y88+OCDXHXVVRVb0gwePJg777yTESNGcMUVV7B161Zmz55NkyZNosZ60kknMXHi\nRKZNm8auXbsYNmwYLVq04O2332br1q1MmTKlom/Vn1GvXr148cUXWbZsGe3atePYY4+le/fuFcev\nuuoqbrvtNoqKiliwYMER/8xixRXzkiRJkiRJkhSw/v37c+ONN1aseu/Tpw/FxcWkpKTUuAL+2muv\n5bzzziMvL49LL72U8vJynnnmmS+18rtBgwb88Y9/5MYbb+SJJ57goosu4vLLL+fll1+mc+fOAJxy\nyin84Q9/YPv27VxyySXk5eWRkZHBPffcU2Ou9u3bs2TJEh5++GF+8IMf8Pvf/56bbrqJe+65p6LP\nwIEDWbhwIatXryYUCnHzzTczZMgQJkyYUO2cU6dO5ZFHHuHDDz9k5MiRXHzxxTz88MN07dq1ok9N\nP6O7776bbt26MWzYMM466yxGjx4ddbxDhw58+9vfplWrVhU3pK1NR/aZBknJIAMoKioqIiMjIyYn\n3FG8g6LMIjKLMknPSI/JOXV4ZWVlbF63jjZpaTRq1CjoOKqjStaupcfXvx50DElKOM6vquvKysrY\nvHs3bbp08b2i6p2SkhJ69OgRdAwFrLi4mMzMTGJZv6hvPvjgA7p27crs2bMZO3Zs0HGiDBgwgG3b\ntvHWW28FHeWwPvnkE0466SR+/vOf86tf/eqIXnO4P38HjgOZQM2b8Ee4Yl6SpCQ0/tZbg44gSQnJ\n+VWS4mf8+PFBR5B0BGradqcu2bBhA3/5y1/48Y9/TMOGDfn5z38eSA4L85IkJaG506cHHUGSEpLz\nqyTFz9y5c4OOINUre/fuPeQjHgX0g227U5c88MADDBw4kDVr1vDb3/6W9u3bB5LDm79KkpSEOnXo\nEHQESUpIzq+SFD+dOnUKOoJUJ3Tu3Jny8vJD9jmw3c2hTJkyhUmTJsUyGi+++GJMzxcPU6ZMibpp\nbFAszEuSJEmSJElSAunQoQOvvfbaIfsEtVJcYRbmJUmSJEmSJCmBNGrUKGlvjltfuMe8JElJaOa8\neUFHkKSE5PwqSfEzc+bMoCNIUsxYmJckKQmV7toVdARJSkjOr5IUP6WlpUFHkKSYcSsbSZKS0NRf\n/CLoCJKUkJxfJSl+pk6dGnQE1SFr1qwJOoKSUCz/3FmYlyRJkiRJklQvpKenAzBy5MiAkyiZHfhz\neDQszEuSJEmSJEmqF7p168a7777Ljh07go6iJJWenk63bt2O+jwW5iVJSkJbtm2j9fHHBx1DkhKO\n86skxc+WLVto3bp10DFUB8SiKCoFzZu/SpKUhEaNHRt0BElKSM6vkhQ/o0aNCjqCJMWMhXlJkpLQ\nlOuvDzqCJCUk51dJip8pU6YEHUGSYsbCvCRJSSijV6+gI0hSQnJ+laT4ycjICDqCJMWMhXmp7uoA\nLAa2ADuB14Gq70KmABuAUuBF4NQqx9OAOcBm4Avgych5JUmSJEmSJAXEwrxUN7UE/gbsBr4H9ATG\nAp9W6nMDcB1wNXAmsAl4Dmheqc9dwEXAUOCcyLFl+HdfkiRJkiRJCozFOaluugH4EPgx8BqwnvCK\n+P+JHE8hXJSfDhQA/wQuB5oBIyJ9WgCjCBf0VwBvACOBXsC5tTEISXXXgvz8oCNIUkJyfpWk+Fmw\nYEHQESQpZizMS3VTCCgCHgc+BoqBn1Q63gVoCyyv1LYHWAl8K/I8E2hUpc9G4B+V+khKUsWrVwcd\nQZISkvOrJMVPcXFx0BEkKWYszEt1U1fgZ8A7QDZwL3APcFnkeLvI14+rvO6TSsfaES7Wf1alz8eE\ni/qSkti8GTOCjiBJCcn5VZLiZ968eUFHkKSYsTAv1U2phFfM/z/gTeCByGP0Ebx2/9Fc+IILLiAU\nCkU9+vbtS0FBQVS/5cuXEwqFqr3+6quvrvbxwjfWvEEoFGLLli1R7ZMnT2bmzJlRbevXrycUClFS\nUhLVPmfOHMaNGxfVVlpaSigUorCwMKo9Pz+f3NzcatmGDh16VOMoLi6uf+OYOLHaR+qLV68mlJPD\nlm3boscxezYzq7zRXb9hA6GcHErWro0ex8KFjJs2LXocu3YRysmhcNWq6HEUFJA7Zkz1cYweTcGz\nz0aPY+VKQjk5jsNxOA7H4Tgch+NwHI4jzuPIy8tLjPe7ifK+3XE4DsfhOBxHvRtHZmYmWVlZUTW0\nIUOGVLvWwaQccU9JtekDwlvQXFmp7WfATUBHwivq1wK9CRfuD3gS2AbkAlnA84RvJFt51fybwFJg\napVrZgBFRUVFZGRkxGQQO4p3UJRZRGZRJukZ6TE5pw6vrKyMzevW0SYtjUaNGgUdR5IkSXVIWVkZ\nm3fvpk2XLr5XlCQpxoqLi8nMzITwFtOH3H/LFfNS3fQ3oEeVtu6EC/YA64BNhLe5OaAx0B94OfK8\nCCir0qc9cFqlPpIkSZIkSZJqmYV5qW66EzgbuBH4OjACuAI48DnY/cBdwETgIuB0YBHwBfBopM9n\nwALgdsKr53sDi4G3CK+kl5TEavpIuyTp6Dm/SlL81LQdhSTVVw2DDiCpRq8BFwO/BCYB/wP8HKi8\nmeUsoCkwn/B2Na8SXh2/s1Kf64C9wO8ifZ8nfAPZo9qHXlL9d00N+/FJko6e86skxc8111wTdARJ\nihkL81Ld9UzkcShTqb5XfGV7gLzIQ5IqZPfvH3QESUpIzq+SFD/Z2dmH7yRJ9YRb2UiSJEmSJEmS\nVIsszEuSJEmSJEmSVIsszEuSlIQKnn026AiSlJCcXyUpfgoKCoKOIEkxY2FekqQklO8/aiQpLpxf\nJSl+8vPzg44gSTFjYV6SpCT02H33BR1BkhKS86skxc9jjz0WdARJihkL85IkSZIkSZIk1SIL85Ik\nSZIkSZIk1SIL85IkSZIkSZIk1SIL85IkJaHcMWOCjiBJCcn5VZLiJzc3N+gIkhQzFuYlSUpC2f37\nBx1BkhKS86skxU92dnbQESQpZizMS4qLfaX7KF1TGnQMSQcx/KKLgo4gSQnJ+VWS4mf48OFBR5Ck\nmLEwLykuSktKWTNyDQAN0hsEnEaSJEmSJEmqOxoGHUBSYmrWoxmZRZk0SG9As27Ngo4jSZIkSZIk\n1RmumJcUFw2aNSA9I92ivFRHFa5aFXQESUpIzq+SFD+FhYVBR5CkmLEwL0lSEpo1f37QESQpITm/\nSlL8zJo1K+gIkhQzFuYlSUpCS+69N+gIkpSQnF8lKX6WLFkSdARJihkL85IkJaFmTZsGHUGSEpLz\nqyTFT7NmbpUqKXFYmJckSZIkSZIkqRZZmJckSZIkSZIkqRZZmJckKQmNmzYt6AiSlJCcXyUpfsaN\nGxd0BEmKGQvzkiQloU4dOgQdQZISkvOrJMVPp06dgo4gSTFjYV6SpCR07ahRQUeQpITk/CpJ8XPt\ntdcGHUGSYsbCvCRJkiRJkiRJtcjCvCRJkiRJkiRJtcjCvCRJSahk7dqgI0hSQnJ+laT4KSkpCTqC\nJMWMhXlJkpLQ+FtvDTqCJCUk51dJip/x48cHHUGSYsbCvCRJSWju9OlBR5CkhOT8KknxM3fu3KAj\nSFLMWJiX6ocJQDlwZ5X2KcAGoBR4ETi1yvE0YA6wGfgCeBLoEM+gkuqHTh2cCiQpHpxfJSl+OnXq\nFHQESYoZC/NS3XcmcCXwFrC/UvsNwHXA1ZE+m4DngOaV+twFXAQMBc6JHFuGf/clSZIkSZKkwFic\nk+q25sBi4CfA9krtKYSL8tOBAuCfwOVAM2BEpE8LYBQwFlgBvAGMBHoB59ZCdkmSJEmSJEk1sDAv\n1W3zCK9wX0G4GH9AF6AtsLxS2x5gJfCtyPNMoFGVPhuBf1TqIylJzZw3L+gIkpSQnF8lKX5mzpwZ\ndARJipmGQQeQdFDDgG8S3qYGorexaRf5+nGV13wCdKrUZw/wWZU+HxMu6ktKYqW7dgUdQZISkvOr\nJMVPaWlp0BEkKWZcMS/VTV8D7ia89cyeSFsK0avmD2b/4bsc3AUXXEAoFIp69O3bl4KCgqh+y5cv\nJxQKVXv91VdfzYIFC6LaiouLCYVCbNmyJap98uTJ1VY8rF+/nlAoRElJSVT7nDlzGDduXFRbaWkp\noVCIwsLCqPb8/Hxyc3OrZRs6dGjyjWPiRBbk50ePY/VqQjk5bNm2LXocs2dXW+W3fsMGQjk5lKxd\nGz2OhQsZN21a9Dh27SKUk0PhqlXR4ygoIHfMmOrjGD2agmefjR7HypWEcnIcRy2MY+ovfpEQ46jK\ncTgOx+E4gh7Hef36JcQ4EuW/h+M4+Djy8vIS4/1uorxvdxxHNI6pU6cmxDgqcxyOw3HU33FkZmaS\nlZUVVUMbMmRItWsdzJEU+STVvouApcC+Sm0NCBfd9wE9gLVAb+DNSn2eBLYBuUAW8DzQkuhV829G\nzj2VaBlAUVFRERkZGTEbiGpfWVkZm9eto01aGo0aNQo6jiRJkuqQsrIyNu/eTZsuXXyvKElSjBUX\nF5OZmQnhLaaLD9XXFfNS3fQ8cDrwjcjjm8BrhG8E+01gHbAJyK70msZAf+DlyPMioKxKn/bAaZX6\nSJIkSZIkSapl7jEv1U1fAG9XaSslvBr+QPtdwETgPcKr5ydGXvdo5PhnwALgdmArsB2YDbxFuPAv\nKYlt2baN1scfH3QMSUo4zq+SFD9btmyhdevWQceQpJhwxbxUf+wnev/4WYSL8/OB/ya8Gj4b2Fmp\nz3VAAfA7oJBw4f5CjnIfekn136ixY4OOIEkJyflVkuJn1KhRQUeQpJhxxbxUfwy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+      "text/plain": [
+       "<matplotlib.figure.Figure at 0x7fb261c19c10>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "data": {
+      "image/png": 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3SpKkfeb4KknJU3nDS0lqzFxjXkpNBcB/A58AK4jMjL8SKP/s1h7gLiLrzn9A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PgZMWJE0BEkKWYszEuSlIRatWgRdARJSkjOr5IUP61atQo6giTFjIV5KRhdgReA9UAx8MMK+oyJ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\nhHfPjwV2AE9EYj4HZgN3A1uAbcBdwDuEd9JLSmL5Cxcy8IILgk5DkhKO6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+      "text/plain": [
+       "<matplotlib.figure.Figure at 0x7fb260715b10>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "# Plot some stuff\n",
+    "trace.analysis.cpus.plotCPU()"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 9,
+   "metadata": {
+    "collapsed": false,
+    "deletable": true,
+    "editable": true
+   },
+   "outputs": [
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "2017-07-19 10:28:54,619 INFO    : gem5-connection : Gracefully terminating the gem5 simulation.\n",
+      "2017-07-19 10:28:56,068 INFO    : gem5-connection : Removing the temporary directory\n"
+     ]
+    }
+   ],
+   "source": [
+    "# Simulations done\n",
+    "target.disconnect()"
+   ]
+  }
+ ],
+ "metadata": {
+  "kernelspec": {
+   "display_name": "Python 2",
+   "language": "python",
+   "name": "python2"
+  },
+  "language_info": {
+   "codemirror_mode": {
+    "name": "ipython",
+    "version": 2
+   },
+   "file_extension": ".py",
+   "mimetype": "text/x-python",
+   "name": "python",
+   "nbconvert_exporter": "python",
+   "pygments_lexer": "ipython2",
+   "version": "2.7.6"
+  }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 2
+}
diff --git a/ipynb/residency/scratch/eas1.3-july21/task_residencies_uibench-eas12.ipynb b/ipynb/residency/scratch/eas1.3-july21/task_residencies_uibench-eas12.ipynb
new file mode 100644
index 0000000..f6c6d6d
--- /dev/null
+++ b/ipynb/residency/scratch/eas1.3-july21/task_residencies_uibench-eas12.ipynb
@@ -0,0 +1,390 @@
+{
+ "cells": [
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "UiBench per-CPU CGroup residency analysis (with eas 1.2)\n",
+    "=======================\n",
+    "This is a run of top-of-tree Wahoo\n"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 1,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Populating the interactive namespace from numpy and matplotlib\n"
+     ]
+    }
+   ],
+   "source": [
+    "#!/usr/bin/env python\n",
+    "%pylab inline\n",
+    "import trappy\n",
+    "from trace import Trace\n",
+    "import logging\n",
+    "import pandas as pd\n",
+    "import numpy as np\n",
+    "import os\n",
+    "\n",
+    "from conf import LisaLogging\n",
+    "LisaLogging.setup(level=logging.ERROR)\n",
+    "logging.info('#### Setup FTrace')\n",
+    "path_to_html = \"/home/joelaf/repo/lisa-aosp/external/lisa/results/UiBench_eas12_4.4.56-g3a99b558e8c2/trace.html\""
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 2,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [],
+   "source": [
+    "tr = Trace(None, path_to_html,\n",
+    "           cgroup_info = { \n",
+    "               'cgroups': ['foreground', 'background', 'system-background', 'top-app', 'rt'],\n",
+    "               'controller_ids': { 4: 'cpuset', 2: 'schedtune' }\n",
+    "           },\n",
+    "           events=[ 'sched_switch', 'cgroup_attach_task_devlib', 'cgroup_attach_task', 'sched_process_fork' ],\n",
+    "           normalize_time=False)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Total amount of time spent per Cgroup (schedtune)\n",
+    "===========================\n",
+    "(NaN is the idle task)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 3,
+   "metadata": {
+    "collapsed": false,
+    "scrolled": false
+   },
+   "outputs": [
+    {
+     "data": {
+      "text/html": [
+       "<div>\n",
+       "<table border=\"1\" class=\"dataframe\">\n",
+       "  <thead>\n",
+       "    <tr style=\"text-align: right;\">\n",
+       "      <th></th>\n",
+       "      <th>cpu_0</th>\n",
+       "      <th>cpu_1</th>\n",
+       "      <th>cpu_2</th>\n",
+       "      <th>cpu_3</th>\n",
+       "      <th>cpu_4</th>\n",
+       "      <th>cpu_5</th>\n",
+       "      <th>cpu_6</th>\n",
+       "      <th>cpu_7</th>\n",
+       "      <th>total</th>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>schedtune</th>\n",
+       "      <th></th>\n",
+       "      <th></th>\n",
+       "      <th></th>\n",
+       "      <th></th>\n",
+       "      <th></th>\n",
+       "      <th></th>\n",
+       "      <th></th>\n",
+       "      <th></th>\n",
+       "      <th></th>\n",
+       "    </tr>\n",
+       "  </thead>\n",
+       "  <tbody>\n",
+       "    <tr>\n",
+       "      <th>background</th>\n",
+       "      <td>0.393243</td>\n",
+       "      <td>0.142877</td>\n",
+       "      <td>0.105440</td>\n",
+       "      <td>1.899183</td>\n",
+       "      <td>0.000000</td>\n",
+       "      <td>0.000000</td>\n",
+       "      <td>21.366152</td>\n",
+       "      <td>0.195938</td>\n",
+       "      <td>24.102833</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>foreground</th>\n",
+       "      <td>4.501640</td>\n",
+       "      <td>1.601672</td>\n",
+       "      <td>1.136860</td>\n",
+       "      <td>0.215409</td>\n",
+       "      <td>0.008010</td>\n",
+       "      <td>0.704653</td>\n",
+       "      <td>0.071800</td>\n",
+       "      <td>0.038526</td>\n",
+       "      <td>8.278570</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>root</th>\n",
+       "      <td>2.696938</td>\n",
+       "      <td>2.154820</td>\n",
+       "      <td>1.432200</td>\n",
+       "      <td>0.390902</td>\n",
+       "      <td>0.266594</td>\n",
+       "      <td>0.194923</td>\n",
+       "      <td>0.196792</td>\n",
+       "      <td>0.161816</td>\n",
+       "      <td>7.494985</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>top-app</th>\n",
+       "      <td>0.864000</td>\n",
+       "      <td>1.581014</td>\n",
+       "      <td>0.044979</td>\n",
+       "      <td>0.007499</td>\n",
+       "      <td>1.825328</td>\n",
+       "      <td>3.247454</td>\n",
+       "      <td>0.070330</td>\n",
+       "      <td>0.022591</td>\n",
+       "      <td>7.663195</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>NaN</th>\n",
+       "      <td>23.493972</td>\n",
+       "      <td>26.463012</td>\n",
+       "      <td>29.453824</td>\n",
+       "      <td>31.327268</td>\n",
+       "      <td>29.845732</td>\n",
+       "      <td>27.793934</td>\n",
+       "      <td>31.596861</td>\n",
+       "      <td>31.516595</td>\n",
+       "      <td>231.491198</td>\n",
+       "    </tr>\n",
+       "  </tbody>\n",
+       "</table>\n",
+       "</div>"
+      ],
+      "text/plain": [
+       "                cpu_0      cpu_1      cpu_2      cpu_3      cpu_4      cpu_5  \\\n",
+       "schedtune                                                                      \n",
+       "background   0.393243   0.142877   0.105440   1.899183   0.000000   0.000000   \n",
+       "foreground   4.501640   1.601672   1.136860   0.215409   0.008010   0.704653   \n",
+       "root         2.696938   2.154820   1.432200   0.390902   0.266594   0.194923   \n",
+       "top-app      0.864000   1.581014   0.044979   0.007499   1.825328   3.247454   \n",
+       "NaN         23.493972  26.463012  29.453824  31.327268  29.845732  27.793934   \n",
+       "\n",
+       "                cpu_6      cpu_7       total  \n",
+       "schedtune                                     \n",
+       "background  21.366152   0.195938   24.102833  \n",
+       "foreground   0.071800   0.038526    8.278570  \n",
+       "root         0.196792   0.161816    7.494985  \n",
+       "top-app      0.070330   0.022591    7.663195  \n",
+       "NaN         31.596861  31.516595  231.491198  "
+      ]
+     },
+     "execution_count": 3,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "tr.data_frame.cpu_residencies_cgroup('schedtune')"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Plot per-CPU breakdown without considering idle time\n",
+    "------------------------------------------------------------"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 4,
+   "metadata": {
+    "collapsed": false,
+    "scrolled": false
+   },
+   "outputs": [
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "/home/joelaf/anaconda2/lib/python2.7/site-packages/matplotlib/__init__.py:938: UserWarning: axes.color_cycle is deprecated and replaced with axes.prop_cycle; please use the latter.\n",
+      "  warnings.warn(self.msg_depr % (key, alt_key))\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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5jatjMULUDWarFYdyarA1vRSH82pYgHSRp0KKaf2DMXtIOK7qGwS5zHlneyEi12cVBBzJ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w0fLzEdIWzs2rVL2dnZysrKks1m0/Dhw7V6dfOR3eXLl2vo0KGy2+2SpNTUVBNRASCiUUbQ\nas6N3KIF+FPDx8tMRwgbFRUVSk9Pb3qdnp6uioqKZtsUFxertrZW9957r26//XYtXcq8HQAING7T\nQqs5KCOAX7l2fCZPdZWiUtuZjhIRPB6P9uzZo7vvvlsul0t33XWX8vPzlZub22y7hQsXauHChZKk\nOXPmNI2kRAqbzcY1RwCuGaZQRtAq7uKv5Tm433QMILx5vXLt3KL4QSNMJwl5aWlpKi8vb3pdXl6u\ntLS0Ztukp6crOTlZcXFxiouLU+/evbVv374jysj48eM1fvz4ptdlZWX+DR9k7HY71xwBuObw9/3v\nbcGC27TQKswXAQLDtetz0xHCQl5enoqLi1VSUiK3262VK1dq0KBBzbYZNGiQtm3bJo/HI6fTqV27\ndqlDhw6GEgNAZGJkBK3i3PCp6QhARGjcSRlpC1FRUbrmmmv0wAMPyOv1asyYMerUqZMWLFggSZow\nYYI6duyowsJC/fznP5fVatXYsWPVuXNnw8kBILJYfD6fz3QIBL9vpk+Qt6ri+BsCOCVR6ZnKff5d\n0zFwDPv3R9Ytq5F2K4vENUeKSLtmbtNCyGr8Zh9FBAgQT3mJPJXlx98QAIAwQBnBcTV+ucd0BCCi\nuLhVCwAQISgjOC73V3tNRwAiimvXVtMRAAAICMoIjqvx672mIwARhZERAECkoIzguNyUESCgeLwv\nACBSUEZwXI1f7zMdAYgo3ooyeSoi5wkvAIDIRRnBMXkqyuSrqzEdA4g4ri+2m44AAIDfUUZwTMwX\nAczwlB40HQEAAL+jjOCYmC8CmOGp5DYtAED4o4zgmJgvApjhKS81HQEAAL+jjOCYWGMEMIMJ7ACA\nSEAZwTG5D3xjOgIQkSgjAIBIQBnBMXlrD5mOAEQkTwW3aQEAwh9lBMfkra8zHQGISN6qSvm8XtMx\nAADwK8oIWuRzOSV3o+kYQGTyeuStqjCdAgAAv6KMoEWMigBm8UQtAEC4o4ygRZQRwCzWGgEAhDvK\nCFrkq6s1HQGIaJ7KctMRAADwK8oIWsTICGCWz+U0HQEAAL+ijKBFvnpGRgCjPB7TCQAA8CvKCFrk\nbWBkBDDJ53GbjgAAgF9RRtAibtMCDGNkBAAQ5igjaJGvod50BCCi+SgjAIAwZzMdAEEsij8epnis\nNjkTU+RKSJErLlmOuCQ545LkikmQMyZejph4OWzxctli5bDFyGGNkcMaLafFpgZFyaEopUXHqI9j\nh8oOsVZFqBqc1U3DTIcAAMCP+GkTLbJER5uOENR8Fotc8clyJqTIGZ8s17eFwRGTKFfst6XBFieH\nLU5OW4yc1hg1WKMPlwZFHS4NPqscPoscXosaPD41uH1yuL1yeXzHObmkxm9/HZVXN3XOkMtpU3HF\nm/J6vW178QiIPsf5YwAAQKijjKBFFlt4lJHG2EQ5E5LljE+WMz5FrrgEOWMS5YhNlDMmXq7oeDls\nsXLYYuWMipXDGi2HJVoOy+ERBoei1OA9XBgcXqnB7VOD2yun26vj/qzo/vbXUfkk+ec2HHtstHwl\nbjncSerZY6C27Vjtl/PAv6xW7qQFAIQ3yghaZImOCdi5PFHRciamyhWfImd8khxxSYdHGmIS5IiJ\nlzM6Qc7oWDltsXJExcphjZHTapPDYlODbHLIKofP+m1pkBzfjTI0enS8QQZ5vv3V4pIOoXff/kVZ\nmXLvP5y7saanUlN3qrq6ynAqnCiLxWI6AgAAfkUZQYu+f5uW1xrVdFuSKz5ZzrgkOWMT5YxLlDMm\nQc7vRhii4+SKilWDNUaOqMPzGByyqeHbwuDwWdXgOVwYDpcGrxpbc1uS69tfR+X99hfibVbFV/5f\nt/J6o9Qpe7iqq981mgsnLiYmcP8gAACACZQRtOiznL66/4JHmt2WdFytui0p9EYaQsnknCw5i5t/\njeuq7OrW9TTt2bvNUCqcjPj4eNMRAADwK25IRoui4uJVXNuoKoe7dUUExlktUkZt1FE/i/YWKjY2\nNsCJcCooIwCAcEcZQYsSYxk4CzXn52SovuboQ1ONzhjldzsjwIlwKuLi4kxHAADArygjaFFizNH/\nhR3BK8997B9e6yo7KTurQ4DS4FQxMgIACHeUEbSofQKTZ0PJqMw01Va0uPDItyxKSxrKI2NDBGUE\nABDu+IkELUqKtTE6EkIG2JJatV1DbZJ65hX5OQ3aArdpAQDCHWUEx5SVwg9DoaCwfYpqS1p87vER\nGut6KjW1nR8T4VTFxcXxaF8AQNijjOCYspJ5+lIoGJl0YsXC67GpU/ZwP6VBW2jfvr3pCAAA+B1l\nBMeUlczISLDrmhSnhoOtHxX5Tl2VXV279vJDIrSFtLQ00xEAAPA7ygiOiZGR4HduWoZ8J7kMTIx3\nAGuPBClGRgAAkYAygmNizkhws8dGy1fS4pL3x9XojFGPbsPaMBHaCmUEABAJKCM4pmxGRoLaRdlZ\ncrt9p3SM+srOysrKbaNEaCvcpgUAiASUERxTt/RE0xHQgnibVfHlp1ZEDrMoPXkYa48EGcoIACAS\n8NMHjsmeFKu0hGjTMXAUk3Oy5HR42uRYDTVJys8b0CbHwqmzWq1KT083HQMAAL+jjOC48jNat5ge\nAsdmsSijtm0XpHTX9VJKSmqbHhMnJzMzUzabzXQMAAD8jjKC48rPTDYdAd9zXm6G6mtOfuL60Xg9\nNnXOGdGmx8TJ6dChg+kIAAAEBGUEx8XISPDp3uifBwvUVdnVtUtPvxwbrZebywMFAACRgTKC46KM\nBJfRWWmqrWj02/FjxdojplFGAACRgjKC4+qWnqDoKIvpGPhWYZR/y6HLEcvaIwZZLBbKCAAgYlBG\ncFy2KCujI0GisH2Kaktcfj8Pa4+Yk5aWxshUG9mwYYN+8pOf6Oabb9abb77Z4na7du3StGnT9PHH\nHwcwHQBAooyglQZ2YjXoYDAyqV2AzsTaI6Z06dLFdISw4PV6NXfuXN1555165JFHtGLFCn399ddH\n3e7FF19U//79DaQEAPCTBlplYGfKiGndk+LVcND/oyLfYe0RM/Ly8kxHCAu7du1Sdna2srKyZLPZ\nNHz4cK1evfqI7d577z0NHTpUKSkpBlICACgjaJUBHVMVZWXeiEkT0+zyeQN7Tk/daUpO5oe0QOrR\no4fpCGGhoqKi2cKR6enpqqioOGKbTz/9VBMmTAh0PADAt1hVC62SEGNTn+xkbd5/yHSUiGSPjZa3\npG3XFWkNjydKXXJH6LPt7wX0vO+++652796thIQE/ehHP2p6f+3atVq3bp0sFovy8vI0ZsyYVu+7\nePFi7dq1S1FRUWrXrp3OO+88xcXFBeR6Wstutys1lYUnA+XZZ5/V9OnTj3s74sKFC7Vw4UJJ0pw5\nc2S32wMRL2jYbDauOQJwzTCFMoJWG9S5PWXEkElZWXLvD3wZkaS6qgx17dJTe/ftCNg5+/btq6Ki\nIv373/9uem/fvn3auXOnfvjDH8pms6murq7V+0pS165dNWrUKFmtVi1ZskQff/yxRo8e7c/LOGHc\notV20tLSVF5e3vS6vLxcaWlpzbbZvXu3Hn30UUnSoUOHtH79elmtVg0ZMqTZduPHj9f48eObXpeV\nlfkxefCx2+1ccwTgmsNfsD6pkTKCVhvYqb3mfbzPdIyIk2CzKq7CJ6fBDLEaoJiYvXK5AjNnpVOn\nTqqurm723vr16zVs2DDZbIe/bSUmJrZ6X0nq1q1b0+9zc3O1ffv2NkzcNigjbScvL0/FxcUqKSlR\nWlqaVq5cqVtuuaXZNo8//niz3w8cOPCIIgIA8C/KCFqtf4dUxURZ5fIEeOJChJuckyVnscdoBpcj\nVvndh2nLtmXGMlRWVuqrr77SsmXLZLPZNGbMGOXk5JzUsTZt2qTevXu3ccJT892tZ2gbUVFRuuaa\na/TAAw/I6/VqzJgx6tSpkxYsWCBJzBMBgCBBGUGrxUVHaWjXNH20O3KGNE2zWSyy10apXmZu0fpv\n9ZWdlZmZo5KSYiPn93q9cjgcmjFjhoqLi/XWW2/phhtukMVyYg9WWLlypaxWq/r06eOnpCenc+fO\nLY724OQUFRWpqKio2XstlZAf//jHgYgEAPgeyghOyLieGUFbRvb84yFVf/6xbEntVPCzuZKk3X//\nrRylX0mSPI5aRcUl6fSfPnXU/X1ej7Y+NksxKenKv+Z3kqSKTUu1/8Pn5Cj5Ur1nP67ETr0CczHf\nOi83Q/UHzReRw6yypwxTWdlb8noDPzqWnJysnj17Nq1QbrFY1NDQoISEhFYfY/Pmzdq9e7emTZt2\nwiXG3/r27Ws6AgAAAcejfXFCRvawKzoquH6I+4590DnK/9GDzd7Lu+punf7Tp3T6T59S+4Kz1L7g\nzBb3P7j8DcVndm72XnxWV/WYcZ+SuvXzS+bj6d4YXCtxN9QkKz+v0Mi58/Pz9eWXX0o6/EhWj8ej\n+Pj4Vu//xRdf6JNPPtEll1yi6Ohof8U8KRaLRQUFBaZjAAAQcJQRnJDkuGgN7px2/A0NSO7eT7aE\no6+J4fP5VLFpqdIKxx71c1dVqaq3fSL7kPOavR+f1UVxmZ3aPGtrjM5KU21Fo5FzH4unvrff1x55\n++239cILL6iiokKPP/64Nm7cqH79+qmqqkpz587V22+/rfPPP18Wi0U1NTV69dVXj7mvJH344Ydy\nuVyaP3++5s2bpw8++MCv13AiOnbsqHbt2pmOAQBAwHGbFk7YuF4ZWrmn/PgbBpHaPZsVndRecRkd\nj/r5V/96XB3Pu14eZ32Ak7WsMCpJtQrciuut5XFHqUuH4fps2/t+O8dFF1101PcvvPDCI95LTk7W\nZZdddtx9b7jhhrYJ5weMigAAIhUjIzhho3pkhNxq7BUbFimt8MgF8iSpausq2ZLaK7FjzwCnallh\n+xTVlgRfEflOXWWmunbJNx0jbDBfBAAQqSgjOGGp8dEa3Lm96Rit5vN4VPnZR0rrf/QyUrtvi6q2\nrtSmB6/UFy/er5rdG/TFy78LcMrmRiYF/y07h9ceiTEdI+R17NjxiMX4AACIFNymhZNy/unZ+nhv\nhekYrXJo11rFZXRWTLuMo37e8dxr1fHcaw9vu3uDDi79h7pfcWcgIzaTl5yghoPBOyryHZcjzvja\nI+Fg0KBBpiMAAGAMIyM4KeN6ZapdfHA9keiLF+/XtsdvlrP0K2184HKVfvquJKliw+IjJq67qsu0\nY+4vj3vMys+Wa+MDl6tu31btnHendjxzu1+y/7dz2qfLFyLrSh5eeyTbdIyQFRMTowEDBpiOAQCA\nMRafz+czHQKh6dElu/T31V+ajhFWMuJidInS5XaHzv+W8cmH9Pnut8S3khM3aNAgXXrppaZj4ATt\n37/fdISAstvtKisLzvWl/IVrjgyRds25ubmmIxwVIyM4aRf3z1VoTWMPfpMyM0OqiEhSQ02Keubx\nr/snY+jQoaYjAABgFGUEJ61T+wQN7hI6E9mDXYLNqtiKELk/63s8Daf5fe2RcJOTk6NOncysYQMA\nQLCgjOCUXNK/g+kIYWNyTpacjhAtI26buuQONx0jpAwZMsR0BAAAjKOM4JSMzLfLnsjjXU+VzWKR\nvTbKdIxTUleVqS6de5iOERLi4uKYuA4AgCgjOEU2q1VTi46+qjla77zcDNXXuE3HOGVx1iLWHmmF\nM844Q3FxcaZjAABgHGUEp2xqUUelxLFkzano7oo1HaFNuBrilN+dSdnHEh0drREjRpiOAQBAUKCM\n4JQlxtg0rYiJuCdrTFaaaisbTcdoMw1VXZSZwdojLRk8eLCSkpJMxwAAIChQRtAmpg3sqMSY0J7z\nYEp/a3j9YOrzWZXRbpgsFh78/H1RUVEaOXKk6RgAAAQNygjaRHJcNHNHTsKAtBTVlrpMx2hz9YdS\nlJ9XaDpG0CksLFS7du1MxwAAIGhQRtBmrhzYSfHRjI6ciJGJ4fuDqbeht5KSkk3HCBpWq1WjR482\nHQMAgKBCGUGbaZcQo4v755qOETLykhNUfyD8RkW+43Hb1LUja498p6ioSBkZGaZjAAAQVCgjaFNX\nD+2i5FierNUa57RPl89nOoV/1VVmqXPnPNMxjIuOjtbZZ59tOgYAAEGHMoI21S4hRtcO72Y6RtDL\niIuRtyT01xVpjQTrQEVHR5uOYdTw4cOVmppqOgYAAEGHMoI2N7Wog7qmJZiOEdQmZWbK7Q7zYZFv\nORvi1DOC1x5JSkrSmDFjWrVtVVWVnnjiCT8nAgAgeFBG0OZsVqtuHZNvOkbQSrRZFVvhNR0joBqq\nuyojI8t0DCPOPvvsVq+2ThkBAEQaygj8YkT3dA3vlm46RlCanJMlpyOyysjhtUfOiLi1R7KzszV4\n8OBWb3/HHXdo9+7dKiws1G233abbbrtNBQUF6tu3r+bPny9JWrJkiUaOHKnzzz9fvXr10o033iiv\n98g/T3v37tVZZ52loqIiFRUVaeXKlcfdPykpST/96U91+umna9y4cSotLW2DrwIAAC2jjMBvfjq2\nh2zWyPrh83hsFovSayLz8ccNh1KUn9ffdIyAsVgsmjJliqzW1n+bnTNnjvLy8rRhwwYNGzZMGzZs\n0MaNG7Vw4ULddtttKi4uliR9+umn+vOf/6ytW7dq9+7deuONN444VmZmpj788EOtW7dO8+fP1y23\n3NL0WUv719XVadCgQdqyZYtGjRql++677xS/CgAAHBtlBH7TNS1RUwewEOJ/Oz83Q/W1kTFx/Wi8\njj5KSgqvFedbMmzYMHXp0uWk91++fLmuuOIKRUVFKSsrS6NGjdLq1aslSUOGDFH37t0VFRWlK664\nQsuXLz9i/8bGRl133XXq27evLrvsMm3durXps5b2t1qtuvzyyyVJV1111VGPCwBAW6KMwK9uPLO7\nclNbd798JOjmijUdwShPo01dO44wHcPvUlNTNXHiRL8d//u3u1ksFv3zn/9UYWGhCgsLtWbNGj3y\nyCPKysrSxo0btWbNGrlcrmPu35rzAADQ1igj8Kv4mCjdOeE00zGCwtisNNVWNpqOYVxdZZY6dwrv\ntUemTJmi2NgTL7j0XA4AABsbSURBVJ7JycmqqamRJJ111lmaP3++PB6PSktLtWzZMg0ZMkTS4dus\n9uzZI6/Xq/nz5+vMM8/UlClTtGHDBm3YsEGDBg1SdXW1cnJyZLVa9cILL8jj8TSd52j7S5LX69Vr\nr70mSXrppZea3gcAwF8oI/C7oV3TNKlfjukYxvWzRsbtSa2REBW+a4/069dPp512cgU8PT1dI0aM\nUEFBgVatWqV+/fqpf//+Gjt2rP7whz8oOztbkjR48GDNnj1bvXv3Vrdu3TRlypQjjjVr1iw999xz\n6t+/v7Zt26bExMSmz1raPzExUZ9++qkKCgq0aNEi3XPPPSd1HQAAtBZLZSMgbh2dr0/3Vqr4kMN0\nFCOK0lJUW+o6/oYn4PlX7tLmrUuVnJSme37xliTpX+8/ruUfv6bkpPaSpEnn3aq+fUY22+9AyR49\n8/zPml6XlX+tCyfO1rhRM/X08z/TwZI9kqT6hholxCfrrp8fOTn6VDkb4tQzb6i2bAuvOQkJCQm6\n6KKLTukYL730UrPXDz300BHbpKSk6J133jnmcfLz87Vp06am17///e9btf///u//nkhcAABOCWUk\ngB577DH99a9/VVFRkV588UXTcU7Js88+qzVr1ugvf/lLq7ZPirXp1+f21k3z1ysylvpr7qyEdqo7\n1LZl5IzBkzX6zCv17Eu/bPb+uFEzNWHMD1vcLzuzW1PB8Ho9uuO+MSrsO16SdN3Mh5u2e+2tPyg+\nzn+jOQ1VXWW371BZWYnfzhFoF198ccRM0AcAoC1wm1YAPfHEE/rwww9bVUTc7lN/4tJ/3yMeDAZ2\nbq9pAzuZjhFweckJqj/YtkVEkvLzBikhIfWUjrFt58eyp3dSelpus/d9Pp/WbvxAg4rOP6XjH4vP\nZ1VW+/BZe2TYsGEqKCjw+3lGjx593FGRk92/trb2pI8LAMDJoIwEyI033qgvvvhC5557rh5++GFN\nnjxZ/fr107Bhw5pupbj33ns1Y8YMjRgxQjNmzJDH49Ftt92mwYMHq1+/fnryySclHZ5kOmvWLJ12\n2mk6++yzdd555zVNOu3atatuv/12FRUV6dVXX21ar6Bfv36aMmWKKisrJR3+gWTNmjWSpLKyMnXt\n2lXS4RGPiy++WBMnTlR+fr5+8YtfNF3DvHnz1LNnTw0ZMkQrVqw4qa/D7JF56p2VfFL7hqqJ7dPl\nC+Bw0JLlL+q3D03R86/cpbr66mNuu2b9exo84Lwj3t/1xVolJ6UrK+PkH03bGvWHUpWf18+v5wiE\nnJwcXXDBBaZjAAAQcigjAfK3v/1Nubm5Wrx4sfbu3asBAwZo06ZN+t3vfqeZM2c2bbd161YtXLhQ\nL7/8subOnavU1FStXr1aq1ev1tNPP609e/bojTfe0N69e7V161a98MILWrVqVbNzpaena926dZo2\nbZpmzpyp3//+99q0aZP69u3bqkXMNmzYoPnz52vz5s2aP3++vvrqKxUXF+vXv/61VqxYoeXLlzdb\ns+BExNismjOpQKlxkXGHYGZcjDwlgVtXZNSIy3X/rz7Qr372ulJSMvT620fON/iO2+3Sxi2LNbDw\nnCM+W73+XQ0uOrKk+IPX0UeJiaF7a1NMTIyuuOIK2WyR8WcaAIC2RBkxYPny5ZoxY4YkaezYsSov\nL9ehQ4ckSRdddJHi4+MlSQsWLNDzzz+vwsJCDR06VOXl5dq5c6eWL1+uyy67TFarVdnZ2RozZkyz\n43+3aFl1dbWqqqo0atQoSdIPfvADLVu27Lj5xo0bp9TUVMXFxalPnz7at2+fPvnkE40ePVoZGRmK\niYlpOsfJyE2N133nn65IWJz9oswMud2BGxZJSbbLao2S1WrVmcMu1d4vN7e47Wfblqtzhz5KSbY3\ne9/jcWv9poUaVOi/dTKana8xWt06DQ/IufzhoosuUmZmpukYAACEJMpIkPnvx2/6fD79+c9/blo7\nYM+ePZowYcIJHaMlNptNXq9XkuRwNH/C1X+vjxAVFdUm81e+b0T3dP3ojK5tftxgkmizKqYisNP1\nqw+VNv1+w+aFys3Ob3HbNeuOPvqxbccqZWd2U/t22X7JeDR1ldnq3Kl7wM7XVgYMGKBBgwaZjgEA\nQMiijBhw1llnNU1iX7Jkiex2u1JSUo7Y7pxzztFf//pXNTYeXihvx44dqqur04gRI/T666/L6/Xq\n4MGDWrJkyVHPk5qaqvbt2+ujjz6SJL3wwgtNoyRdu3bV2rVrJalpvsmxDB06VEuXLlV5ebkaGxv1\n6quvnvB1f9+1w7vpjG5pp3ycYDU5J1suh9dvx3/mhZ/rD49eqQMle3XHfWO14uPX9ca/HtZv/jBZ\nv31oinbs+lSXTb5dklRVXaI/P3Vj075OZ70+37FSA759itZ/W73hvYDdovXfQm3tkU6dOuniiy82\nHQMAgJDGTc4G3HvvvbrmmmvUr18/JSQk6Lnnnjvqdtdee6327t2roqIi+Xw+ZWRk6M0339Qll1yi\n//znP+rTp486deqkoqIipaYe/alKzz33nG688UbV19ere/fumjdvniTp5z//uaZOnaqnnnpK559/\n/Ccm5eTk6N5779UZZ5yhdu3aqbCw8OS/AN+yWiz67fmna8bzq8Nu/RGbxaK0Gqsa5L8ycu2MPx7x\n3ohhlxx123apmbr5+r81vY6NTdDD96886rZXX/G7tgl4gpwN8crPG6Kt207u4QiBlJqaqpkzZ4ZU\neQIAIBhZfL5APucHbaW2tlZJSUkqLy9verrVd6szh5rtB2t0wyvrVOcKrkcRn4rJHTJlP8jA44my\nWLw61PiByspLj7+xITExMbrxxhuVm5t7/I0Rlvbv3286QkDZ7XaVlZWZjhFQXHNkiLRrDta/t/hp\nKURdcMEFKiws1FlnnaW77747ZIuIJPXKStbvJ/WVLYxmtHd1xR5/IxzB57MqK2140K49YrFYNHXq\n1KD9hg4AQKjhNq0Q1dI8kVA1tGua7p7YW/e+uzXkV2gfl5Wm2vJG0zFCVv2hVPXo3k87d280HeUI\nEyZMCMjChgAARApGRhA0zjs9W7NH5pmOccr6WkN3zYyg4Qy+tUeGDRt2xGO0AQDAqaGMIKjMHNpF\nlxd1NB3jpA1MT1Vtqct0jJDnboxWt05nmI7RpKioSJMmTTIdAwCAsEMZQdD5n7H5Gtczw3SMk3Jm\n/NGfaoYTV1eZo04du5mOoYKCAl166aVBO48FAIBQRhlB0LFaLPrtBadrdA/78TcOIj2SE1R/kFGR\ntpRoGySbzdzUtl69emnatGmyWvlWCQCAP/A3LIJSdJRVD04q0PhemaajtNo57dPFg7LblrMhXj3z\nhho5d7du3XTVVVcZLUMAAIQ7ygiCls1q1f0XnK5zemeZjnJcmXExcpe4TccIS47qbkpPD+xte927\nd9fVV1/NooYAAPgZ/+SHoBZltei+8/rIZrXo31sOmI7ToosyM+XZTxnxB5/Pquy0M1RR8S8FYo3W\n3r1768orr6SIhIENGzZo3rx58nq9GjdunCZPntzs848++khvvfWWfD6f4uPjde2116pr165mwgJA\nhGJkBEEvymrRPef21qS+OaajHFWizaqYCq/pGGGt/lA79eje1+/nKSoq0lVXXUURCQNer1dz587V\nnXfeqUceeUQrVqzQ119/3WybzMxM3XvvvXr44Yd1ySWX6KmnnjKUFgAiF2UEIcFqsehX55ym6YM6\nmY5yhCm52XI5KCN+5zxdiYmJfjv8iBEjdNlllykqKspv50Dg7Nq1S9nZ2crKypLNZtPw4cO1evXq\nZtv06tVLSUmH17PJz89XeXm5iagAENEoIwgZFotFt47J1x1n91KUNTges2qzWtT+EP8bBcLhtUeG\n++XYZ599ti688EIe3xtGKioqlJ6e3vQ6PT1dFRUVLW6/aNEiDRgwIBDRAAD/hTkjCDmXFHZQh9Q4\n3fH2Z6pzeYxmuTAnUw0HmSsSKN+tPfLV13va5Hg2m02TJ0/WoEGD2uR4CE2fffaZFi9erN/85jdH\n/XzhwoVauHChJGnOnDmy20PrseOnymazcc0RgGuGKZQRhKRh3dI1d/pA/c8bm7S/2mEsRxdXjGrV\naOz8kSgxepBstq/kdp9aCUxOTtaMGTPUuXPnNkqGYJKWltbstqvy8nKlpaUdsd2+ffv05JNP6pe/\n/KWSk5OPeqzx48dr/PjxTa/LysraPnAQs9vtXHME4JrDX25urukIR8X9JQhZefYkzZs+SH1zUoyc\nf3x2umorKSKB5qyPV8+8Iad0jI4dO2r27NkUkTCWl5en4uJilZSUyO12a+XKlUeMgJWVlemPf/yj\nZs+eHbR/SQNAuGNkBCEtLTFGf502QH9YuENvby4O6LkLLImqFSuum+A41F3p6TtVXl56wvsWFhbq\nkksu4YlZYS4qKkrXXHONHnjgAXm9Xo0ZM0adOnXSggULJEkTJkzQa6+9ptraWj3zzDNN+8yZM8dk\nbACIOBZfIB7cDwTAe1sPaM6C7apv9P88kkHpqSqsjvf7edCyhNRqbd35dqvXHomKitI555yjkSNH\n+jkZwt3+/ftNRwioSLuVReKaI0WkXXOwjgBzmxbCxrl9svXCDwarZ2aS3881Ij7V7+fAsdVXp6pH\n94JWbWu323XTTTdRRAAACDKUEYSVzu0TNG/6IF1a2MFv5+iRnKD6g9yeFRScfZWQcOy1RwYOHKib\nb75ZHTt2DFAoAADQWpQRhJ0Ym1W3n91Lv59UoJS4tp8WdU77dHFzY3BwN9rUvfMZR/0sLi5OV155\npS677DLFxsYGOBkAAGgNJrAjbI3tmal+ual66D87tGjHiU90Ppqs+Bi5S1hXJJjUVeaqY4eu+vqb\nvU3vde/eXVOnTlW7du3MBQMAAMdFGUFYsyfF6veT+mrpzlL9YeEOldQ6T+l4F2ZmyvMNZSTYJMcM\nls32tWw2m84991wNGTKE1dQBAAgBlBFEhFH5GRrYub3+snS33tj4jU7mLqskW5Riyrw8zDcIOerj\nNerMCzV0eG+lpJhZdwYAAJw4yggiRlKsTXdM6KWJfbL0wAfbtLei/oT2n5ybJdd+r5/S4WSlpEZr\nxJhsde529NWzAQBA8KKMIOIUdmynl68eotc2fKO5q/aqquH4q6jbrBa1P2RVgygjwSI62qr+g9LV\nf1C6bDaexQEAQCiijCAi2aKsmjawky4oyNGzn+zTK2u/ktPdctG4MCdTDQeZKxIMrFapd9/2Gjgs\nQ/EJfAsDACCU8Tc5IlpSrE2zR+bpsgEd9LflX+jdLQfkPcqEki6uGNXq+CMo8K/uPVM0ZESmUtvF\nmI4CAADaAGUEkJSVHKdfn9tHVw7srCc+2q3lX5Q3fTY+O121ZRQRkzp0StSQMzOVmR1vOgoAAGhD\nlBHgv+RnJumRS/pr+8EaPfvJPi3aUaK+lkTV8AytgLNYpK55ySocbKeEAAAQpigjwFH0ykrWgxcV\n6KuKeu1ZV62dlY1yu1l2PRCioizq2SdV/Qem6/+3d2+xUZVrGMef1Zmepp3WzgxtKXKQclLR0FpL\nw86uVkhjQgyNF940MWoaTBpiiJoUDBrUQOZCoxIhmkgKIYYrE/XGhBAbqmK00JYoBKFsRKTlMD3Q\nA/Q08+0Lt91UTqOd9ut0/r+kSWfNF/K8QFfXk7XWrOwcnpwOAMBMRhkB7mCuz6O5azx69F+zdOJY\nt04c69a1a9zIPhnS0l1atvwePVTklyeDXRMAAImA3/hAFNLT3XqkbJaKSgP67Wy/Tv7crd/O9stw\nsmRCHEeaMy9Dy5bnaEGhVy4XT00HACCRUEaAvyEpydGCQq8WFHo10D+iUyeu6uTxHvX2cE/J35Hp\nTdbSB7O19MEcebOSbccBAACWUEaAfygjM1lFpQGteNSvjgvX9J/Tvfq1rU8D/VzGdSsej1sLFnl1\n3yKv5szLkONwFgQAgERHGQEmyHEcFdyboYJ7M/Svx/N15dKgzp7u1dkzfbrandhnTLxZybpvkVf3\nLcpSXkE6BQQAAIxDGQFiyHEc5eanKzc/XSv/naeu0KB+O9uvC+cHdKn9ukZGbv+U95nA7XaUV+BR\nwVyP5i3IVCCXj+QFAAC3RxkBJpEvkCZfIE0rHg0oEjG6cum62s9fU/vvA7rYfk2jI/F9B7zL5Shv\ndroK5mao4F6Pcmd7uAkdAABEjTICTJGkJEd5sz3Km+1RUWlA4bBRd+egQleG1Hl5UJ1XBtUZGtTw\n0PQ8e5KcnCRfIFWB3DT5Z6UpkJsmnz9VLneS7WgAACBOUUYAS1wuR4Hc9D8uZXrw/9t7rw6r88qg\nrvYMq793RH3/++rvHZn0y7zcbkeZWcnyZqXIm5Usb1aysrJT5J+Vqqx7UrjnAwAAxBRlBJhmsrJT\nlJWdcsv3Bq+Pqq93REODYQ0NRTQ8FNbw0A3fD0dkbvPwE0eO3MlJSk5JUkpKklJTXUpNcyk13aX0\nNJcyvMk8bBAAAEwpjjyAOJKW7lZaOj+2AABgZuBibwAAAABWUEYAAAAAWEEZAQAAAGAFZQQAAACA\nFZQRAAAAAFZQRgBMyPbt221HAAAAcYoyAmCMMUaRyN97sCJlBAAA/FOUESDB/frrr1q6dKmeffZZ\nLV++XPv27dNDDz2k5cuXq66ubmzd/v37b9q+adMmXb9+XStWrFB1dbWtEQAAQJzi6WkAdPr0ae3d\nu1fz5s1TWVmZjh49qpycHFVWVurzzz9XaWmp6urqbtoeDAb14YcfqrW11fYIAAAgDnFmBIDmz5+v\nsrIyNTU16fHHH9esWbPkdrtVXV2txsbG224HAACYCMoIAGVkZNiOAAAAEhBlBMCY0tJSHTp0SKFQ\nSOFwWPv379djjz122+2SlJycrJGREcvJAQBAPOKeEQBjZs+erWAwqIqKChljtHbtWq1bt06Sbrt9\n/fr1evjhh1VcXKxPP/3UZnwAABBnHGOMsR0CAIB40d7ebjvClAoEAgqFQrZjTClmTgyJNnNBQYHt\nCLfEZVoAAAAArKCMAAAAALCCMgIAAADACsoIAAAAACsoIwAAAACsoIwAAAAAsIIyAgAAAMAKyggA\nAAAAKygjAAAAAKxw2w4AAMBkaG1tVX19vSKRiFavXq2qqqpx7xtjVF9fr5aWFqWmpqq2tlYLFy60\nlBYAEhNnRgAAM04kEtHu3bv12muv6b333tN3332n33//fdyalpYWXbx4UTt27ND69ev1ySefWEoL\nAImLMgIAmHHa2tqUn5+vvLw8ud1urVq1Sk1NTePWHDlyROXl5XIcR0uWLNHAwIC6u7stJQaAxEQZ\nAQDMOF1dXfL7/WOv/X6/urq6bloTCATuuAYAMLm4ZwQAgDs4ePCgDh48KEkKBoMqKCiwnGjqMXNi\nYGbYwJkRAMCM4/P51NnZOfa6s7NTPp/vpjWhUOiOayRpzZo1CgaDCgaD2rRp0+SFnqaYOTEw88w3\nXeeljAAAZpzCwkJ1dHTo8uXLGh0d1eHDh1VSUjJuTUlJiRobG2WM0alTp+TxeJSTk2MpMQAkJi7T\nAgDMOC6XSy+88IK2bdumSCSiiooKzZ07VwcOHJAkVVZWqqioSM3NzXrppZeUkpKi2tpay6kBIPFQ\nRgAAM1JxcbGKi4vHbausrBz73nEc1dTU/K0/c82aNTHJFk+YOTEw88w3Xed1jDHGdggAAAAAiYd7\nRgAAAABYwWVaAAD8RWtrq+rr6xWJRLR69WpVVVWNe98Yo/r6erW0tCg1NVW1tbVauHChpbSxcbeZ\nv/nmG33xxRcyxig9PV01NTVasGCBnbAxcLd5/9TW1qYtW7Zo48aNKisrm+KUsRXNzMePH9eePXsU\nDofl9Xr15ptvWkgaO3eb+dq1a9qxY4c6OzsVDof11FNPqaKiwlLa2Ni1a5eam5uVnZ2td99996b3\np93+ywAAgDHhcNhs2LDBXLx40YyMjJhXX33VnD9/ftyao0ePmm3btplIJGJ++eUXs3nzZktpYyOa\nmU+ePGn6+vqMMcY0NzfH9czRzPvnuq1bt5rt27eb77//3kLS2Ilm5v7+frNx40Zz5coVY4wxPT09\nNqLGTDQzf/bZZ2bfvn3GGGOuXr1qnnvuOTMyMmIjbswcP37cnDlzxrz88su3fH+67b+4TAsAgBu0\ntbUpPz9feXl5crvdWrVqlZqamsatOXLkiMrLy+U4jpYsWaKBgQF1d3dbSjxx0cy8dOlSZWZmSpIW\nL1487jku8SaaeSXpq6++0sqVK5WVlWUhZWxFM/O3336rlStXKhAISJKys7NtRI2ZaGZ2HEeDg4My\nxmhwcFCZmZlKSorvw+MHHnhg7Gf1Vqbb/iu+/7YBAIixrq4u+f3+sdd+v19dXV03rfnzgO12a+JJ\nNDPf6Ouvv1ZRUdFURJsU0f4b//jjj+M+gS2eRTNzR0eH+vv7tXXrVtXV1enQoUNTHTOmopn5ySef\n1IULF/Tiiy/qlVde0fPPPx/3ZeRuptv+i3tGAABA1H7++Wc1NDTorbfesh1lUu3Zs0fV1dUz/sD0\nRuFwWGfPntXrr7+u4eFhbdmyRYsXL1ZBQYHtaJPm2LFjmj9/vt544w1dunRJb7/9tpYtWyaPx2M7\nWsKgjAAAcAOfzzfuEqTOzk75fL6b1oRCoTuuiSfRzCxJ586d08cff6zNmzfL6/VOZcSYimbeM2fO\n6IMPPpAk9fb2qqWlRUlJSSotLZ3SrLESzcx+v19er1dpaWlKS0vT/fffr3PnzsVtGYlm5oaGBlVV\nVclxHOXn5ys3N1ft7e1atGjRVMedMtNt/5U4dR8AgCgUFhaqo6NDly9f1ujoqA4fPqySkpJxa0pK\nStTY2ChjjE6dOiWPx6OcnBxLiScumplDoZDeeecdbdiwIW4PTv8Uzbw7d+4c+yorK1NNTU3cFhEp\n+v/XJ0+eVDgc1tDQkNra2jRnzhxLiScumpkDgYB++uknSVJPT4/a29uVm5trI+6UmW77Lx56CADA\nXzQ3N2vv3r2KRCKqqKjQ008/rQMHDkj64ynuxhjt3r1bx44dU0pKimpra1VYWGg59cTcbeaPPvpI\nP/zww9i15i6XS8Fg0GbkCbnbvDfauXOnHnnkkbj/aN9oZv7yyy/V0NCgpKQkPfHEE1q7dq3NyBN2\nt5m7urq0a9eusRu4161bp/LycpuRJ+z999/XiRMn1NfXp+zsbD3zzDMaHR2VND33X5QRAAAAAFZw\nmRYAAAAAKygjAAAAAKygjAAAAACwgjICAAAAwArKCAAAAAArKCMAAAAArKCMAAAAALCCMgIAAADA\niv8CvwvlBpBBpcAAAAAASUVORK5CYII=\n",
+      "text/plain": [
+       "<matplotlib.figure.Figure at 0x7efda97cecd0>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "tr.analysis.residency.plot_cgroup('schedtune', idle=False)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Plot per-CPU breakdown WITH considering idle time (yellow slice)\n",
+    "------------------------------------------------------------"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 5,
+   "metadata": {
+    "collapsed": false,
+    "scrolled": true
+   },
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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MW4t+jdPZ9pOk3Lz9zPt1Krv2ftliu6a5+csLt/DKW/O6dD3f54g3cKDKv0pI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c6dOzNs2DDuv/9+bDYbU6ZMqTn0UUREWobCiDSKWZRmdQnSAkx7MO+uPnmdR4cO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\nAgAAAMAJyggAAAAAJygjAAAAAJz4f31wVshdlSBCAAAAAElFTkSuQmCC\n",
+      "text/plain": [
+       "<matplotlib.figure.Figure at 0x7efda641d410>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "tr.analysis.residency.plot_cgroup('schedtune', idle=True)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 6,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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qLMGitlboShhjTRGJLF1Ve/YQuhLWDjhcsM7taglw9hzPaMpYZ9G3D9A3SOgq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\nfzDzfDSSAAAAAElFTkSuQmCC\n",
+      "text/plain": [
+       "<matplotlib.figure.Figure at 0x7efdaa89e7d0>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "tr.analysis.residency.plot_cgroup('schedtune', cgroup='background')"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 7,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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l5OSwffv2sRdeeIFlZ2czxhqfN3L48GEGgOXm5jLGGv+erVYrCwoKYvfccw9LT09nCQkJ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o74bYuXpOneDVlastQhkym2luoGfolwAcSI4aGwzrf06/tzN5lhAkl0fWD+IlwAMSYUGlfHxQH9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\nAAAAhiJcAAAAQxEuAACAoQgXAADAUP8BUgYohu6VzIMAAAAASUVORK5CYII=\n",
+      "text/plain": [
+       "<matplotlib.figure.Figure at 0x7efd9e87a050>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "tr.analysis.residency.plot_cgroup('schedtune', cgroup='root')"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 8,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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WkFuOvdFZOBibgwJ+9NFiFFdWYV90NvZFZ8NaaoXeHZwwLNAdY4I9eTgsa5X4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\nx/F+sIVyAAAAAElFTkSuQmCC\n",
+      "text/plain": [
+       "<matplotlib.figure.Figure at 0x7efd9eca5050>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "tr.analysis.residency.plot_cgroup('schedtune', cgroup='top-app')"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 9,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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v/90KxWBUOw55OBYMomZQsWcnij//AFWpiWpHIQ+kCQyB/5/uge8fboOi1akd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\n",
+      "text/plain": [
+       "<matplotlib.figure.Figure at 0x7efd9ec5a410>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "tr.analysis.residency.plot_cgroup('schedtune', cgroup='foreground')"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Conclusions\n",
+    "-------------\n",
+    "* root CGroup ran considerably less on core 6 (7.5% to 2.6%) and slightly less on core 7 so there's definitely improvement with tasks that are not assigned to any CGroup with this patch stack\n",
+    "* Background group still runs on the big cores"
+   ]
+  }
+ ],
+ "metadata": {
+  "kernelspec": {
+   "display_name": "Python 2",
+   "language": "python",
+   "name": "python2"
+  },
+  "language_info": {
+   "codemirror_mode": {
+    "name": "ipython",
+    "version": 2
+   },
+   "file_extension": ".py",
+   "mimetype": "text/x-python",
+   "name": "python",
+   "nbconvert_exporter": "python",
+   "pygments_lexer": "ipython2",
+   "version": "2.7.13"
+  }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 2
+}
diff --git a/ipynb/residency/scratch/eas1.3-july21/task_residencies_uibench-eas13-prefidle-relax.ipynb b/ipynb/residency/scratch/eas1.3-july21/task_residencies_uibench-eas13-prefidle-relax.ipynb
new file mode 100644
index 0000000..414f742
--- /dev/null
+++ b/ipynb/residency/scratch/eas1.3-july21/task_residencies_uibench-eas13-prefidle-relax.ipynb
@@ -0,0 +1,400 @@
+{
+ "cells": [
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "UiBench per-CPU CGroup residency analysis (with eas 1.3 with prefer idle relax)\n",
+    "=======================\n",
+    "This is a run of EAS1.3 stack on TOT Wahoo with prefer idle relax optimization"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 1,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Populating the interactive namespace from numpy and matplotlib\n"
+     ]
+    }
+   ],
+   "source": [
+    "#!/usr/bin/env python\n",
+    "%pylab inline\n",
+    "import trappy\n",
+    "from trace import Trace\n",
+    "import logging\n",
+    "import pandas as pd\n",
+    "import numpy as np\n",
+    "import os\n",
+    "\n",
+    "from conf import LisaLogging\n",
+    "LisaLogging.setup(level=logging.ERROR)\n",
+    "logging.info('#### Setup FTrace')\n",
+    "path_to_html = \"/home/joelaf/repo/lisa-aosp/external/lisa/results/UiBench_eas13_prefidle3_4.4.56-g931b784e1a3f-29956-gf926be200db2/trace.html\""
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 2,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "/home/joelaf/repo/lisa-aosp/external/lisa/libs/utils/trace.py:258: DtypeWarning: Columns (10) have mixed types. Specify dtype option on import or set low_memory=False.\n",
+      "  window=window, normalize_time=normalize_time)\n"
+     ]
+    }
+   ],
+   "source": [
+    "tr = Trace(None, path_to_html,\n",
+    "           cgroup_info = { \n",
+    "               'cgroups': ['foreground', 'background', 'system-background', 'top-app', 'rt'],\n",
+    "               'controller_ids': { 4: 'cpuset', 2: 'schedtune' }\n",
+    "           },\n",
+    "           events=[ 'sched_switch', 'cgroup_attach_task_devlib', 'cgroup_attach_task', 'sched_process_fork' ],\n",
+    "           normalize_time=False)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Total amount of time spent per Cgroup (schedtune)\n",
+    "===========================\n",
+    "(NaN is the idle task)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 3,
+   "metadata": {
+    "collapsed": false,
+    "scrolled": false
+   },
+   "outputs": [
+    {
+     "data": {
+      "text/html": [
+       "<div>\n",
+       "<table border=\"1\" class=\"dataframe\">\n",
+       "  <thead>\n",
+       "    <tr style=\"text-align: right;\">\n",
+       "      <th></th>\n",
+       "      <th>cpu_0</th>\n",
+       "      <th>cpu_1</th>\n",
+       "      <th>cpu_2</th>\n",
+       "      <th>cpu_3</th>\n",
+       "      <th>cpu_4</th>\n",
+       "      <th>cpu_5</th>\n",
+       "      <th>cpu_6</th>\n",
+       "      <th>cpu_7</th>\n",
+       "      <th>total</th>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>schedtune</th>\n",
+       "      <th></th>\n",
+       "      <th></th>\n",
+       "      <th></th>\n",
+       "      <th></th>\n",
+       "      <th></th>\n",
+       "      <th></th>\n",
+       "      <th></th>\n",
+       "      <th></th>\n",
+       "      <th></th>\n",
+       "    </tr>\n",
+       "  </thead>\n",
+       "  <tbody>\n",
+       "    <tr>\n",
+       "      <th>background</th>\n",
+       "      <td>0.931796</td>\n",
+       "      <td>0.983667</td>\n",
+       "      <td>0.022814</td>\n",
+       "      <td>0.091718</td>\n",
+       "      <td>0.000000</td>\n",
+       "      <td>0.000000</td>\n",
+       "      <td>0.278520</td>\n",
+       "      <td>0.539544</td>\n",
+       "      <td>2.848059</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>foreground</th>\n",
+       "      <td>3.572210</td>\n",
+       "      <td>1.816988</td>\n",
+       "      <td>0.743716</td>\n",
+       "      <td>0.437553</td>\n",
+       "      <td>0.039625</td>\n",
+       "      <td>0.059143</td>\n",
+       "      <td>0.309066</td>\n",
+       "      <td>0.358214</td>\n",
+       "      <td>7.336515</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>root</th>\n",
+       "      <td>1.140673</td>\n",
+       "      <td>2.043807</td>\n",
+       "      <td>2.607697</td>\n",
+       "      <td>1.171652</td>\n",
+       "      <td>0.141677</td>\n",
+       "      <td>0.134447</td>\n",
+       "      <td>0.269498</td>\n",
+       "      <td>0.224320</td>\n",
+       "      <td>7.733771</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>top-app</th>\n",
+       "      <td>2.495690</td>\n",
+       "      <td>4.889287</td>\n",
+       "      <td>0.318106</td>\n",
+       "      <td>0.149424</td>\n",
+       "      <td>0.375886</td>\n",
+       "      <td>0.319190</td>\n",
+       "      <td>0.062527</td>\n",
+       "      <td>0.037715</td>\n",
+       "      <td>8.647825</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>NaN</th>\n",
+       "      <td>24.148273</td>\n",
+       "      <td>22.510600</td>\n",
+       "      <td>28.553951</td>\n",
+       "      <td>30.498123</td>\n",
+       "      <td>31.690791</td>\n",
+       "      <td>31.720860</td>\n",
+       "      <td>31.323883</td>\n",
+       "      <td>31.401546</td>\n",
+       "      <td>231.848027</td>\n",
+       "    </tr>\n",
+       "  </tbody>\n",
+       "</table>\n",
+       "</div>"
+      ],
+      "text/plain": [
+       "                cpu_0      cpu_1      cpu_2      cpu_3      cpu_4      cpu_5  \\\n",
+       "schedtune                                                                      \n",
+       "background   0.931796   0.983667   0.022814   0.091718   0.000000   0.000000   \n",
+       "foreground   3.572210   1.816988   0.743716   0.437553   0.039625   0.059143   \n",
+       "root         1.140673   2.043807   2.607697   1.171652   0.141677   0.134447   \n",
+       "top-app      2.495690   4.889287   0.318106   0.149424   0.375886   0.319190   \n",
+       "NaN         24.148273  22.510600  28.553951  30.498123  31.690791  31.720860   \n",
+       "\n",
+       "                cpu_6      cpu_7       total  \n",
+       "schedtune                                     \n",
+       "background   0.278520   0.539544    2.848059  \n",
+       "foreground   0.309066   0.358214    7.336515  \n",
+       "root         0.269498   0.224320    7.733771  \n",
+       "top-app      0.062527   0.037715    8.647825  \n",
+       "NaN         31.323883  31.401546  231.848027  "
+      ]
+     },
+     "execution_count": 3,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "\n",
+    "HTML output of the residency chart is attached.tr.data_frame.cpu_residencies_cgroup('schedtune')"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Plot per-CPU breakdown without considering idle time\n",
+    "------------------------------------------------------------"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 4,
+   "metadata": {
+    "collapsed": false,
+    "scrolled": false
+   },
+   "outputs": [
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "/home/joelaf/anaconda2/lib/python2.7/site-packages/matplotlib/__init__.py:938: UserWarning: axes.color_cycle is deprecated and replaced with axes.prop_cycle; please use the latter.\n",
+      "  warnings.warn(self.msg_depr % (key, alt_key))\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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Ntp/Pwe8Xcx1mMKMY9EYBB5OVOJishLuTDA/2aIXH+4YjxMtF7GhE5ECMBhOSr5ThQlwR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\nPY8++igA6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yZTpkzhX//6F8uXL2fjxo00NFy8dTYnJ4eHH36Y2tpaoqKiWLNmDQ899BAA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\nAODFfWdhdQ5tqWAaHoYRCpvS0lI0NjZe/IExzmQyQJPeIboMirCWJjtqT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Xw4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A\nEZQRAAAAAEZQRgAAAAAYQRkBAAAAYARlBAAAAIARlBEAAAAARlBGAAAAABhBGQEAAABgBGUEAAAA\ngBGUEQAAAABGUEYAAAAAGEEZAQAAAGAEZQQAAACAEZQRAC306NFDTzzxhOkYAAAgBFBGAD83ZcoU\n3Xrrra16zt/+9jdZLBbvBAIAAOgglBEAAAAARlBGAD9266236pNPPtHrr78ui8Uii8Wi5cuXa8+e\nPbr88ssVGxur2NhYXXnlldq/f78kafny5br55pslqfk5X42sfPzxx5o0aZKSk5OVkJCgiRMn6osv\nvjB1egAAIMRRRgA/9uc//1kXXHCBrr/+euXn5ys/P1/Dhw/X1KlTVV9frxUrVmjFihWqrq7WpZde\nqsbGRo0fP17PPvusJDU/589//rMkqbq6WrNmzdLatWu1Zs0a9e3bV5deeqlKSkpMniYAAAhRdtMB\nAJxaQkKCwsPDFRUVpbS0NEnSK6+8oqKiIm3YsEEOh0OS9NZbb6lHjx566623NHPmTCUkJEhS83O+\nMn369Ba3X3zxRb3zzjtatGiRZsyY4YMzAgAA+C9GRoAAs2PHDg0aNKi5iEhS586d1b9/f+3YseO0\nz83JydHNN9+sPn36KD4+XvHx8aqoqNDBgwe9HRsAAOAEjIwAIeSKK66Qw+HQc889p65duyo8PFzn\nn3++GhsbTUcDAAAhiJERwM+Fh4fL5XI13z7nnHO0c+dOFRcXN99XUFCgPXv2KCsrq/k5klo8r6Sk\nRDt37tTDDz+sSy65RIMGDVJkZKQKCwt9dCYAAAAtUUYAP9ezZ09t2LBB2dnZKi4u1vXXX6/U1FTd\ncMMN2rhxozZs2KAbb7xRXbp00Q033ND8HEn65z//qaKiIlVXVyspKUmpqal66aWXtHfvXq1du1bf\n+c53FBUVZfL0AABACKOMAH7uf/7nf+RwODR06FClpqZqw4YNWrx4sSIiIjRhwgRNnDhRMTExWrRo\nUfOIyOjRo3Xffffp+9+hADJXAAAgAElEQVT/vjp16qR77rlHVqtVCxYsUHZ2toYMGaJbb71V999/\nv9LT0w2fIQAACFUWj8fjMR0CAAAAQOhhZAQAAACAEVxNCwAQdJ5//nlt3LhRCQkJ+v3vf3/C4x6P\nR6+++qo2bdqkiIgIzZo1S7169TKQFABCGyMjAICgM2nSJD3yyCOnfHzTpk06duyYnnnmGd155516\n+eWXfZgOAPAVyggAIOgMGjRIsbGxp3x8/fr1mjBhgiwWi/r166eamhqVlZX5MCEAQKKMAABCUGlp\nqRwOR/PtlJQUlZaWGkwEAKGJNSMAAJzGkiVLtGTJEknSnDlzDKcBgOBCGQEAhJzk5GQVFxc33y4p\nKVFycvJJj50yZYqmTJnSfDsvL8/r+fyJw+Fo8bEKBZxzaAi1c87IyDAd4aSYpgUACDmjRo3SypUr\n5fF4tHfvXkVHRyspKcl0LAAIOYyMAACCzp/+9Cft3LlTVVVVuuuuu3T99dfL6XRKkqZOnarhw4dr\n48aNuvfeexUeHq5Zs2YZTgwAoYkyAgAIOvfff/9pH7dYLLrjjjt8lAYAcCpM0wIAAABgBGUEAAAA\ngBGUEQAAAABGUEYAAAAAGEEZAQAAAGAEZQQAAACAEZQRAAAAAEZQRoAQ88wzz2jgwIGaMWOG6Sjt\n9tprr+mee+4xHQMAALQRmx4CIeb555/XkiVLlJmZecZjnU6n7Pb2fZtwuVyy2Wzteg0AABCcGBkB\nQshdd92lAwcO6Fvf+pZ+//vfa9q0aRoyZIjGjRunrVu3SpIee+wx3XzzzTrvvPN08803y+Vy6cc/\n/rFGjx6tIUOG6IUXXpAkud1uzZo1SwMGDNDFF1+syy67TG+//bYkqUePHpo9e7ZGjBihBQsWaPPm\nzRo3bpyGDBmi6dOnq6ysTJI0adIkrV+/XpJUXFysHj16SDo+4vHtb39bl156qfr27auHHnqo+Rxe\nffVV9evXT2PGjNHq1at99aEDAABeQBkBQshf//pXZWRkaNmyZcrNzdXw4cO1detWPfnkk5o5c2bz\ncTt37tSSJUs0b948vfLKK0pISNC6deu0bt06vfTSS8rJydG7776r3Nxc7dy5U2+++abWrl3b4r1S\nUlK0ceNG3XjjjZo5c6Z++9vfauvWrRo8eLAef/zxM2bdvHmz5s+fr23btmn+/Pk6fPiw8vPz9Ytf\n/EKrV6/WqlWrtHPnzg7/GAEAAN9hmhYQolatWqV33nlHknThhReqpKRElZWVkqSrrrpKUVFRkqTF\nixdr69atzaMeFRUV2rdvn1atWqXrrrtOVqtVaWlpmjx5covXv+GGG5qPLy8v18SJEyVJt9xyi667\n7roz5rvooouUkJAgSRo0aJAOHjyo4uJiTZo0Sampqc3vsXfv3vZ+KAAAgCGUEQAniImJaf63x+PR\n//7v/+qSSy5pccy//vWvs36NU7Hb7XK73ZKk+vr6Fo9FREQ0/9tms8npdJ7x9QAAQGBhmhYQoi64\n4ALNnTtXkrR8+XI5HA7Fx8efcNwll1yiv/zlL2pqapIk7d27VzU1NTrvvPP0zjvvyO12q6CgQMuX\nLz/p+yQkJCgpKUmffvqpJOnNN99sHiXp0aOHNmzYIEnNIy+nM3bsWK1YsUIlJSVqamrSggULWn3e\nAADAfzAyAoSoxx57TLfffruGDBmi6Ohovf766yc97o477lBubq5GjBghj8ej1NRULVy4UNdcc40+\n+eQTDRo0SF27dtWIESOap1V90+uvv6677rpLtbW16tWrl1599VVJ0oMPPqjrr79eL774oi6//PIz\nZk5PT9djjz2mc889V4mJiRo2bFjbPwAAAMA4i8fj8ZgOASAwVVdXKzY2ViUlJc1Xt0pLSzMdC/Cq\nvLw80xF8yuFwqLi42HQMn+KcQ0OonXNGRobpCCfFyAiANrviiitUXl6uxsZGPfrooxQRAADQKpQR\nAG12qnUiAAAAZ4MF7AAAAACMoIwAAAAAMIIyAgAAAMAIyggAAAAAI1jADgSB6ganymobVV7XpNpG\nlywWyWaxyGq1yCrJarXIbrUoKtym6DC7osNtigqzyWa1mI4OAABCGGUE8FONTreyi6t1uKxOZXWN\nKq9tUlldkyrqmlRe16iy2iaVf3nb6W7bdkERdqviIuxKT4hU18RoZSZGKTMpSl0To5SZGKXE6PAO\nPisAAID/oowAfqCyvkl7C6u1t7BKewqO/zentFauNpaMs9XgdKvB2ajimkZty6s84fHYCPvxgpIY\npa5Jx//bPSlaA9PiFW5nlicAAGgfygjgY8cq67WnsEp7vywdewqrlV9ZbzrWSVU3OLW7oEq7C6pa\n3B9ht2pwRrxGdE3SqG5JykqPV5iNcgIAAFqHMgJ4mcvt0eaj5Vq5v1irsot1qKzOdKR2a3C6tf5Q\nudYfKteLq3O+LCcJGtUtUSO7Hi8ndsoJAAA4A8oI4AU1jU6tzSnVyv1FWnOgRBX1TtORvOp4OSnT\n+kNlknIUGWbVkIwEjeqWpHE9kjUwLd50RAAA4IcoI0AHOVZZr5X7i7Vyf5E2HilXk8u76z38WX2T\nW18cLNMXB8v0/KcH1DMlWpedk6bLBqWrU1yE6XgAAMBPUEaAdjhWWa8Ptudr2d4i7SuqNh3Hb+WU\n1Oq5lQf0l08PaHS3JF2ela7JfVMVGWYzHQ0AABhEGQFaye3xaG1Oid7ZnKc1B0rk8oTuCEhruT3S\n5wfL9PnBMsWE23Rhv066PCtNIzITZbGw5wkAAKGGMgKcpbLaRi3cmqeFW/OUV+GfV78KJDWNLn2w\nPV8fbM9XRkKkLhuUpsvPSVNmUrTpaAAAwEcoI8AZ5JTUaO76Q1q0s0ANTrfpOEEpr6JeL6/N1Str\nczWhj0O3jeuhc9JZ9A4AQLCjjACnsO5gqeauP6w1B0rERCzf8Ehasb9YK/YXa3S3JN02rrtGd082\nHQsAAHgJZQT4hrU5JXpuZbb2FLIg3aR1h8q07lCZBqfH6/Zze+j83g7TkQAAQAejjABfyi6u1p+W\n7ddnuaWmo+BrtuVX6oF3t2pIRoJmTeilkV2TTEcCAAAdhDKCkFdW26gXVuVo4dY8rozlx7bmVeiu\ntzZpbPckzZrQW4PYSBEAgIBHGUHIanS6NW/DYb36Wa5qGl2m4+AsfX6wTJ+/uV4X9kvVA5P7Ki0+\n0nQkAADQRpQRhKSPdxfo2ZXZXKI3gC3dW6TPc0s164Leum54F/YpAQAgAFFGEFJ25FfqD0v3aWte\nheko6AA1jS49/cleLd5doJ9dMkA9UmJMRwIAAK1AGUFIqGl06vef7NOH2/O5TG8Q2nK0QjNeX6fb\nxnXXrWO7y26zmo4EAADOAj+xEfS251XoptfX6QOKSFBrdLn1wuoc3fzGOu3IrzQdBwAAnAXKCIKW\n2+PRK2tzdMe8jTpSXmc6Dnxkf3GNbp+7Xn9Yuk/1TVyYAAAAf0YZQVA6Vlmvu97aqL+uypHLzXhI\nqHF7pHkbDuuGVz/X5+wbAwCA36KMIOgs3l2g7772hTYdYZF6qMurqNc9CzbrmeX75WYPGQAA/A4L\n2BE0ahudevqTvfpw+zHTUeBn3lx3SPuKqvXklecoLjLMdBwAAPAlRkYQFHbkV+qm19dRRHBKn+WW\n6pY31+tAcY3pKAAA4EuMjCDgvbXhsP60fD9rQ3BGh8vrdPvc9Xr8skGa2DfVdBx42ebNm/Xqq6/K\n7Xbroosu0rRp01o8Xltbq2eeeUYlJSVyuVy68sorNXnyZENpASA0MTKCgOXxePSnZfv0+6X7KCI4\nazWNLv144Ta9tDpHHtaRBC23261XXnlFjzzyiP74xz9q9erVOnLkSItjFi1apMzMTD399NN67LHH\n9MYbb8jpdBpKDAChiTKCgNTkcuvRj3Zq7vrDpqMgAHkkvbgmRw+9v121jfzyGYz279+vtLQ0de7c\nWXa7XePHj9e6detaHGOxWFRfXy+Px6P6+nrFxsbKauXHIgD4Et91EXCqG5y67+0t+s+uAtNREOCW\n7yvS7XM36EhZreko6GClpaVKSUlpvp2SkqLS0paXeb700kt19OhRff/739f//M//6LbbbqOMAICP\nsWYEAaW4ukH3vr1F+4qqTUdBkMgurtEtf1uvOVdlaXT3ZNNx4ENbtmxR9+7d9fOf/1wFBQX61a9+\npQEDBig6OrrFcUuWLNGSJUskSXPmzJHD4TAR1xi73c45hwDOGaZQRhAwcktrdN/bW5RXUW86CoJM\nZb1TD7y7Vb+bNljjeqac+Qnwe8nJySopKWm+XVJSouTklmVz2bJlmjZtmiwWi9LS0tSpUyfl5eWp\nT58+LY6bMmWKpkyZ0ny7uLjYu+H9jMPh4JxDAOcc/DIyMkxHOCnGoxEQth6t0B1/30gRgdc0ON16\ncOE2dmwPEr1791Z+fr4KCwvldDq1Zs0ajRo1qsUxDodD27ZtkySVl5crLy9PnTp1MhEXAEKWxcPl\nZODnVu4v1iMfbFeD0206CkJAhN2q308forE9mLIV6DZu3KjXX39dbrdbkydP1re//W0tXrxYkjR1\n6lSVlpbq+eefV1lZmSTp6quv1oQJE874unl5eV7N7W9C7a/HEuccKkLtnP11ZIQyAr/24fZ8PbFo\nt1x8msKHIuxW/eHbQzSGNSQ4CcpI8OOcQ0OonbO/lhGmacFvfbKnUL9atIsiAp9rcLr1o3e3at1B\npmwBAOBNlBH4pbU5JXr0ox1iL0OY0uB060fvbdWGQ2WmowAAELQoI/A7W45W6KH3t6nJRROBWfVN\nbt3/7hZtOEwhAQDAGygj8Cv7Cqv1wDtbVN/EYnX4h/omtx54Z6s2UkgAAOhwlBH4jeqqJm36uEBd\nIiNNRwFaqGty6f53tmrnsUrTUQAACCqUEfiFxgaX/r3wkMoKG3SRK15jHYmmIwEt1DW59OB7W1VU\n3WA6CgAAQYMyAuPcbo8+/vCISouP/5LXUO/W8OooTU1zGE4GtFRU3agH39uqBqfLdBQAAIKC3XQA\n4NNP8nXkUE2L+5xOj7qX2nVtZprePnLMUDL/01heqJy35qipukyyWJQ69nJ1Pv8aZf/tV6ovOixJ\nctVXyxYZq3MeePGE5zvrqnXw7d+p7liuZLGox3UPKrb7OTr84Quq2LVWFptdESkZ6nH9Q7JHxfr4\n7ALDzmNV+tWi3XriinNMRwEAIOBRRmDUxi+KtHt7+Ukf87ilxGPSbd276NWDR32czE9Zbcq84i7F\nZPaTq75WO5+5S/F9R6r3TY82H3L4g7/IFhlz0qcf/ueziu83Wr1vfkxuZ5PcTcdHo+L7jVTmt+6Q\nxWbTkX+9qGPL/q7My+70ySkFov/sKlCvlBjdfm4P01EAAAhoTNOCMUcP12j9mqIzHmc76tKsbl1l\ntfgglJ8Lj09RTGY/SZItMlpRnbqrseK/u8d6PB6Vbl2h5GEXnvBcZ121qg5sk2PMZZIkqz2sefQj\nod8oWWw2SVJMt0FqLA+dHWnbIsxmUfgXS1S3bpXpKAAABDTKCIxoqHdp2aKjOtvN1RvzmvTDLt0U\nYaORfKWh9Jhq8/YrttvA5vuqc7YpLDZJkamZJxzfWHZM9tgE5f7jKe340/eVu+B3cjXWnXBc8bp/\nK2HAaK9mD2SOaLueLPq3Ji7+q0p/93M5C/JMRwIAIGBRRmDEyiV5qql2tuo5NccaNatTVyWEMbvQ\n1VCn7DcfU9crZ7WYklW6eamSh00+6XM8Lpdqj+5T6rlX6Zz7X5A1PFLHlr3V4pi8T+bKYrUpefgU\nr+YPVFlJdj21/s/qvXWpJMldXaniXz8kTyNX2AIAoC0oI/C53TvKdWBfVZueW1XUqNsS09UlOqKD\nUwUOt8up7DcfU/Lwi5Q0+ILm+z0ul8q2f6rkoScvI+GJqQpPSG0eSUkaMkG1R/c1P168fpEqdq1V\nz+88IouFEahvuiKpQY9++IgSCw+2uL8pe7fK/vq0oVQAAAQ2ygh8qqK8UWuWte/qWNVlTfp2eKoG\nJITe1Z48Ho8OLvidIjt1U9qE61o8Vrl/gyJTuyk8MfWkzw2LS1Z4QqrqC49fdaty3yZFduouSarY\n84WOLZ+vPrc+IVs4m05+XZjNovvs2br9vUcV1lR/0mNq/rNQdWuX+zYYAABBgPku8Bm326Ol/z6q\npiZ3u1+rrtqpiyLjleCw6/Pik1+NKxhV525XycaPFZXWUzv+ePxqV10u/X9KHDhWpZuXnbBwvbGi\nWLlv/179/t9vJEndpv1QB+Y9KY+rSREp6epx3UOSpEML/1duZ5P2vnT8dmy3gep+zQM+PDP/lBpt\n1+zDH6jXtmVnPLb0ud8oLWu4bHEJPkgGAEBwsHg8Z7uEGGifdWsKtfHzjr1Kk91u0YHEJi0+xtWf\n0LEGJ9n1o1V/UkLRobN+TvSkS5Xy4ye8mAr+IC8vtC5a4HA4VFwcWt9jOefQEGrnnJGRYTrCSTFN\nCz6Rf7RWm77o+C/4r2+OCHSUqxLr9eiHD7eqiEhS7fJFqmW6FgAAZ40yAq9raHBpaSsu49taX98c\nEWiPcJtFP7Lt060Lfy57U2ObXqPs2d/IVRk6UwcBAGgPygi8btXSfFVXNnn9fdgcEe2RGm3Xb459\nqPM/ealdr+MuL1H5X57qoFQAAAQ3ygi8Kmd/pfbvrvTZ+7E5ItpiaJJdT3/xR/XcsaJDXq925WLV\nrl7aIa8FAEAwo4zAa1wujz77tNDn78vmiGiNqxPr9NMPH1Z88eEOfd2y5+fIVVXRoa8JAECwoYzA\na3ZuKVVledvm3bfXV5sjZoTw5og4vQibVT+y7tEtC3/R5vUhp+MuL1XlvJc7/HUBAAgmlBF4RUOD\nq8Mv49ta1WVNuiZEN0fE6XWKtus3+e/r/KWvePV9qj9aoKa8jh1xAQAgmFBG4BWbvihWfb3LdIzj\nmyO64jXWkWg6CvzEsCSbnvriD+qx81Pvv5nTqYrXnvX++wAAEKAoI+hwVZWN2r6p1HSMZg31bg2v\njtLUNIfpKDDs24m1+uk/H1Z88RGfvWfd6k/UsGurz94PAIBAQhlBh/tidZFcLi9tKtJGbI4Y2iJs\nVj1o2a2bFj4mm8v7l5n+pvKX/+Tz9wQAIBBQRtChigrqtH+3f15BiM0RQ1NaTJjmHH1P45f9n7EM\njbu3qnbVEmPvDwCAv6KMoEN99mmB6Qhn9NXmiOxEEvyGJ9n028+eVvfdq01HUcVrz8rjdJqOAQCA\nX6GMoMMcPFClvMO1pmOclca8Jt3blc0Rg9k1CdV65J8PK64kz3QUSZIz/4iqP1pgOgYAAH6FMoIO\n4XZ7AmJU5Otq8tkcMRhF2K16SDs14/1fGlkfcjqVC16Tp8m/MgEAYBJlBB1i785ylZea2eCwPdgc\nMbikxYTpt0fe1bjlr5mOclLushLVLl9kOgYAAH6DMoIOsc2PLuXbWmyOGBxGJtv01Jqn1G33GtNR\nTqtq4VzTEQAA8BuUEbTbsaO1Ki1uMB2jXdgcMbBdm1CthxfOVmxZvukoZ9SUu1/1Gz8zHQMAAL9A\nGUG77dhaZjpCh2BzxMATabdqtme7vvv+L2VzB86Vqqrea9/oSG5urrKystr1GsuXL9cVV1zRrtfw\nlltvvVVvv/226RgAAB+gjKBd6uqcytlXaTpGh2FzxMCRERumpw69rbEr3jAdpdXqN65V08Fs0zHa\nzOPxyO12m44BAAgClBG0y57t5X6323p7fbU54q3d2BzRX41Ktuq3q+Yoc2/gTndq7+iI0+nUjBkz\nNHDgQF177bWqra3VL3/5S40ePVpZWVm688475fEc/9rcv3+/pkyZoqFDh2rEiBHKzm5ZhNatW6fh\nw4crOztbRUVFuvjii3XOOefojjvuUPfu3VVcXKzc3Fz1799fM2fOVFZWlg4fPqx58+Zp8ODBysrK\n0uzZs5tfLzb2v+uv3n77bd16662Sjo943HvvvRo/frx69erVPPrh8Xh0zz33qH///poyZYoKCwvb\n9bEBAAQOygjazOPxaGeQTNE6GXsemyP6o+sTKjV74cOKKQ+sS0l/U83yRXKVlbT5+Xv27NGsWbO0\na9cuxcfH6/nnn9c999yjdevWafv27aqrq9OHH34oSZoxY4buvvtubdmyRWvWrFF6enrz66xZs0Z3\n3XWX3n//ffXu3VuPP/64LrzwQu3YsUPXXnutDh061Hzsvn37NGvWLO3YsUNhYWGaPXu2li5dqs2b\nN2vdunVauHDhGXPn5+dr1apV+vDDD/Xwww9Lkt577z3t2bNHO3fu1BtvvKE1a/z7IgQAgI5DGUGb\nHc6tVlVlcO+ZwOaI/iPSbtXD7q268f0nAmp9yCk1Nar6o7avi+jatavOO+88SdJNN92kVatWadmy\nZRo7dqwGDx6spUuXaseOHaqqqtLRo0c1ffp0SVJkZKSio6MlSbt27dKdd96pDz74QN26dZMkrVq1\nSjfeeKMk6dJLL1VSUlLze3bv3l3jxo2TdHw0ZdKkSUpNTZXdbteMGTO0cuXKM+aeNm2arFarBg0a\npIKC44Vy5cqV+s53viObzaaMjAxdeOGFbf64AAACC2UEbRbMoyJfx+aI5nWJDdNThxZozMq/mY7S\noWqWfNA8laq1LBbLCbdnzZqlt99+W9u2bdP3vvc91dfXn/Y10tPTFRkZqU2bNp3Ve8bExLQ62zcz\nRET8d0+ftp47ACB4UEbQJlWVjTqUU206hs+wOaI5Y5Kt+u2nv1Hm3s9NR+lwrqJjati2oU3PPXTo\nkNauXStJ+vvf/67zzz9fkuRwOFRdXd28HiMuLk6ZmZnNU6gaGhpUW1srSUpMTNRHH32kn/zkJ1q+\nfLkk6bzzztM//vEPSdLixYtVVnbyPzqMGTNGK1asUHFxsVwul+bNm6eJEydKkjp37qxdu3bJ7Xbr\nvffeO+O5TJgwQfPnz5fL5VJ+fr6WLVvWpo8JACDwUEbQJru2lSvU/qjJ5oi+d2N8hR5aOFvRFcG7\noLl26Udtel7//v313HPPaeDAgSorK9MPfvADfe9731NWVpYuueQSjR49uvnYN998U88884yGDBmi\n8ePH69ixY82Pde7cWR9++KHuvvtuff755/rFL36hxYsXKysrSwsWLFBaWpri4uJOeP/09HTNmTNH\nkydP1tChQzVy5EhdffXVkqQ5c+boiiuu0Pjx41usTzmV6dOnq2/fvho0aJBmzpypc889t00fEwBA\n4LF4GCdHK7lcHs19ea/qal2moxgREWnV+shafV5cbjpK0IoKs+qB+k0a9Wnw71ZuiYpRxtz/yBoR\naTqKpOMjJzabTXa7XWvXrtUPfvADbd682XQsv5KXl2c6gk85HA4VFxebjuFTnHNoCLVzzsjIMB3h\npJgEj1Y7eKAqZIuI9OXmiM4oJaTZtfhY6HwT85XMuDA9vGuuMvavNx3FJzx1Nar/4lNFX3Cx6SiS\njk//uv766+V2uxUeHq6XXnrJdCQAQBCjjKDVcvZXmY5g3Nc3R3z7yLEzPwFnZWyyVT9c8mtFV4ZW\nyav99GO/KSN9+/Y96wXtAAC0F2tG0Cput0eHc0Nn4frpsDlix/pufLl+vHB2yBURSapfv1ru+jrT\nMQAA8DnKCFrlWF6tGupDd4rWybA5YvtEh1n1U+cmXfvPJ2V1h+bnlqehQfVffGo6BgAAPkcZQasc\nzGaK1smwOWLbdI0L01MH5mnkqnmmoxhXu3qp6QgAAPgca0bQKrkHmKJ1Kl9tjvh/xXmqaAqCHcK9\n7Nxki+5e8oSiK0tMR/ELDVvWyePxnLCZIdpu8+bNevXVV+V2u3XRRRdp2rRpJxyzY8cOvfbaa3K5\nXIqLi9Pjjz9uICkAhC7KCM5aeWmDKssbTcfwa1VFjbotKV3/qClUXm2D6Th+ySLpu3Flmr7wqZCd\nlnUy7qoKNR3Yo/DeA0xHCQput1uvvPKKfvaznyklJUU/+clPNGrUKGVmZjYfU1NTo5dfflk//elP\n5XA4VFFRYTAxAIQmpmnhrB05VGM6QkBgc8RTiw6z6mdNG3TNB7+hiJxE/ZbQuJyxL+zfv19paWnq\n3Lmz7Ha7xo8fr3Xr1rU4ZtWqVRo7dqwcDockKSEhwURUAAhplBGctaOUkbNWV+3URa54jXUkmo7i\nN7rFhenp7Lkavnq+6Sh+q2HLujMfhLNSWlqqlJSU5tspKSkqLS1tcUx+fr6qq6v12GOPafbs2Vqx\nYoWvYwJAyGOaFs6K2+1R3hHKSGuwOeJ/jU+26O7Fv1RUdZnpKH6tYcdmeVxOWWx8a/YFl8ulnJwc\nPfroo2psbNTPfvYz9e3b94RdipcsWaIlS5ZIkubMmdM8khIq7HY75xwCOGeYwk88nJXiwno1NrhN\nxwg4ob45okXSTXGlmvbeb2XxeNr8Og9uzdUnhRVKCbdryYRzJEnljU7N2nRAR+oalRkVrudH9FJi\nWMtvadnV9bp704Hm24fqGvSjvhm6o2dn/XrXES0pLFeY1aru0RH63ZDuSggz+y3RU1ejxj07FDFo\nqNEcwSA5OVklJf+9OEJJSYmSk5NbHJOSkqK4uDhFRkYqMjJSAwcO1MGDB08oI1OmTNGUKVOabxcX\nh9YfFxwOB+ccAjjn4PfN723+gmlaOCtM0Wq7UN0cMSbcpkcb1mn6B3PaVUQk6brMFL0xum+L+547\ncEznOeK1clKWznPE6/nsE8te79hILbpgkBZdMEgfnT9QUVarLk07PnXuAke8Pr7gHC2+YJB6xkTo\nuZM834T6rUzV6gi9e/dWfn6+CgsL5XQ6tWbNGo0aNarFMaNGjdLu3bvlcrnU0NCg/fv3q0uX0Po6\nBQDTKCM4K0cPU0baK5Q2R+weH6an972hYWsXdMjrjU2OU2KYrcV9HxeU69oux9cEXNslRYsLyk/7\nGquLq9QtJkKZURGSpAmp8bJbj/+/MSIxRsfqmzoka3s1sIi9Q9hsNt1+++369a9/rQceeEDnnnuu\nunbtqsWLF2vx4iS4FFYAACAASURBVMWSpMzMTA0bNkwPPvigHnnkEV144YXq1q2b4eQAEFqYpoWz\nUlxQZzpCUPhqc8S/5h1Wg6t9owX+6vxk6Qc+WB9S3OBU58gwSVKnCLuKG06/t8s/80t1dXrySR+b\nf6REV6YndXjGtmjcvU2epkZZwsJNRwl4I0aM0IgRI1rcN3Xq1Ba3r7rqKl111VW+jAUA+BpGRnBG\ntTVONbBepMN8tTmi6fUJHc0i6ZbYYj3w3myfL1Q/00aBjW63Pi4o1+UnKRz/uz9fdotF0zNOXlR8\nzdPYoKZDOaZjAADgE5QRnFFZCZv3dbSqokbdlpiujOgI01E6RGy4TT+v/1xXf/hUu9eHnC1HhF0F\nX06tKqhvkiPi1OVueVGlshKilRoR1uL+BUeK9UlhhZ4Z1tOvdj5vOnTgzAcBABAEKCM4o7JSyog3\nVJc16dog2ByxR3yYnt77uoZ+9o5P3/fiTol6++jxqyW9fbREF3c+9Z4u7+edOEVreVGF/nKgQK+M\n7K0om399K2w6mG06AgAAPuFfP4Hhlygj3lMb4JsjXpAsPfnJL9U5d6tX3+eeTQc0be1uHaip15il\nW/XW4WLN6p2mT4srNWH5dq0qrtTdvdIkScfqG3XLun3Nz611uvRpcaUuTWs5RevRHYdV43Rpxhf7\ndOmnO/WTbQe9eg6tQRkBAISK4Jq0Dq8op4x4VSBujmi1SDOji3Tle7/zybSsZ4f3Oun9b43td8J9\naZHhev1rlwGOttu09eJhJxz36aSsjgvYwZoOMk0LABAaGBnBGbFmxPu+vjmiv4sLt+kXtWt11UdP\n+2x9SKhxFebJXc8V7AAAwY8ygtOqr3eprtZlOkZICITNEXvGh+npPa9q8OfvmY4S3DweFrEDAEIC\nZQSnVc6oiM/56+aIE5M9+vUnj6vTwe2mo4QEJ1O1AAAhgDKC02LxuhlfbY4YYTNfSawW6faYQt33\n7mxF1px+l3N0HBaxAwBCAWUEp0UZMccfNkeMj7DpsZo1uuKj3xnLEKqcBUdNRwAAwOsoIzgtFq+b\nZXJzxN4JYXp61/8p64uFPn9vSK4K3+5iDwCACZQRnFZFWaPpCCHPxOaIk5I9euLjXyj10A6fvSda\ncpeXmo4AAIDXsc8ITquhgStp+YPaaqcuioxXgsOuz4u9t27DapFuizqmy9/9g9feA2fHXcH6HABA\n8KOM4LScTW7TEfAlb2+OGB9h00OlKzRo2T87/LXReu6aKnmcTlnsfJsGAAQvpmnhlFxOt9x0Eb/i\nrc0R+ySE6emdL2vQOoqI3/B45K5kdAQAENwoIzilJkZF/FJHb454YbJbTyz+uVIP7+qQ10PHcbFu\nBAAQ5CgjOCXKiH+z57k0q3vbN0e0WaTvReXrnncfVnhdVYdmQ8dwV1BGAADBjTKCU2pqpIz4u8aj\nbdscMSHSpserVupb//6jl5KhI7hYxA4ACHKUEZwSIyOBobWbI/ZNCNPT21/SoPUfejkZ2os1IwCA\nYEcZwSlRRgLH2W6OeFGyS79a/KgcR3b7KBnaw+N0mo4AAIBXUUZwSs4mj+kIaIXTbY5os0h3Rh7V\n3e/+ROF11QbSoU1clBEAQHDjAvY4JdaMBJ6TbY6YGGnXQ0VLNGDDvwynQ6txbW0AQJCjjOCUmKYV\nmL7aHDE+zaaDdZX68fq/KOXoXtOx0AYel8t0BAAAvIoyglOijAQup9Oj/nUupVV/oU/7DZf6DTcd\nCW0wOq2XxpkOAQCAF1FGcEpuF2tGAlmTdiqvsMh0DLTDIL4EAQBBjgXsOKXwCD49AlVkdK0O5O40\nHQPtZLXyNQgACG78pMMpRUTaTEdAGzVoh9wsfg54FkvrNrMEACDQUEZwShERlJFAFBVbo5xc9hEJ\nBhERp983BgCAQEcZwSkxMhKYap3b5PGw2CAYREZGmo4AAIBXUUZwSpSRwBMVV63cg1zGN1hERUWZ\njgAAgFdxNS2cUoQfLGAvLcvXa3//iSqrS2SRReefe50umnCzjhzdrblv/1INDbVKSc7Q7Tc9pajI\nE3cef+Otn2nbzhWKi03Wzx96v/n+DZv/ow//85yOFR7Qw/e/pe5ds3x5Wl5T3bjFdAR0IMoIACDY\nmf9tE34r3A/WjNhsdl179UN6bPYHmn3fPK1YPU95x/brzX/8XNMvf0A/f2ihhg2eoo+X/d9Jn3/u\n6Gn64Z0vnHB/Rnofff+2P6tPr1HePgWfiY6v0KFD2aZjoAMxTQsAEOwoIzglq9Wi8HCznyIJ8anq\nljlIkhQZGaO0Tr1UXlGogqKD6tv7eJEY2O9cbdz68Umf37f3KEVHJ5xwf3rn3krr1NN7wQ2oqGNU\nJNgwMgIACHaUEZyWP60bKS49qsNHd6ln9yHKSOujLduXSpI2bvmPysqPGU5nVkxCmY4cyTUdAx2M\nMgIACHaUEZyWv5SR+oYavfja/bp+2sOKiozVzBt+pRWr39KTf7hO9Q21stvCTEc0qrRqs+kI6GCR\nkZEKCwvtz2sAQPBjATtOyx92YXe5mvTia/drzIjLNXzIxZKktM69dN9dL0mSCgpztW3nCpMRjYpJ\nKFHO3sOmY6CDJSUlmY4AAIDXmf9NE37N9MaHHo9Hb8z/udI69dKUSbc2319ZVSJJcrvd+teSFzRh\n/A2GEppXVLHJdAR4QXJysukIAAB4HSMjOK2YWLPTRLJzNurz9f9Ul/R+euJ335YkXX3Z/SosPqgV\nq+dJkoYPnqLxY6ZLksorCvXm/J/rh3f+VZL08psPau/+daquKdfDj1+oKy+5W+eNu0abti7R/Pee\nVHV1qZ59aZa6dumve7//kpmTbIeYxCLl7MkzHQNewMgIACAUWDxs1YzT2LGlVKuWhvbicH/l8XhU\n41msoqIC01HgBVdddZXGjx9vOgZOIi8vtP4A4HA4VFxcbDqGT3HOoSHUzjkjI8N0hJNimhZOKykl\nwnQEnEJsciFFJIgxTQsAEAooIzitpGTKiH/yKL9oo+kQ8CKmaQEAQgFlJIQ8+eSTrX5OVLRdkVH+\ncXlf/FdM0jGVlBSZjgEvsVqtjIwAAEICZSRAeTweud3uVj2nLWVEYnTE31gsbh0t2GA6BryoU6dO\n7DECAAgJlJEAkpubq/79+2vmzJnKysrSm2++qcGDBysrK0uzZ89uPm7evHkn3P/www+rrq5Ow4YN\n04wZM1r1vkkOyog/iU7MV1lZqekY8CJ/XWQIAEBH49K+AWbfvn16/fXX1a1bN40bN04bNmxQUlKS\npk6dqoULF2rMmDGaPXv2CffPmTNHzz77rDZvbv1O3amdIr1wJmgLi9Wtw/mMigS7Ll26mI4AAIBP\nMDISYLp3765x48Zp3bp1mjRpklJTU2W32zVjxgytXLnylPe3R2rnqA5Kj/aKSjiiiopy0zHgZYyM\nAABCBWUkwMTExPj8PZNSImS3W3z+vmjJYnXr0FFGRYKdxWKhjAAAQgZlJECNGTNGK1asUHFxsVwu\nl+bNm6eJEyee8n5JCgsLU1NTU6vfy2q1KDmVqVqmRSUcUlVVlekY8LKUlBRFRLBOqyNs3rxZ9913\nn374wx9q4cKFpzxu//79uvHGG/XZZ5/5MB0AQKKMBKz09HTNmTNHkydP1tChQzVy5EhdffXVp7xf\nku68804NGTKk1QvYJakTU7WMstqcyj3MqEgo6Nq1q+kIQcHtduuVV17RI488oj/+8Y9avXq1jhw5\nctLj5s6dq6FDhxpICQCweDwej+kQ8H97d5Zr2X/yTMcIWVGJ2dq5Z7XpGPCB6667TiNHjjQdI+Dt\n3btXCxYs0E9/+lNJ0nvvvSdJmj59eovjPvroI9lsNmVnZ2vkyJEaN27cGV87Ly+0vhc6HA4VFxeb\njuFTnHNoCLVz9tcpwIyM4Kx06eb7tSo4zmZ3KucQu62Hij59+piOEBRKS0uVkpLSfDslJUWlpaUn\nHPPFF19o6tSpvo4HAPgSl/bFWYmJDVNq50gVFdSbjhJywmJzVHe0znQM+IDD4VBCQoLpGCHjtdde\n04wZM2S1nv7vckuWLNGSJUskSXPmzJHD4fBFPL9ht9s55xDAOcMUygjOWvdecZQRH7OHNSnn4CbT\nMeAjjIp0nOTkZJWUlDTfLikpUXJycotjsrOz9ec//1mSVFlZqU2bNslqtWrMmDEtjpsyZYqmTJnS\nfDuUpnVIoTeVReKcQ0WonbO/TtOijOCs9egdp/Vri0zHCCm26GzV11MAQ0Xv3r1NRwgavXv3Vn5+\nvgoLC5WcnKw1a9bo3nvvbXHMc8891+LfI0eOPKGIAAC8izKCs5aSGqnY+DBVV7b+8sBoPXt4kw7k\nbjYdAz5isVgoIx3IZrPp9ttv169//Wu53W5NnjxZXbt21eLFiyWJdSIA4CcoI2iV7r1itWNzmekY\nIcEatU+NjY2mY8BHunbtqujoaNMxgsqIESM0YsSIFvedqoTcfffdvogEAPgGrqaFVunRK850hJAQ\nFtGoAzlbTMeADw0ePNh0BAAAfI4yglZJz4xReDifNl4XsUdNTUyHCxUWi4UyAgAISfxWiVax2SzK\n7BFrOkZQC49sUPaBraZjwIcyMzOVmJhoOgYAAD5HGUGrMVXLu9z2XXK5XKZjwIcYFQEAhCrKCFqt\nW89YnWGPMLRRRFSdsnO2m44BH8vKyjIdAQAAI/iVEq0WEWlTWheu+uMNTusuud1u0zHgQ5mZmSds\nxgcAQKigjKBN+vRPMB0h6ETG1OpA7k7TMeBjI0eONB0BAABjKCNok74DExQZaTMdI6g0eHYwKhJi\nwsLCNHz4cNMxAAAwhjKCNrHbrRowmKv/dJSo2Brl5O42HQM+NnToUEVGRpqOAQCAMZQRtFnWsGQW\nsneQWuc2eTwe0zHgY2PHjjUdAQAAo/hVEm0WExumnn3jTccIeFFxVco9uNd0DPhYRkaGunbtajoG\nAABGUUbQLoOHcxWg9qpuYIPDUMSoCAAAlBG0U+f0aHVKizIdI2BFx1fo0OFs0zHgYxERERo2bJjp\nGAAAGEcZQbsNHsHoSFtV1G4xHQEGnHvuuYqIiDAdAwAA4ygjaLdefeMVE2s3HSPgRCeU6cjRXNMx\n4GNhYWE6//zzTccAAMAvUEbQblarRYOGJpmOEXDKqjabjgADRo8erdjYWNMxAADwC5QRdIhBg5Nk\nt1tMxwgY0Qklyss/bDoGfMxms2nixImmYwAA4DcoI+gQkVF29RmQYDpGwCiu2GQ6AgwYMWKEEhL4\nOgEA4CuUEXSYEWMdjI6chZjEIhUU5JmOAR+zWq2MigAA8A2UEXSYuPhwDRmZYjqGX/N4PCoo3Wg6\nBgwYPny4HA6H6RgAAPgVLoGEDjVstEN7dpSrptppOopfik0qVO6eAtMx2s3pdOrvf/+7nE6n3G63\n+vfvrwsuuEDLli3T/v37ZbPZlJiYqMsuu0yRkZEnPP8vf/mLwsPDZbVaZbVadcstt0iSVq1apS1b\ntig6OlqSNGHCBPXu3dun5+YNYWFhmjp1qukYAAD4HcoIOlRYmFVjL+ispf8+ajqKH/Iovzg4RkVs\nNptuvPFGhYeHy+Vyae7cuerVq5d69OihiRMnymq1avny5frss880adKkk77Gd77znebS8XWjRo0K\nut3JzzvvPNaKAABwEkzTQofrOyBBaRnsyv5NMUnHVFJSZDpGh7BYLAoPD5ckud1uud1uWSwW9ezZ\nU1br8W8rGRkZqqqqMhnTL8TExJyykAEAEOoYGYFXjJ+Upnf/nmM6ht+wWNw6cmyD6Rgdyu126/XX\nX1dZWZlGjBihjIyMFo9v3bpVAwcOPOlzLRaL5s+fL4vFomHDhmnYsGHNj23cuFE7duxQWlqaLrzw\nwpNO8wokU6dODfhzAADAWygj8IrUzlHqf06i9uwoNx3FL0Qn5unA7lLTMTqU1WrVbbfdpvr6er33\n3nsqKipSamqqJGnNmjWyWq0aNGjQSZ87Y8YMxcXFqaamRvPnz1dKSoq6du2q4cOHa/z48bJYLPr0\n00+1dOlSXXbZZb48rQ6Vnp6u0aNHm44BAIDfYpoWvGbMeZ0UFs6nmMXq1qG84BoV+brIyEh169ZN\nBw4ckCRt27ZN2dnZuvLKK2WxnPxSz3FxcZKOT2Hq16+f8vLymm9brVZZLBYNHTpU+fn5vjkJL7BY\nLLrqqquap60BAIAT8VMSXhMdY9eIsVzKNCrhiCorK0zH6FC1tbWqr6+XJDU1NSk3N1cpKSk6cOCA\nPv/8c11zzTUKCws76XMbGxvV0NDQ/O+cnJzmEZXq6urm4/bu3RvQl8IdM2aMevbsaToGAAB+jWla\n8KrBw1O0e1u5KsobTUcxwmJ169DR4BsVqa6u1kcffSSPxyOPx6MBAwaoT58+euGFF+RyuTR//nxJ\nxxexX3LJJaqqqtKiRYt03XXXqba2Vu+++66k4+tOBg0apF69ekmSli9froKCAlksFiUkJOiSSy4x\ndo7tkZCQENDTywAA8BWLx+PxmA6B4JabXaX//POw6RhGRCflasfulaZjwMduvfVWDRgwwHQMeMlX\n0wpDhcPhUHFxsekYPsU5h4ZQO+dvXmjGXzBNC17Xo3ecevWLNx3D56w2p3IOBd+oCE5v2LBhFBEA\nAM4SZQQ+MeGidMXGnXwNQbCKiD+o2toa0zHgQzExMbryyitNxwAAIGBQRuATEZE2Tb40Q6e4uFLQ\nsdmdyjkYHLut4+xNmzZNMTExpmMAABAwKCPwmYzMGA0bHbhXR2qNsNgDqqurMx0DPjR27FgNHjzY\ndAwAAAIKZQQ+NercVHVKC+7dqO1hTh3I3WQ6BnwoLS1NV1xxhekYAAAEHMoIfMpqtejCb2UqPCJ4\nP/Xs0fub99FA8AsPD9eMGTNOua8KAAA4teD9jRB+KyExXJMv6WI6hleERTQqO3ez6RjwoenTpzdv\n2ggAAFqHMgIjevSO09BRKaZjdDhLxD41NobmBo+haOTIkRo+fLjpGAAABCzKCIwZc14nZWRGm47R\nYcIiGpWds8V0DPhIly5ddPXVV5uOAQBAQKOMwBir1aKLLstUdIzddJSOEb5HTqfTdAr4QHx8vG65\n5RaFh4ebjgIAQECjjMCo6Bi7Lr4iU3Z7YG9AEh7ZoOycraZjwAfCw8N1yy23KD4+3nQUAAACHmUE\nxqVlROviK7vKGsCfjW77LrlcLtMx4GUWi0U33nijunQJzgswAADgawH86x+CSbcesbrwW5kBuUN7\nRFSdsnO2m44BH/jWt76lQYMGmY4BAEDQoIzAb/TuF68JU9JNx2i1JutOud1u0zHgZWPHjtWECRNM\nxwAAIKhQRuBXBmQl6dyJnU3HOGuRMTU6kLPTdAx42bBhw7hyFgAAXkAZgd8ZMiJFI8Y6TMc4K/Xu\nHfJ4PKZjwIvOOeccXXfddbIG8qImAAD8FD9d4ZdGj++krGHJpmOcVlRstXIP7jEdA17Uv39/ffe7\n35XNZjMdBQCAoEQZgd8aP6mz+g1KMB3jlGqd2xgVCWJ9+vTRTTfdRBEBAMCLKCPwWxaLRRMvzlDP\nPnGmo5wgKq5SuQf3mY4BL+nRo4dmz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WNwcNCMuCFz/Phx4/Tp08ZPfvKTGx6faO9fLNMC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\nADAFzQgAAAAAU9CMAAAAADDF/wP+w/g2BwTp9gAAAABJRU5ErkJggg==\n",
+      "text/plain": [
+       "<matplotlib.figure.Figure at 0x7f147800bad0>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "tr.analysis.residency.plot_cgroup('schedtune', idle=False)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Plot per-CPU breakdown WITH considering idle time (yellow slice)\n",
+    "------------------------------------------------------------"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 5,
+   "metadata": {
+    "collapsed": false,
+    "scrolled": true
+   },
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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DTqnNHjLlILXUk4mWx44da080OmOz2cjLy2P06NHt2xRF4fXXX2fp0qUkJCQQ\nE9N9md7IYRk9Slp6w9WVs3pq9Z4ivi5wzhjy5557jrFjx7JgwQKnnE9Lb7zxBnfeeafWYQgnUG0W\nHMdfQub2tZkS7/rfw+TJk/nNb37DLbfcQkBAAJ999lmvjlcUhZaWFm666SZmzZrF+++/jzoA98qw\nsAjsjeNcfp3+yMtt4Mh+5877Ef0jyYgYUKrd0jY8Cymz52rGbiawOxwOcnNzGTNmzDn3yc3NZcSI\nEfj6fjfGVq/Xc8stt7Bo0SJKS0uprKzs8jqREdFObyUbqMpZPaECD208Rn1z/ysLLVu2jM2bN7Nq\n1apu97Xb+//eHQ6pvy+6p5x8DVrly9u3wvSF3d5f+8vf3x+9Xo9Op2PixIm97tkIDAwkNTUVnU5H\nTEwMOp2O5uZmF0XbxsvLi/Cgi1BduKCts+z6spyKMtf+PkTPuf+/GDGoKLkrwSoPtYHQ3aKHp0+f\nJjIyssuxxMeOHSMtLa3T13x8fIiLi+P06dNdXic8NKP7YHuhvXJWg+srZ/VURWMrj2463q9zLFy4\nkNOnT/PjH/+Yp59+mnnz5pGenk5mZiaHDh0CYPHixdx0001kZWVx00034XA4uPfee5k6dSrp6em8\n/PLLQFur6KJFixgzZgw/+tGP+MlPfsK6dW29kQkJCdx3331kZGTw9ttvc+DAATIzM0lPT2f+/PnU\n1rYVApg1axZ79uwBoKqqioSEBKCtx+Oqq67i8ssvJyUlhT/+8Y/t7+H1118nNTWVadOmsWPHjn79\nPoR7UEo+Q63ao3UYbkVnbyRrvGuHajU2Nrb/PScnh7CwsF4dn5KSQmFhIQA1NTU4HI4OjUquMDr5\nQlosfi69hrMo38wfaW2RBhl3IMmIGDBK5W7Uil1ahzFkdLfMyPfngnSmtbWVoqIiRo0a1b6tqamp\nfeyyzWYjPz+f4cOHn/Mc0VEjsNSd+/W+qI/Usa1i4Cpn9dSWnEo+PNL3cdkvvfQSMTExfP755+Tn\n5zN58mQOHTrEkiVLuPnmm9v3y87O5tNPP2XNmjUsX76c4OBgdu/eze7du3nllVfIy8vj3XffJT8/\nn+zsbFauXMmuXR0/d8OHD2ffvn1cf/313HzzzTz++OMcOnSICRMm8NBDD3Ub64EDB1i7di2HDx9m\n7dq1FBUVUVpayoMPPsiOHTvYvn17ezU24blUSzHK6TVah+GWJsc5b6jWBx98wMqVK6mpqeGFF17g\n4MGDbN2LFKQAAAAgAElEQVS6leXLl/Paa69RWFjIJZdcAkBDQwNvv/12l8cCpKenU1dXx/Lly/ng\ngw+YO3eu04fKfl9CfCqW2liXnd8VGsw2tsr8Ebcg1bTEgFCtdSgn39A6jCHlXKV9AaxWK/n5+Vx+\n+eXt2/bv3w+0jVWGtta4hISE9gnr0NZa99FHH6GqKqqqMmbMmA7Jyg8ND8rA0rciMZ0yjfBibYH7\nVmB7eksOk0eGMDKkfy2Q27dv55133gHg4osvprq6GrPZDMCVV17Z3sK5adMmDh061N7rUV9fz8mT\nJ9m+fTvXXnster2eqKios9YXuO6669r3r6urY+bMmQD88pe/5Nprr+02vksuuaS96EFaWhoFBQVU\nVVUxa9YswsPD26+Rk5PTr9+D0I6q2HAcfxEUq9ahuKXhFOBlDMFm739ScuWVV561beLEiZ3uGxgY\n2OEz2tmxAAaDgZ/+9Kf9jq0nAgOD8HKch/aDZnsv/1QDRw7I+iNak2REDAgl5zWwN3a/o3CarkZp\nmUwmfve733XY9m0S8q0JEyYwYcKEDtsiIiLaywJ3JyYmDkt9aM+C7YGACBPPa1DCtzcsVgd/+ego\nr9wwpdthcn31/WF1qqqydOlS5syZ02GfjRs39vgc52I0GlGUti9aP6zk4+3t3f53g8HglPkrwr0o\nhRvAMnTXE+mOzmHhwglJfL6/SutQNKXT6YiLmkWT2XO/Tn69vYKE5EACAr20DmXIkmFawuWU0q2o\nNQe1DmPIcdWX4XOx2+28+eabvPbaa7z66qt8/unZ48xP5H7N/3tgOo88dRWPPHUVH32yDACbrZVH\nn7mOh5+cz0OPX8mHHz/f4Tj/YC9WVJVqXjmrJw6XmHntq/x+nWPGjBntk9i3bt1KWFgYQUFBZ+03\nZ84cXnzxRWy2tsnzOTk5WCwWsrKyeOedd1AUhfLycrZu3drpdYKDgwkNDeXLL78EYOXKle29JAkJ\nCezduxegveelK9OnT+eLL76guroam83WYSiJ8CxqUylq0Ufd7zjETR7Z/6IVnm5M6nSazCFah9Ev\nNpvC9s8GrvSxOJvnprLCI6ittTLmWCMDnYwYDIb2BRGjo2P5+99eJjXxIEkJHYcbpCRN4be3L+uw\nzWg0cc+i1/Dx9sfhsPHk0psYN2YGSQkTMfno2WirodbqOQ/+N74qYM7YSOJC+zaZc/Hixdx6662k\np6fj5+fHihUrOt3v9ttvJz8/n4yMDFRVJTw8nPXr13P11VezZcsW0tLSiI2NJSMj45xryaxYsYKF\nCxfS1NREUlISr7/+OgB/+MMf+PnPf84//vEP5s6d223M0dHRLF68mPPPP5+QkBAmTZrUp/cutKec\nfANUz/m8aSWUQkzGUKxOGKrliaKjR9JSd+5hup6k4HQjp0+aSUo5u9FHuJ5OHYjC02LIchx/SSat\na+SjgnHsOqpN5bJRcXP465LfcuM1fyExPr19+4ncr/l06xtnJSPfZ7U28+TSm7jxmr+QnJjOiRAr\nX1R4XgW2zIRhLL1Wuy/kjY2NBAQEUF1d3V7dKioqSrN4hGdQyr5EyXlV6zA8xudlE9iyb+gN1fLx\n8SE+6kqszT5ah+I0fv5GrvtlMiZZnX3ASc+IcBm1/qQkIhoa6J4RaCspu3r1Gqoqn2Nm1g0dEpFv\nncrbz8NPzickOIKrr7yXmKhR3xzrYMnfrqWyqrD9WHOkji+KPC8RAfgqv4bPTlRw8egITa5/xRVX\nUFdXh9Vq5c9//rMkIqJbqq0B5fS/tA7Do0waaWPLPq2jGHijEmZiqR08iQiAwVfPv74u4uYZCVqH\nMuRIz4hwCVVVcOxfDI0FWocyZG0+M54vDlYP+HXTRs2nukLlpdfu5rqr/sSI6JT215pbGtHpdPh4\n+3M4extvrX+Uhx/4d4fjm5rNvPTa3fxi4YN8oLq2Lr6rRQR6s+7WTHxN0tIm3J/j+D9QK2R9mN5Q\n9T7836YwWqxDZ72KlOQJ2Bsnd7+jh/D2NVAW7OCd4jIMOh3//OVURoUHaB3WkCIT2IVLqGVfSCKi\nMb0GPSMJ8Sk0NwTi5xvE6FHTOHp8e4fXfX0C8PFuq+Q0Ie0iHA47jY0d1wzx8w1iwqTzeXXrhwMW\nt6tUNLSy4mv5HAj3p5pzJRHpA53SwkXpQ6cs7LBhYShNE7rf0QPodOAd48Wa1greKS4DwKGqPLVF\nSpIPNElGhNOpdgtK/jtahzHkGVy4wFVnmpubUa0JAFitLRzL2UVURGKHferNlXzbGZtXcAhVVfD3\nD6GhsYam5rZ1NLx87WzZvxVTuGctoHUu/9xdSJm5pfsdhdCQ4/RarUPwWOkxrVqHMCAMBgNRwy5C\nUTx/hH/AMC/2BzXzQmERNT8ojrK3qI7Nx8s1imxo8vx/UcLtKPnvga1B6zCGvO5WYHe2oMAwHn3y\nThRFQVUVpkycQ/q4WWzb2fYl56ILrmPfwU1s27kWvd6AycuH2296Cp1OR725khVrHkBVFRqw4z9u\nBiFp5w/sG3CRVrvCC9tO8fAV47QORYhOKdUHwCytwX0VrOTj6x1Oc+vgHqo1JiWLplrPHr5k8tZT\nM0zlteIilC4mKTz3RS4zR4VjMkqb/UCQOSPCqdSmMhx7HwB1cN+UPcH2ynQ+3l05INfS6XSMSbya\nFkvfStlCW/KUE2pla7lnTljvig54/RfnMS5aykYK96KqCo59f5YFDvtpIO+3WoiLTUbfegG6Ae5x\ndybfGBNrK8qoaLH2aP8/XprKtZNHujgqATJMSziZUviBJCJuwjCAn+6kxLH9SkQAGiJ1gzIRAVCB\nZV+e0joMIc6iVuySRMQJJsQM3qGYAQEB+OimemwiEhDqRXZoK0sLC3uciACs+E8BNsfQXENmoEky\nIpxGbS5HrfxK6zDENwZqmJZer8eL/g1BMo3wYk3R4F4B9+uCWo6WmrUOQ4h2qmJHyX9X6zAGhSBH\nPv4+g2/ku06nI2HELGytJq1D6TUvLz2tMXqerypmZ2Vt9wf8QHlDKx8eGdzPJXcx+D45QjNK4Qbp\nFXEjAzWBPSkhjVZL30vwBkSYeL6wyIkRua83/lPAk/MGRyUa4fnU0s+gdegt2OcKOsXKrImhfPSf\nwTVUa3TKFCx131ULa2o2s3LtXygpy0WHjpuvf5ikhO8Wdz1w5DM+/PdSdDoder2Rn8+7j1FJU9pf\nVxQHjz7zc0KCI7tc/La//KNMrKsp50xh/4oLrPhPAVdOiMY40JMwhxhJRoRTqC1VUhbSzQxELqLX\n6zEqY+lrCuofbOTNqlLsQ2Tq2hcnK8mrtpA43F/rUMQQpyp2lKKPtA5jUBkf1cxg+o1GRsZgNY/p\nsO2t9x5l3JgL+c2v/o7dbsVq6zg8bUzKdCaOm41Op6O45ASvvPl7Hrp/Q/vrn21bSVREEi2tFpfE\n7B9s5KCxia3flOrtr5L6FjYeLePKCTF9Psdzzz3Hiy++SEZGBqtWrXJKXFp544032LNnD88//7xT\nzyupnnAKpUh6RdzNQMwZSU6aQGtz33pFTN56PrbVnlVWcTBTaWtpE0JrasUusNZpHcagEmDPJ9DP\nS+swnMJkMhHql4WqfvcgaW5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QvdDXOSOhocNoqovuch/vGC9WFWpXOWuwKjW3kF/jXg9b\n4blU8wmtQxDfMLUWERfpP6DXHDYsDKVpvEuvERhh4gsfM68UFtNk73sDWM3+LYSOn4F3aFvi9P2F\naa11ldQf/w9h037S73hdYYeU+O03SUZEj6j18lDzNH1NRkZETkFVz31rcIfKWYPZV3nS2yT6T22t\nhVb5t+ROZo4fuGTEaDQSFXoRiuKaATA+fgYqIhWeKSns4SK3OnL+cS/Zzy6k8qsNZ73aUlWMvbmB\n4y/9N9nPLqRq76b214o+fIGRP7kD3KzoyLe+LpDPWX/JMC3RI2q9DNHyNH1Z9HDYsDAstVHnfN3Z\nlbPE2b4uqOX6KdqtjiwGB9Wcq3UI4gcSA6sG7FqjR11AU22A08+r04Mh2os3z5RgNve8rO2YRX/H\nFByOrbGWnFf+iE9EHIFJ6e2vq4qDpjMnSb3jSRSblePP30VA3FhaKosxBoTiPzIV8yn3rAyXXWrW\nOgSPJ8mI6BHpGfE8fWlDiomYgqW28yO9THo2O+qobrX1LzDRpewyebCJ/lMbTmkdgvgBk/UMidEp\n5JW6tuhHXFwylpp4p3ckBIaZ2NJay6GChl4fawoOB9qGX4WMuxBL0fEOyYgpOByjXxAGky8Gky+B\nSRNoKj1N05mT1GXvpP74f1BsVpTWJk6vWULSDQ847X31V02TjdL6ZqKD3WNxS08kyYjolmpvhsZC\nrcMQvaSjd+N3w8IiaKyJ6PQBptNDTmALx6RylstVW6xUNrYSHuCtdSjCg0nPiHu6aJyvS5ORgIAA\nvNVp2J2YiXj7GigPdvBqcd++BziszaCoGHz8cFibMZ/cQ8ylN3XYJyTtAgrfX4rqcKA4bDQWHidy\nxjUMS5/JyB/fDrRV2yr/4i23SkS+dbSsQZKRfpBkRHRLbciDXn6xFdrr7ZyRqLBz94o0RerZUiTj\nYgfK8fIGSUZEn6mKHRrztQ5DdCIhwHVDtXQ6HQkxs7DUO2fhVJ0OTNFerCkro6a47z3i9oZact98\nEGgbjjVs0iUEj55Gxa4PAYg4/6f4RsYTnDqVo8/cDjo94dN+gm9UolPex0A4WmrmUinL3mey6KHo\nlnJmE8qpVVqHIXqpxRTPI+utPdo3IiIaf92POn3NJ8bE84XSMzaQ7rggkV9nec6DWLgXteE0jv0P\naR2GOIc3DqaSe6b3Q526Myb1PFrr05xyroBhXuxwmNld3feFcwczH6OeUYF6kmkgyVzMeK8m0u+6\nR+uwPJb0jIhuqVLS1yP1ZgJ7ROhkLHVnbw8MN7G0uMiJUYlzifL3IsnbTqK9hvH5FSDJiOgjtaFA\n6xBEF2ak+Tg9GYmMjMFqHtPv85i89dQOU3mtuAipU9Im0GRglD8kK/Uk1RcSV3iIyPxDGBR7+z76\noBCQZKTPJBkR3VItZ7QOQfRBT4dpRUWNwFIXdtZ2qZzlGt4GPQmBBpL0FhIs5cRX5DDy9H786iva\n9zHGxMKC6zWMUngytUnu2e4s3r+CvpUY6ZzJZCLUL4vWpv6t1uAbbeKtqjLKi3rWoz4YhfoaSfV1\nkGyvJaEmj/j8A4QXH+v2OMVch6OmCsOws5+lonuSjIjuNcvidh5J7dk8n7Dgs3tFvq2cVSWVs/ol\nzNdIsq9Cor2W+PoiYouPEpl3sEOLWmfsZWdQWlvQe/sMUKRiUJHebLdmtJaRGptKTpFzekdSky7C\nUtv3ydMBIV7s1jWyo6jMKfF4iih/L0Z520i2VpFQdYr4vH2ElOf1+Xy2/FxJRvpIkhHRJdVqBpvz\nx7YK1+tJz0hMdCyWumEdj9NJ5azeMup1JAQaSTY0E99cTnzFKUbm7yOwuo9fChUFe3E+puT+D7sQ\nQ4/aJA1I7m7GWB+nJCPJSWlYamP6dKyXl57GcHijuHhQ94DrgJGBXqR4tZLUUkFCRQ5xp/YQUOvc\n5Muan4tPRqZTzzlUSDIiuiYtbB6rrbRv10MBhgVOwvKD+YnN0Xq2FErlrHMJ9TGS7KeQ6DATby4i\n7kw2UXn7MdqcO7TBVnC618lIfn4+V1xxBUeOHOnzdbdu3cpTTz3Fhg1nr5KstV/96ldcccUVXHPN\nNVqH4rZURytYa7UOQ3Qj1q8c6N+wqpCQUHStk/p0rH+UiXdryykqbO1XDO7G8E3D0ChDM0mWUuLL\njxN3cg8+Ftd/JuyFvV/bR+7ZbSQZEV2SsceeTKWrZGTkiAQs9aEdtvnEmHhVKmcBbQ+1uAAjScYW\nElqqiK86xcj8/YRUDMzkYHtx/oBcx5lUVUVVVfT6/n3JEv3QUgm9LOstBp7RWs7Y+NEcK+jbIqd6\nvZ4RYTNpaujd1zj/ICOHvJr4vNjzh2R5G/QkBepJ1llIaigmoTSbEbn78Gq1aBKPvcLzfqfucs+W\nZER0SW32vA+XaNPWM3LuG0yw30SavvccHMqVs4K8DST7QaJqJqHhDLFnjhGTd0CzhxqAvaqi+506\nO4pPvAwAACAASURBVM5uZ8GCBezbt49x48bx5ptv8tRTT/Hhhx/S3NzMBRdcwMsvv4xOpyM3N5eF\nCxdSWVmJwWDg7bff7nCu3bt3c8cdd7Bu3TqCgoK48cYbKSkp4fzzz2fz5s3s3buXxsZG5syZw/Tp\n09m7dy8bN25k586dLFmyBFVVmTt3Lo8//jjQtiBbY2Pb8L9169axYcMG3njjDX71q18RFBTEnj17\nKCsr44knnuCaa65BVVXuuusuNm/eTGxsLCaTqX+/1CFAbS7XOgTRQxeO8eZYH9s2xqSeT1NtUI/3\nNxh12CL1vFR8hlaH5yWrfl56RgXoGaWaSawvIr74MNGn92NwuM+8Rkdl3z57cs+WZER0x9pJvVfh\nGbqYwB4Xm0STObj9Z7/AoVE5S6+DkQFeJHlZSWytIq76NLEFBxlW6n6rVTuq+5aMnDhxguXLl5OV\nlcWtt97KsmXLuPPOO/nLX/4CwE033cSGDRv46U9/yoIFC7j//vuZP38+LS0tKIpCUVFbQrpz507u\nuusu3n//feLi4rjzzju5+OKL+Z//+R8+/vhjli9f3n7NkydPsmLFCjIzMykpKeG+++5j7969hIaG\nctlll7F+/XrmzZvXZdylpaVs376d48ePc+WVV3LNNdfw3nvvceLECbKzsykvLyctLY1bb721T7+X\nIaOlb/9uxMAb6VtKX76GjRyRQHNtUo/3D4g08aG5ilMFTb2+lhaCfQyk+KkkOepIrM0noeAQEYWH\n0bn5sniO6r4lI3LPlmREdEO19q0LWWivqwnsAd7pNH8zxcHLpOdTZfBVzvI3GUj215FIAwkNJcSV\nnWDEqb2Ymj2jIIOjurJPx8XGxpKVlQXAL37xC5577jkSExN54oknaGpqoqamhnHjxjFr1izOnDnD\n/PnzAfDx+a5y17Fjx7jjjjvYtGkTMTFtk2O3b9/Oe++9B8Dll19OaOh3Q/zi4+PJzGybuLl7925m\nzZpFeHg4AAsWLGDbtm3dPtjmzZuHXq8nLS2N8vK2h/q2bdu44YYbMBgMxMTEcPHFF/fpdzKUqNKA\n5DEM1krGJ43hyOmeLyzo5+eHnyETm7370sC+AUZO+rby8Rn3HXob7mdklI+DZFs1iTV5xOXtY3jJ\nSa3D6hO1tRWHuQ5DUEivjpN7tiQjojtWWX3Vc3XeMxIfl0JzQ1v3vk4HJ4NayS7z3MpZOiAmwIsk\nk41EWzXxNfnEFhxi+Jnjbt+S1hVHH4dp6XS6s35etGgRe/bsITY2lsWLF9PS0tLlOaKjo2lpaWH/\n/v3tD7au+Pv79zq2H8bg7e3d/nfVg/+/ac7qGcm2aHNBqhdHTvd8/6TYWVjquh76otfrUKMNLD9T\nQlNdz0q8D4SYAC9STFZiG8+w7IkHoLmBepuV1KhQrkrteJ9RVZUHs4v4vNKMr0HP0+kJTAj2A+CC\nzw/jb9Bj0Okw6HR8dOFYLd5OpxyV5b1ORuSe3d9SDmLws0nPiMfqZJiWTqfD32tC+8/N0Xo+Lase\nyKj6xceoJy3EyBWhrdxpyueJ2k089cWDVPzvT/jw/81l6b03s++fzxFWfKxDImK2ObhlTy5zvszm\nkm1Heauoqv215XnlXLrtKJdsO8qr/5+9O4+Pqr73P/76nslk3wjZyM4OAWQVZAfXAmoRrNaqLSpW\nBbWLu9WrV7yt5WdbW6u3ra3aKnVDigW74FVQQVSsaBUXdhK2sIbs28z5/TGYiqwJk3xnJu/n45FH\nQubMOe8Z4znzOd9tU+j0t3drq/HXtrxbRUlJCStXrgTgz3/+M2PGjAEgPT2dqqoq5s+fD0BSUhJ5\neXksXLgQgPr6empqAsdLTU3l5Zdf5o477mDZsmUAjB49mueffx6AJUuWsH//kWenGT58OK+//jp7\n9uzB5/PxzDPPMH78eACysrL49NNP8fv9zXfsjmXcuHE899xz+Hw+duzYwdKlS1v8fnQ4TeF7Y6Ej\nyo098Rkre/cccsQFar8sKTOaN+IqeWzLVmqa7BQijoGiZC9npvn4btx2fnxgKU+/P5dfL/4B31tw\nGxf885e81D+D/xvZk3+MKeb13Qd4f/+hf7dLd1ewuaaeN8b344H+Bfzo40MH1zx3Wm/+MbY4pAoR\nAF95y2ei1DlbLSNyDK6/CZrCo4+pHO5I3bQKC3tRW5UIhP7MWdkJXrrFNNG1aR+F+7aQX/oxGaVr\ncPy+Q7Yrq2vkrr75DEiJp6rJx5TlnzI2PZleSf9ZBOxPW3bRMzGWJ4b1YG99IxPeWMPU3DQ2Vdfz\nTOkeFo3ui9cYLl+1jjMzUyhKCI3FBv0V5Thx8S16Tu/evXnkkUe48sorKS4u5rrrrmP//v3079+f\n7OxsTj311OZtn3rqKa655hr+67/+C6/Xe8hgyKysLBYvXsykSZN4/PHHueeee7jkkkt46qmnGDly\nJNnZ2SQlJTUPbvxCly5deOCBB5g4cWLzYMivf/3rADzwwAOce+65ZGRkMGzYsMOe+1UXXHABr732\nGsXFxRQUFDBy5MgWvRcdkat1ocKKp2EvA3v05cP1x+5el5GRRWNV8VEfj433UJLUyO/buUuW12Po\nmhhFd6ea7tU7KNzxKXkb3iOm5ug3Mo0xJER5AGhyXZpc97DWgSVl5UzP7YwxhiGdEqlo8lFW10hW\nrLdNX8/J8h9o+RTCOmeDcdUeLkfh1u/D984PbMeQVnI9Cdy96D+zrRhj6Nt1GrXVCSRlRPPrslIa\nQ2DAeozHoSjJQzenmqLqMgp3rSVv42riD7Sum9JV763nO4WZjMv4z2v/9fod7Khr5P5++ZTWNnDp\nu+t4fXw//raznNd3H+D/nVIEwC/X7SDaMVzXPTsYL+2kZT30FNE9Q+POX319PR6Ph6ioKFauXMl1\n113HBx98YDuWfEXTuzcfnN5XwsVWdwC/+fueoz7u9XrpkX8+ddWHd60xDniyvfx5+3YqmnxHeHbw\nxEY5dE906GEq6VaxlYJta8jZ8D7exmN3IToSn+syZfmnbK6p59uFGdzZJ++Qx2esWs+s7tkMTwvc\nPPvmO2u5o3cuA1MTGL30I5KiPDjGcGlBOpcWZATl9QVD6tU/JGnqt2zHAMLrnK2WETk6DV4Pc4c2\n0Xct6kNtdULzzFk2CpH0uCi6x/np2rSfwgOl5G9dQ9amD/H4m4Ky/9KaetZU1DA49dCL9oyiTK56\nbz3DXvs31U1+HhncDccYeifF8v8+38b+hiZiPQ5Ldx/glJSWtUS0JV9F6AxGLikp4aKLLsLv9xMd\nHc1jjz1mO5IciVpGwk5O9DYg5qiP9+4+lur9hxciSenRvFa/nw9Lgv/fPDHaQ88E6O4/QNcDJRSW\nfhTUc7XHGP4xtpgDjU18918b+Lyylt5fas0+lhdH9iY7Npo99Y1c+u46eiTGMiItKSi5TpavFS0j\nbSWcztkqRuSoXI0XCW9fGjPiOA4x9MPXTjNnRR1cBbe7p5bC2jIKd20gb/P7JO098f7RLVXd5OOa\n9zdyT3E+SV7PIY+9vruC4uR4nh3Riy019Vz67jqGdyqmZ2Ic13XP5tJ31xHvcShOjsMxx5+lpr34\nK0NnAomePXuyevVq2zHkGFx/I/hafpda7HIa9zG0VzH/Wnv4B9miot5U7z+01SAmzkNZio8/bC0J\nyvKWneKi6Bnnp3vTPrru20zBlg/I+Mq4u7aS4o1iZOcklu0+cEgxkh3rZUddQ/O/d9Y1kB0bffCx\nwPf0GC/nZKXyQXl1yBQj/hC6gRRO52wVI3J0/objbyOh60vFSLeiYupr4tnUOfgzZ3WKjaJ7vJ+u\nvgoKK0op2PYJ2ZtWE9XYfn8/jX6Xa97fyAU5aUzK7nTY4y9s3cN13bMxxlCUEEt+fAwbqusYlJrA\nN/PT+WZ+YFDoTz/fRpcQ6pPsr9INAWmBJnuLdMrJGdHD4V9rD/1dcnIK3qYhfNEWYQxEd/HyzM6d\n7NvauhtKWQlR9IxponvDXor2bqBw479ILdt0cuFbaG99I1GOIcUbRZ3Pz5t7KrmuW9Yh25yVlcof\nt+zi/C6dWF1eTVKUh6xYLzVNPvxAYpSHmiYfb+6p4Hs9u7Rr/mPx12gCidZQMSJHd4xF8yT0mYPd\ntBzHIcrfl4ouDv9X0vqZszyOoSAxim5RdRTV7aFwzwbyNq8mdVcrlxAOEtd1ueWjzfRIjOXqr1zQ\nvpATF82KPZWMSEtid30jG6rqKIgPdIvYU99IeoyXbbUN/GPnfhaO6tOe8Y+tMbLWfpE25m/bMQPS\ndrK9WzEmji8aIxzHIT9rPDUVgZsjiWleVvgqWFWy84T2Z4C8JC89vfV0rdtF111rKdjwHon7T+z5\nbWlXfSM//PdmfC74XZdzu3TizKxUntoSGOt0eWEGp2cks3TXAca+/jFxjsODB8f17W4IdOuCwOD3\nqTlpTMhIOdqh2l9TcLqxdTQqRuToXF3YwtrBYrJ71/6Y5GSeKik94acmx3joHg9d3QqKKreRv+1T\ncjZ9gLc+9O68rtpfzYJt++iTFMfX3vwEgFt757Lt4KqOlxdmcGOPLtz0782c9cYaXOCOPrmkRQdO\nf9e8v5H9jU14jWFOvwJSvKFzWnT14VJaQjeQwpbTWM6w3rms+iwwNWyfnsOpKU8lOsZhf5rL41tL\nOdowP49jKEyMomdULd2qd1BU9jn561YRWx064xe+rG9yPH8fc/jMYJcX/mcgujGG+/sXHLZNYXwM\n/xx79FnFbHN9Ome3RuhcdSX06MIW5lyiojzEJvbnka1bj7iFYyAv0Us3bwNd6/dQsHcj+Vs+JG3H\n+nbO2nrD0xIpmTz0mNtkx0Yzb3ivIz724sjebRErOHRhkxbROTucDe8Gqz6DnC751B7oQVxONM/v\n3klZ6X+6vEZ7DN2SPPQw1XSt2kbR9k/IW/+vkLxR1CHpnN0qKkbk6NQyEva69RjAvD0VNPpdEqI9\ndE8wdKWSosrtFOz8nNwN/yK6VrPvhCq1jEiLaKb+sJbl3UpcXBrpaWNY5Wvk/R176JHoMCqmhq4H\nSina9jFdNryPx6fumyFL5+xWUTEiR6eWkbA3tFs9Ixo+Ia1mH4k1+//zYSUByHZg0KnHfL7Y5e3a\n2XYECSs6Z4czp/EAV55ZTHnde4yv3Uty7L7/XIcTgdwEGD7WakY5Nicl13aEsKRiRI5OLSNhrx+v\nQTSBr1TbaaSlnGzHdgQJJ7qBFPa6+FbSxQt4geTjbS2hxqSm244QlnSlk6PThU3ELqNTtLSAztki\ndumc3Sp61+TojBrORKzShU1aQn8vInbp/8FW0bsmRxcVd/xtRKQNhc5q8BIGPDpni1hlPLYThCUV\nI3J0KkZE7IqKt51Awon+XkTs0v+DrXLMfjiu67J7924atQpwu/J6vWRkZGCM3buiRnfZROzyJtpO\nIOHEE0ugNU1T/IpYEaVzdmscsxjZvXs3TU1NREdHt1ceARobG9m9ezeZmZl2g6jCF7HK6MImLWCM\nCRQkvlrbUUQ6JKPPTa1yzG5ajY2NeL3e9soiB3m93tBojVLLiIhdahmRllL3WhF7dM5uFY0ZkaNT\nhS9il1pGpKV0E0nEnqgE2wnCUsgXIyUlJYwbN+6k9rFixQouvfTSICUKrhtuuIFFixbZjnFkzf2P\nRcQK3WWTllLLiIg9KkZapUULSdTNmBTUg8c++feg7q8tuK6L67o4TsjXbUFnjAl8GGqstB1FpOPx\nxGIcrfUjLWOiUzV8XcQS41Ux0hph8Qm7qamJa6+9ltGjR3PllVdSU1PDgw8+yNlnn824ceO46aab\ncN3A6Xfjxo1Mnz6dCRMmcMYZZ7Bp06ZD9rV69WpOP/10Nm3axJ49e7jwwgsZO3YsP/jBDxgyZAh7\n9+6lpKSEkSNHMnv2bMaNG8e2bdtYsGAB48ePZ9y4cdx3333N+ysqKmr+edGiRdxwww1AoMXjzjvv\nZPLkyQwbNqy59cN1XW6//XZGjhzJ9OnT2bNnTxu/eycpNsN2ApGOSV20pDV0zhaxx5tiO0FYCoti\nZP369VxxxRWsWLGCpKQknnjiCa666iqWLFnCG2+8QW1tLUuWLAFg1qxZXHnllSxbtoyXX36ZrKys\n5v28++673HLLLfzpT3+ia9euPPjgg4wdO5Y333yT8847j61btzZvu3HjRq644grefPNNvF4vc+bM\n4cUXX+S1117jgw8+4G9/+9txc5eVlbF48WLmzZvHnDlzAHj55ZdZv349y5cv55FHHmHVqlVBfreC\ny+jCJmJHTCfbCSQMmdh02xFEOibj1Xm7lcKiGMnNzWXEiBEAXHjhhbzzzjssX76cr33ta4wfP57l\ny5fz+eefU1VVxY4dO5gyZQoAsbGxxMcHBmGvXbuWm2++maeffpq8vDwA3nnnHaZOnQrA6aefTmpq\navMx8/PzGTZsGBBoTRk1ahTp6elERUUxffp0Vq5cedzckyZNwnEcevfuze7duwF4++23mTZtGh6P\nh+zsbMaMGROkd6mNqBgRscLEZduOIOFI52wRO2LTMSYsPlaHnLDokPzVxf+MMdx222288sor5Obm\nMnfuXOrq6o65j6ysLOrr6/noo4/Izj7+Rf6LIqYl2b6aISYmpvnnL7qRhRsTm6H+xyIWqBiR1jAx\nahkRscHEZR1/IzmisCjhtm7d2tydacGCBc2tJGlpaVRVVbF48WIAEhMTycnJae5CVV9fT01NDQAp\nKSnMmzeP+++/nxUrVgAwfPhwXnrpJQCWLl1KeXn5EY8/ZMgQVq5cyd69e/H5fCxYsIBRo0YBkJGR\nwdq1a/H7/SfUdeu0005j4cKF+Hw+ysrKmrOErFjLCy+KdFTxKkakFdRNS8SOOH1eaq2waBnp0aMH\njz/+ON///vfp1asXM2bM4MCBA4wbN47MzEwGDRrUvO0jjzzCzTffzE9/+lO8Xi+///3vmx/LzMxk\n3rx5XHLJJTz00EPcfPPNXHvttcyfP59hw4aRmZlJYmIi1dXVhxw/KyuLu+66i2nTpuG6LmeeeSaT\nJgVmFrv77ru59NJLSU9PZ+DAgYc996umTJnC8uXLGTNmDLm5uc1dwUKViVOTv4gNahmR1jCeGPAm\nQ2OF7SgiHYrRzdtWM+4x+g9t27aN6Ojo9szTrurr6/F4PERFRbFq1SpuvfVWli5dajsWAA0NDeTm\n5tqOgev68S2fCa7PdhSRDsTgGfM7jBO5519pO00fzIGK9bZjiHQoTv8f4qQNtB0jLIVFy0hb2bZt\nGzNnzsTv9xMdHc3Pf/5z25FCjjFOYEBk7U7bUUQ6jpjOKkSk1UxCPq6KEZF2ZWI1ZqS1OnQx0q1b\nN1577TXbMUKeSSzAVTEi0m40EFJOhkks0sQjIu3JE6sxIychLAawi10msch2BJGOJSHfdgIJYzpn\ni7SzxCJN63sS9M7J8SUW2k4g0qGY5B62I0g4S8gD06E7Poi0K5PU1XaEsKZiRI5Ld9lE2pdJ7m47\ngoQx40RBgv0JUEQ6CpPUzXaEsKZiRI7LeBNBA7NE2kdMZ0xMmu0UEuZ0E0mk/ahl5OSEfDHy2GOP\nMXr0aK699lrbUU7as88+y+233247RqvoTq1I+1AXLQkGo+61Iu3Dm4SJ1ZpsJ6NFnUonP/lRUA/+\ntxkDjrvNE088wfz588nJyTnutk1NTURFnVw/WZ/Ph8fjOal9RCKT3AN311u2Y4hEPBUjEgwmuaft\nCCIdgrponbyQbhm5+eab2bJlC5dccgmPPvoo3/72txk/fjyTJk1izZo1AMydO5dZs2YxZcoUZs+e\njc/n49577+Xss89m/Pjx/PGPfwTA7/dz6623MmrUKC688EIuueQSFi1aBMDQoUO57777OOOMM/jr\nX//KRx99xKRJkxg/fjzf+c53KC8vB2Dq1Kl88MEHAOzdu5ehQ4cCgRaPGTNmcPHFFzNixAj++7//\nu/k1PPPMM5x22mmcc845vPvuu+323gWbLmwi7UPFiARFQj54U2ynEIl4Jkk9R05WSBcjDz74INnZ\n2SxYsIDS0lIGDBjA66+/zp133sn111/fvN3atWuZP38+v/3tb5k3bx7JycksWbKEJUuW8PTTT7Nl\nyxZefvllSktLWb58OY888gjvvffeIcfq1KkTr776KhdccAHXX389d999N6+//jp9+/blwQcfPG7W\njz/+mMcee4zXX3+dl156iW3btlFWVsbcuXNZvHgxixYt4vPPPw/6e9RuEvIhWhc2kTblRENCge0U\nEgGMMZhOxbZjiEQ8k3b8Xj5ybGEz998777zD448/DsDYsWPZv38/lZWVAJxzzjnExcUBsGzZMj75\n5JPmVo/Kyko2btzIO++8w/nnn4/jOGRlZTF69OhD9j916lQAKioqqKioYNSoUQBcfPHFzJw587j5\nxo0bR3JyMgC9evWitLSUffv2MWrUKNLT05uPsWHDhpN9K6wIXNgG4JYttx1FJGKZ5B6BmZBEgsCk\n9sfdtdJ2DJHI5U2CRA1eP1kRcdWLj49v/tl1XX784x9z+umnH7LNq6++esL7OBqPx4Pf7wegvr7+\nkMeio6MP2c7n8x13f+HGpJ2iYkSkDZnOg21HkAiilhGRtmVS+2OMsR0j7IV0N60vO+2003jxxRcB\nWLFiBWlpaSQlJR223cSJE3nyySdpbGwEYMOGDVRXVzN8+HAWL16M3+9n165dvPXWkQdjJycnk5KS\nwttvvw3ACy+80NxKUlBQwIcffgjQ3PJyLEOHDmXlypXs27ePxsZG/vrXv7b8hYcQ06k/YfQnIxJ2\nTJqKEQkeE5MG8cef/EVEWkddtIIjbFpGbrnlFr73ve8xfvx44uPjefjhh4+43WWXXUZpaSlnnnkm\nruvSuXNn/vjHP3LuuefyxhtvMGbMGHJychgwYMARixmAhx9+mFtvvZWamhoKCwv51a9+BcCsWbOY\nOXMmTz31FGedddZxM2dlZXHLLbcwefJkUlJS6N+/f+vfgBBgohIguQdUrLUdRSTyxOdi4jQ9pASX\nSe2HW7PddgyRCBTovi4nz7iu6x7twW3bth3S/SjcVVVVkZiYyL59+zjnnHNYvHgxWVmhuZhfQ0MD\nubmht4Kuv2QR/s3zbccQiTgmfwqerhfZjiERxr/vQ/wf/9x2DJHIk1hI1JD7bKeICGHTMhIMl112\nGQcOHKCxsZGbbropZAuRUGbSTgEVIyJB53QeYjuCRCCT2g+iEqCp2nYUkYhiOp1iO0LE6FDFyMKF\nC21HCH8JBRCdBg37bCcRiRzeZNDCWdIGjBOFSR+Ku/MN21FEIoqTOcJ2hIih0cjSIsYYTOZptmOI\nRBSTNhBjdDqWtmEydM4WCaqEPExCvu0UEUNXP2kxJ2v08TcSkRNmMobbjiARzKT21WrsIkHkZI6y\nHSGiqBiRFjMJeZBYaDuGSGSITjs4bbZI2zDGwWQMsx1DJEIYtTYGmYoRaRUnU60jIsFgsseoi5a0\nOUcfnkSCI6U3Jraz7RQRJeKvgA899JDtCBHJZI4E47EdQyTMGZyssbZDSEeQ3BNi0mynEAl7TuZI\n2xEiTotm01rw9O6gHnzaZS1b4Mt1XVzXxXFOvIZ66KGH+P73v9/SaHIcJjoZ06k/7r4PbUcRCVsm\npQ8mLtN2DOkAjDGYrHG4JZpVUqTVTBQm/VTbKSJOyLeMlJSUMHLkSGbPns24ceN4/vnnGT9+POPG\njeO++/6z2MyCBQsO+/2cOXOoq6tj4sSJXHvttbZeQsQyGsguclJMtlpFpP04XcarRVvkJJiMUzHe\nBNsxIk5YrDOyceNGHn74YfLy8pg0aRKvvPIKqampXHTRRfztb39jyJAhzJkz57Df33333fzhD39g\n6dKltl9CRDKdhwRmaGk8YDuKSPjxxOsOm7QrE5OGSRuEu/dftqOIhCUn9xzbESJSyLeMAOTn5zNs\n2DBWr17NqFGjSE9PJyoqiunTp7Ny5cqj/l7alnG8ODln2I5xwj4vOcDQqxY1f6VNeoZfvvBJ8+O/\neG4N3vF/Yk95XYue++H6fYy57m8MmvFXpt7+GhXVDe32miR8mcwRGE+07RjSwZgwOmeLhJTkHpik\nrrZTRKSwaBmJj4+3HUGOwuScAaWLwR/6H8B7F6Twrz+cB4DP56fwwvlMHVsAQOmual5ZtZ2CrCM3\nvx7rudfMXcncWUMZNyibJ15ex8+eXcN/XzW4HV6RhC+Dk/s12yGkA3I69cMfnws122xHEQkrahVp\nO2HRMvKFIUOGsHLlSvbu3YvP52PBggWMGjXqqL8H8Hq9NDY2Wk4euYw3EROGswG99v5OuuUkUZid\nCMDNv17FT64dijEtf+66rRWMHZgFwJmn5vCX10vaLLdEBpM+FBOfbTuGdFBO7lm2I4iEl5jOmHSt\n1dNWwqoYycrK4q677mLatGlMnDiRgQMHMmnSpKP+HuDyyy9nwoQJGsDehpy8c4AT+BQfQp57dRMX\nnxFobv3r8hJy0uMZ2OPEpr388nMBiotS+evyUgDmL91C6a7q4AeWiOLkn2s7gnRgJnM0RCXajiES\nNpycM7QeVBsyruu6R3tw27ZtREerT7MNDQ0N5Obm2o5xwnyfPIy75z3bMU5IQ6OPgunz+fDJ80mK\n93Lm95fw9wfPJCUxmh4Xv8jbv51CemrscZ+blRYHwGdbDvCDX73L3op6zhudz69f/JSyRd9sz5ck\nYcSk9sNzyq22Y0gH59/yEv4tC2zHEAl9TjSeEQ9pFq02FBZjRiT0OXmT8IVJMfKPd7YxuGcaWWlx\nfLRhP5t3VDH0qkUAbN1dw/CrF/PWb6aQ3TnumM/9Qp/CFP7+s0C3h7WlFfxt5db2eSESloxaRSQE\nmNyzYdsSaKqyHUUkpJkup6sQaWMqRiQoTHIPSO4FFWttRzmu517d3NzNakD3Tmx/6aLmx47XMvLl\n535h1/5aMjvF4fe7/PhP/+a75/dqu/AS3pK64XQqtp1CBBMVh5M3Cf/mF2xHOSnllQ1c8//e8lsk\nhgAAIABJREFUYs2mcgyG3902ivhYD7N/9jZVtU0UZSfyp7vHkJxweC+Ph57/hCdeXocxhv5dU/n9\n7aOJjfEwf+lm5jz5IZ9uOcBbv5nMsD7pFl6ZhARPLE7+FNspIp46wEnQeIqm245wXNW1jfzfe9u5\nYFzBcbfdvqeG82599bjPffbVzRRf+hf6X76QnPQ4ZkzuEfTcEhl0UZNQYnLPBG+S7Rgn5QcPv8vZ\nw3P5+Kmp/Ovxc+lbmMI1c1fy42uG8MGT5/P1sfn87Nk1hz1v2+4aHnnxM97+3RQ+ePJ8fH6X517b\nBEC/rqk8P2dC88Qk0nGZ3LMx0cm2Y0Q8tYxI0JjUPoEFtfZ9YDvKUSXEeY85nmP9c/8pqHLS41k0\n9z9z8h/tuTde2JcbL+wb3KASeRIKMJ2H2k4h0sx4YnHyJuPf9JztKK1yoKqB5R/u4vE7RgMQ7fUQ\n7fUcNsPhlJv/74jTrTf5/NTW+/B6HGrqm8hJDywj0Lcotf1ehISuqAScvEm2U3QIahmRoHK6fgP9\nWYkczun+LcyJzB0t0o5MzhngTbEdo1U27agiPTWGqx54i2FXLeK7c9+iurbxhGY4zM2I5wff7Ee3\ni14kf9oLJCdEc9apOe39EiSEOXmTMFFa56496FOjBJVJyMNkj7EdQySkmM6DcVLVeiahx3hiwrb7\nYJPPz+p1+7jm67147w/nkRAbxdw/f8xjt43iNws/Z/jVi6mqbSTae/hHnf2V9SxaXsq6Z6dRsuAb\n1NQ1MW/JRguvQkKSNyUwyYO0i5AuRg4cOMDjjz9uO4a0kFN4ATiaEloEAOPB6aqpniV0mZwzIC78\nFuHMy0ggLyOeEcUZAEwfX8jqtfuaZzh897FzufiMrnTLOXxczKvv7aCoSyIZqbF4oxymji1g5ce7\n2vslSIhyCs7FeGJsx+gwWjRm5Gc/+1lQD37TTTcd8/EDBw7w5JNPcuWVVwb1uNK2TEwaJvds3NLF\ntqOIWGdyztBq6xLSjBOF0/0y/B8/aDtKi2R3jiMvI4HPSw7QuyCF197fQd+ilBOa4TA/K4F3P9lN\nTV0TcTEeXnt/B0N7d7bwKiTkxHXBdDnddooOJaQHsN9///1s3ryZiRMnMn78eABee+01jDH84Ac/\nYOrUqaxYsYKf/vSnJCYmsmnTJkaPHs3cuXNxnEMbfUpKSpg9ezY1NTUA/OQnP2H48OHHfH5RURGX\nX345y5YtIzMzk9/+9rekp2uKvxPh5J+Lb+fr0FhpO4qIPVEJOAVft51C5LictAG4nYfg7n3fdpQW\neeh7w/n2/ctpaPTRLSeJ398+iqf+uZHf/OUzAKaOK2ie4XD7nhqumbuSRXPPYERxBtPGFzL86sVE\neRwG9kjj6vMCRcvCN0r4/q/eZXd5HV+//TUG9ujE3x48y9prlPbl9LgM44T0x+OI06IV2Nu7ZaSk\npITLLruMN954g0WLFvHHP/6R5557jr1793LOOefwj3/8g/Xr1/PNb36TN998k/z8fC6++GK+853v\ncN555x2yr5qaGhzHITY2lo0bN3LNNdfwyiuvsGLFiqM+PzMzk0cffZQLL7yQBx98kD179vDAAw8E\n9T04mnBbgf1I/DvfwL/2D7ZjiFjjdPsWTt45tmOInBC3bje+9+4Ef4PtKCJWmPRheIpvsB2jwwnp\nMSNf9u677zJt2jQ8Hg+ZmZmMHDmS1atXAzB48GCKiorweDxMmzaNd95557DnNzU18cMf/pDx48dz\n1VVXsXbtfxbnO9rzHcdh6tSpAFx44YVH3K8cnZM9DpPaz3YMETvicwJ98UXChInNCNvB7CInzYnB\n6fYt2yk6pLApRo7lq9NlGmN4+eWXmThxIhMnTuSDDz7gN7/5DRkZGSxdupRXXnmFhoaGYz7/RI4j\nx+f0nKHB7NIBGTw9r1RTv4Qdkz8ZYjNsxxBpd07RNEysxg3ZENLFSGJiIlVVVQCMGDGChQsX4vP5\n2LNnD2+//TaDBwcWMVq9ejVbtmzB7/ezcOFChg8fzpQpU1i6dClLly5l0KBBVFZWkpWVheM4vPDC\nC/h8vubjHOn5AH6/n0WLFgGwYMECRowY0c7vQPgzcZk4RdNsxxBpVybnTExKT9sxRFrMONE4PS63\nHUOkfSUWaipfi0K6GElLS2P48OGMGzeO9957j+LiYiZOnMj06dP5r//6L7KyAiusDho0iDvuuIPR\no0dTUFDAlCmHNzNfccUVPPfcc0yYMIF169YRH/+fhWyO9vz4+Hjef/99xo0bx/Lly487xkWOzOSe\nA4ldbccQaR8x6QcX/xQJT07aQEz2eNsxRNqH8QRask1IfySOaC0awB6KVqxYwaOPPsq8efOC/vyi\noiI2b958kglbJxIGsH+ZW1WCb/W94PqOu61I+DI4p9ymBQ4l7Lm+Onz/ugvqdtuOItKmnKILcQrO\nO/6G0mZUBkq7MIkFmLzJtmOItCmTc6YKEYkIxhOLp/d3AY2VlAiW3AujSRusC/uWkUgVaS0jAK6/\nCd+H/wOVG21HEQm+uC54htyH8eicKZHDt+l53NKXbccQCT5PPJ6h92vQeghQy4i0G+NE4ek7C6IS\nbEcRCS4ThafPd1WISMRxCqdBQoHtGCJB5/T8tgqREKFiRNqVic3A6TXTdgyRoHK6X4pJ6mY7hkjQ\nGScKT59rwPHajiISNCZzJE7mSNsx5CAVI9LunPQhgRm2RCKAyRyNk3O67RgibcYk5OH0mGE7hkhw\nxKTj9PiO7RTyJSpGxAqn60WQ1N12DJGTk1AQWNhTJMI52WMwOWfZjiFycpxoPP2+h4mKs51EvkTF\niFgRGD8yW+NHJHxFxeMpvl7jRKTDcLpfAim9bccQaSWD0/u7mESNgQo1US3ZuNOnNwf14Pv7PhjU\n/Ul4MbGdcfpcg//jhwC/7TgiLXDwohaXZTuISLsxxoOn7/X4Vt8D9ftsxxFpEVNwPk7GqbZjyBGE\nfMtISUkJo0eP5oc//CFjx47lG9/4BrW1tTz11FOcffbZTJgwgSuuuIKamhoAbrjhBu68804mT57M\nsGHDWLRokeVXIMfipA3E6XGZ7RgiLWLyz8XpPNh2DJF2Z6KT8RTfqAHtElZM5yE4hRfYjiFHEfLF\nCMDGjRu54oorePPNN0lJSWHx4sVMmTKFJUuWsGzZMnr16sWf//zn5u3LyspYvHgx8+bNY86cORaT\ny4lwcs7A5E2yHUPkhJiMEThF023HELHGJHXVgHYJHwl5OH2uwRgt4BmqWtRNy5aCggIGDBgAwCmn\nnEJpaSmfffYZP/nJT6ioqKC6upoJEyY0bz9p0iQcx6F3797s3r3bUmppCafrxfjr9+Luftd2FJGj\nMqn9At2zdFGTDs7JHgP1e/FvWWA7isjReZPwFH8f44m1nUSOISyKkZiYmOafPR4PdXV13HjjjTz5\n5JP079+fZ599lhUrVhxx+2MsMC8hxJhAH3xffTlUrLUdR+RwiYU4xTdgnLA4bYq0Oafw67iNlbjb\nX7EdReRwnjg8/W/CxGXYTiLHERbdtI6kqqqKrKwsGhsbmT9/vu04EgTG8eLp9z2I62I7isihYjPx\n9L9Z00GKfIXT/VJMhhaPkxDjROPp931MUlfbSeQEhG0xcttttzFp0iTOPfdcevbsaTuOBInxJuLp\nfxNEp9iOIhLgTcEz4GZMdLLtJCIhJ9CqPRPTaYDtKCIBxoNTfD0mtY/tJHKCjHuMfkzbtm0jOlpz\n6NvQ0NBAbm6u7RjWuNXb8P37AWissB1FOjJPLJ5T7sAkFdlOIhLSXF89vo/mQsV621GkQzM4fa/D\nyRhhO4i0QNi2jEhkMwm5eE65DbxJtqNIR+WJD/Q3ViEiclzGE4On3w8hQQvKiT1OzxkqRMKQihEJ\nWSYhTwWJ2BGViOeUWzEpvWwnEQkbxpuAZ+DtkNzDdhTpcAxO98twukywHURaQcWIhDSTkI/nlDs0\nhkTaT3QKnoF3aOCjSCuYqAQ8A27FpBbbjiIdhfHg9J6Jk3uW7STSSipGJOSZhFw8A++EmDTbUSTS\nxaThGXgnJiHPdhKRsGU8MTj9f4BJG2Q7ikQ648Xpez1O1hjbSeQkHLMY8Xq9NDY2tlcWOaixsRGv\n12s7RkgxcdmBgiQu23YUiVSxmXgG/gijvzGRk2ac6MC6PBnDbUeRSOWJxRlwE076ENtJ5CQdczYt\n13XZvXu3CpJ25vV6ycjI0CrPR+A2VuH75GE48JntKBJJ4nPxDLgFE9PJdhKRiOK6fvzrnsDd+Ybt\nKBJJvEkHJxhRd9pIcMxiRCQUuf6mwMWtbLntKBIBTNpAnD7XaUFDkTbkL30Z/6YXAH3kkJMUk45n\nwE2Y+BzbSSRINGZEWm3z5s307duXq6++mn79+nH22WdTW1vLY489xqmnnsrAgQOZPn06NTU1AMyY\nMYMbb7yRUaNG0a1bN+bPn9+q4xonCk/vq3GKLgTUeiStZ/Im4/T7vgoRkTbm5E/B6fd98MTajiJh\nzKT0xTPkXhUiEUbFiJyUdevWMXv2bNasWUNqaiovvvgi06ZNY9WqVXz44Yf07duXP/zhD83b79ix\ng+XLl7N48WJuv/32kzq2U3AeTt/Z4GhhTmkh48Xp/V083S7GGJ0GRdqD03kQnkF3Q2yG7SgShkzO\nWTin3ILRdP8RR1dhOSldu3Zl0KDAjClDhw5l8+bNfPzxx4wdO5YBAwYwb9481qxZ07z91KlTcRyH\n4uJiysrKTvr4TsapeE65XVP/yok7OHWvkzXadhKRDsck5OEZfA+k9LEdRcKF8eL0momnx2UY47Gd\nRtqAihE5KTExMc0/ezwempqamDFjBr/+9a/56KOPuOeee6irqzvi9sEarmSSu+MZch8mtV9Q9icR\nLLEIz+B7McndbScR6bCMNykwYUSXibajSKiLTg3cPMoeazuJtCEVIxJ0lZWVdOnShcbGRubNm9cu\nxzTRqTgDbsEp+gbozokcxmByz8Ez6C6M1qsRsc44UXh6zsDpcx14NGZLDmdS+uIZ/N+6edQBRNkO\nIJFnzpw5jBgxgoyMDEaMGEFlZWW7HNcYgyk4F5PaB9+n/wv1e9rluBLiolNxel+N06m/7SQi8hVO\n5mmYpK6Bc3bVJttxJBQYL07X6Zjcr2mJgw5CU/tKRHKbagLT/+5+13YUsch0HorT60qMN9F2FBE5\nBtffhH/LQtzSxWj63w4sPg9Pn2swiQW2k0g7UjEiEc2/Yxn+DX8Gf73tKNKenBic7t/C6TLBdhIR\naQH3wFp8n/1WLdsdjsHkno3T9RsYx2s7jLQzFSMS8dy6vfjX/wl33we2o0h7SOqOp893MXHZtpOI\nSCu4TbX4N7+Iu/3/UCtJBxCdhtN7Jk4nTULTUakYkQ7Dv+c9/Oufhob9tqNIW4hKDNxVyx6vfsYi\nEcCt3IRv3ZNQtdl2FGkLxhNoDSmcitFimB2aihHpUHTHLRIZTPY4nK4XaWyISIRxXT/u9lfxb34R\nfLW240iwpPTB0+NyTEKe7SQSAlSMSIcUuOP2BFRtsR1FTkZiEZ4e39bUjyIRzq0vx79xniYlCXfR\nKThdv4mTNcp2EgkhKkakw3JdP+7ON/GXLIT6fbbjSEtExeMUXYjpMhFjtFySSFvbvHkzkyZNYsyY\nMbz11lvk5uby0ksv8fTTT/O73/2OhoYGevTowVNPPUV8fDwzZswgOTmZ9957j507dzJ37lwuvPDC\nk87h378G/6YXNA1wuDEeTM4ZOIXTMFFaV0YOpWJEOjzX3xjoBlC6GBrbZ00UaSVPLCbnLJy8SRhv\ngu00Ih3G5s2b6dGjB++99x6DBg3ioosu4vzzz2fSpEl07twZgLvuuousrCxuuOEGZsyYQXV1Nc89\n9xyfffYZ559/PuvXrw9KFtd1cfe8F+i6VbsjKPuUtmIwGcNxiqZpUhE5Ki16KB2ecbyYvK9hssfj\nbvsH/q3/AF+d7VjyZU4MJvdMnLzJGhciYknXrl0ZNGgQAEOHDmXz5s18/PHH3HXXXZSXl1NVVcU5\n55zTvP3UqVNxHIfi4mLKysqClsMYg8k4FZM+FLdsOf4tC6F+b9D2L8Fh0gbiFE3HJBbajiIhTsWI\nyEEmKg5TeAEm50z8JYtxd7wK/kbbsTo2JxqTczpO3hRMdLLtNCIdWkxMTPPPHo+H2tpaZsyYwcKF\nCxk4cCBPPvkky5YtO+L2bdEJwxgHkz0OkzkSd8dS/CWLoLEi6MeRljFpAwMzZCV1sx1FwoSKEZGv\nMN4kPN0vwc2fgrvjVfzbl0LjAduxOhYnBtNlPE7+FEx0qu00InIUlZWVdOnShcbGRubNm0dubm67\nZzCOF5N7NqbLRNyyt/BvWwI1W9s9R4dmPJj0YYEutEldbaeRMKNiROQoTHRyoKUk/zzc3W8HLnCa\nfattxWbg5JwZuNsZFW87jYgcx5w5cxgxYgQZGRmMGDGCykp74+6M4w3cxOgyHv/+j3G3/hN3/0do\nGvc25E3GdJmA02UiJibNdhoJUxrALtICbvln+Lctwd37PrrABYvBdOofmBmr82DNjiUiQePWbA+c\ns8tWgL/BdpzIkViIk3M2JnMExvHaTiNhTsWISCu4dbtxy1bg3/W2ZnNpLW8KJnsMTvZETFyG7TQi\nEsHcphrc3atwd72Fe+BzdDOpFTzxmPShONnjMCm9bKeRCKJiROQkuZWb8O96G3f329BQbjtOaPMm\nYdKHYdKHY1L7qBVERNqdW7cHd9dK/GUrdDPpeBwvJm0QJvM0TNpAtYJIm1AxIhIkruvHPfA57q6V\nuHtWQVON7UihobkAORWT2lcFiIiEjMDNpLdw934IdcGbfjisGQ8mtThQgHQeqkUKpc2pGBFpA66/\nCSo34N+/Bnf/x1C5CfDbjtV+4nMCF7POQ1SAiEhYcGvLcPd9iLvv37gHPutYU7vHpGPSBgTG76UW\nawIRaVcqRkTagdtUjbv/E9zyg8VJ3W7bkYIrLjtQdKT0DXS/ik6xnUhEpNVcXz1u+ae4+/+NW/45\n1GwjosaZeGID5+xO/QNfWh1dLFIxImKBW7sLt3IDbuUm3MpNULU5fGZ68cRCQh4mIR+T3CtwQYvp\nZDuViEibcZtqcas2Q8WGg+fujeEzRtB4ITEPk9gVk9QVk1gUOIerxVpChIoRkRDgun6o3YlbXYpb\nVQrVpbh1u6B+H/jqLKVyID4bc7Dw+KIAISYdY4ylTCIiocGt24tbtQlqy3Brd+LWlkFtmb0ixfEG\nzs9xmRCbEbhhlNQV4nMxjpaVk9ClYkQkxLmN1VC/B7d+L9Ttxa3fB/V7oLEK11cPvnrwH/zuqzvY\nz/kr/1sbT+BC5XjBRAW+e6IDq5tHp0J0p0DrRnRq4HcxnSA6BWM8Vl6ziEi4cn31BwuUssC5u6EC\nGiugsRK3sSowuYmvJvDd38Qxu38ZL3jjwRMPUfGBsRxRCRAVH1hwMDYjMDV6bEbgPK4bRRKGVIyI\nRBjXdQNdvtymwIXMiVJzvIhIiAt8HDv4dfCjmVo0pCNQMSIiIiIiIlbodqmIiIiIiFihYkRERERE\nRKxQMSIiIiIiIlaoGBEREREREStUjIiIiIiIiBUqRkRERERExAoVIyIiIiIiYoWKERERERERsULF\niIiIiIiIWKFiRERERERErFAxIiIiIiIiVqgYERERERERK1SMiIiIiIiIFSpGRERERETEChUjIiIi\nIiJihYoRERERERGxQsWIiIiIiIhYoWJERERERESsUDEiIiIiIiJWqBgRERERERErVIyIiIiIiIgV\nKkZERERERMQKFSMiIiIiImKFihEREREREbFCxYiIiIiIiFihYkRERERERKxQMSIiIiIiIlaoGBER\nEREREStUjIiIiIiIiBUqRkRERERExAoVIyIiIiIiYoWKERERERERsULFiIiIiIiIWKFiRERERERE\nrFAxIiIiIiIiVqgYERERERERK1SMiIiIiIiIFSpGRERERETEChUjIiIiIiJihYoRERERERGxQsWI\niIiIiIhYoWJERERERESsUDEiIiIiIiJWqBgRERERERErVIyIiIiIiIgVKkZERERERMQKFSMiIiIi\nImKFihEREREREbFCxYiIiIiIiFihYkRERERERKxQMSIiIiIiIlaoGBEREREREStUjIiIiIiIiBUq\nRkRERERExAoVIyIiIiIiYoWKERERERERsULFiIiIiIiIWKFiRERERERErFAxIiIiIiIiVqgYERER\nERERK1SMiIiIiIiIFSpGRERERETEChUjIiIiIiJihYoRERERERGxQsWIiIiIiIhYoWJERERERESs\nUDEiIiIiIiJWqBgRkUO89NJLTJ48mezsbOLj4+nXrx+//OUvcV3XdjQREfmK1atXM2HCBLKysoiJ\niaGgoIDrr7+e8vJy29FETkiU7QAiElqWLVvGyJEjufvuu8nKyuKNN95g1qxZ1NXVcdttt9mOJyIi\nXxITE8OMGTMYPHgwnTp14vPPP2f27Nls27aNv/zlL7bjiRyXWkZEQtAjjzxCcXExMTExZGZmMn36\ndACKior40Y9+xMyZM0lOTiY9PZ0777wTv9/f/NyioiLuv//+Q/Y3c+ZMJkyYcELH/sUvfsHdd9/N\nyJEj6datGzNmzGDmzJk8//zzQXt9IiKRxOY5u7i4mBkzZjBw4EAKCgo466yzmD17NsuWLQvWyxNp\nUypGRELMPffcw2233casWbP46KOPWLJkCUOHDm1+/OGHHyYnJ4dVq1bxi1/8gl/+8pc8/PDDbZqp\nvLychISENj2GiEg4CrVzdmlpKfPnz2fixIltdgyRYFI3LZEQUl1dzdy5c5kzZw7XX3998+8HDRrU\n/PPAgQO57777AOjduzeffvopDz74IN/73vfaJNOyZct45plnWLBgQZvsX0QkXIXSOXvUqFGsXr2a\nuro6zj//fObNmxfU/Yu0FbWMiISQNWvWUFdXx9lnn33UbUaOHHnIv0ePHs3WrVupqKgIep63336b\nqVOncu+993LeeecFff8iIuEslM7Zzz33HO+//z4vvvgia9eu5dprrw3q/kXailpGRCKM4ziHzXzV\n2NjY4v0sW7aM8847jzvuuIM777wzWPFERORLgnXOzs/PB6Bv37506dKFUaNGcccdd9CnT5+g5BRp\nK2oZEQkhxcXFxMbGsmTJkqNu8/bbbx/y77feeovc3FySk5MByMzMZPv27Ydss3r16hblePnll5k8\neTL33nuvChERkaMIlXP2V30xQL6uru6k9iPSHjz33nvvvbZDiEhAdHQ0dXV1PPDAA6SkpJCamsrW\nrVt54oknGDt2LA899BCbNm2ivr6enJwc/vnPf3LXXXfxox/9qLkrwObNm3nyyScZPHgwTU1N/M//\n/A/Lli2jS5cuzJgx47gZXnjhBS666CJuvfVWrrrqKqqqqqiqqqK2tlaD2EVEviQUztm///3v2bhx\nI8YYqqqqWL58OTfeeCP5+fncfffdGGPa+F0QOTnG1UpmIiHFdV1+9atf8eijj7Jp0yY6derEuHHj\neOGFFygqKuLSSy9l+/btvPjii3i9Xq6++mp+/OMf4ziBhs7KykpmzZrF4sWL8Xq9zJo1i61bt7J+\n/foTmupxwoQJvP7664f9vrCwkM2bNwf51YqIhDfb5+wnnniCX/3qV2zYsIGmpiby8/O54IILuOWW\nW+jcuXMbv3qRk6diRCSMFBUVMXPmTO666y7bUURE5Dh0zhY5Po0ZERERERERK1SMiHQgJSUlJCYm\nHvVL89KLiIQOnbOlI1A3LZEOpKmp6ZjjPrKyskhKSmq/QCIiclQ6Z0tHoGJERERERESsUDctERER\nERGxQsWIiIiIiIhYoWJERERERESsUDEiIiIiIiJWqBgRERERERErVIyIiIiIiIgVKkZERERERMQK\nFSMiIiIiImKFihEREREREbFCxYiIiIiIiFihYkRERERERKxQMSIiIiIiIlaoGBEREREREStUjIiI\niIiIiBUqRkRERERExAoVIyIiIiIiYoWKERERERERsULFiIiIiIiIWKFiRERERERErFAxIiIiIiIi\nVqgYERERERERK1SMiIiIiIiIFSpGRERERETEChUjIiIiIiJihYoRERERERGxQsWIiIiIiIhYoWJE\nRERERESsUDEiIiIiIiJWRNkOICIt5/obob4cGvbjNlWB3wfukb784G8KfHe84E2AqERMVMLBnwNf\nxtGpQESkLblNNdBYCQ0VuI2V0FgB/gbAgHEOfjdH/rcTBVFJmOhk8CaDNxFjdD9ZIoM+gYiEILdu\nL27NdqjfGyg46vdDQ/nB7/sDF7Rg8sRCVDx4kzAx6RCXhYnLhNgsTHw2JiYtuMcTEYkgrr8Jarbj\nVpfi1myD+sB52m2sgIbKwDnbbQziEQ14kyCmEyamM8R0xsR2hph0TEIuxGWrWJGwYVzXdW2HEOmo\nXNcH1VtxKzfhVpfgVpVCzVZoqrEd7VCeeEjIwcTnYRLyMImFkNRNLSoi0uG49ftwq0sD5+6q0sDP\ntTsCrdGhwhMLCfmYxCJMYiEmqQjic1WgSEhSMSLSjtymWtz9H+NWrMWt3AhVJQeb6cOQE41J6o5J\n7Y1J6QvJ3TGO13YqEZGgcf1NULEef/mncOBz3OoSaKq2Hat1nGg4eDPJJBZhUvtg4rJtpxJRMSLS\n1tyqEtx9/8a//99QsT607p4Fk+OFpO6YlN6Y1L6Y5O4YJ9p2KhGRFnGrS3H3fYRbvgb3wNrwvWF0\nIuKyMGkDMWmDAudutXaLBSpGRILMbaoNXMT2fYi776PAGI+OyHgxnfphMk/DdB6M8cTaTiQichjX\n14Bb/gnuvg9w9/07MFavI/LEYjr1P1icnIKJTrWdSDoIFSMiQeD66nF3v4u76y3cA59HbutHaznR\ngQtcxojAd49aTETEHtd1AwVI2Zu4e/4V2a0frWIgsRCTNggn8zRMfBfbgSSCqRgROQlBwzbMAAAg\nAElEQVTugXX4y97A3f0u+OpsxwkPnlhM2mBM5ghMpwHqFiAi7cat3Y2/7E3cshVQv8d2nPCR0hsn\newImY5i630rQqRgRaSG3oRy3bAX+nW8GZlCR1ouKx2SOxsk9CxOXZTuNiEQg11ePu2cV7s43Ay3X\n6GNPq0UlYLJGBwqThFzbaSRCqBgROQGu6w/0J97xOu7+j9QNK+gMpvNgnNxzMKl9bIcRkQjgVmzA\nv3OZWq7bSnLPg60lw9X1Vk6KihGRY3BdP+6ulfhLF0PNdttxOobEokBRkjFcXbhEpMXc8s/wl7yE\nW/6J7Sgdwxct3HmTAgsvirSQihGRI3D9Tbhly/GXvgx1u2zH6ZiiO+HknIHpMhHjTbSdRkRCnH//\nGvwlL8GBz21H6ZiMB5M1Bif/XExcpu00EkZUjIh8ietvwN35Bv7Sv3Xc6R1DjRONyTkzcIHzJthO\nIyIhxr/vQ/xbXoLKDbajCASKksyROAXnaVFFOSEqRkQ4OMBxx1L8W/8ODeW248iRRMXj5E3G5J6N\n8cTYTiMiFrmui7t3Nf6Sv0LVJttx5Ei+aCkpnIqJSbOdRkKYihHp0FzXxS17E/+m+dB4wHYcORHR\nKTgFF2C6jMcYx3YaEWlnbvln+DbMg+oS21HkRDjeL7Vuq8utHE7FiHRYbsV6fOuf1l21cJWQh9Pt\nWzid+tlOIiLtwG2owL/xGdxdb9mOIq3hiccpmobJOUM3kuQQKkakw3EbyvFvfBZ310rbUSQITNog\nnO6XqG+ySIRyXT/ujtfwb34Rmmpsx5GTldQdT68rMAn5tpNIiFAxIh1G4IK2NNAly6cLWkRxvDiF\nF2DyJumOm0gEcSs34Vv3R7VgRxrjweR9DadgqtYoERUj0jG4VVvwrXsSKjfajiJtKbkHnl4zMfFd\nbCcRkZPgNlXj3zQfd8dStGJ6BIvNxOk5Q91tOzgVIxLRXNePW/IS/i1/Bfy240h7cLw4RdMxueeo\nlUQkDPnLVuDf+Cw0VtiOIu3EZI7C6f4tjDfJdhSxQMWIRCy3bi++z34DFWttRxEbknvg6X21xpKI\nhAm3qRr/uidxd79rO4rYEJWI0/1bOFmjbSeRdqZiRCKSf/cq/OuegKZq21HEJif6YCvJ2WolEQlh\n7oG1gZtHWmy2wzNZY3B6fEdjSToQFSMSUVxfPf4N83B3vm47ioSSlN54+s7CRKfaTiIiX+K6fvxb\nXsItUVda+ZKEfDzFN2DismwnkXagYkQihltVgu+z/4Wa7bajSCiKTsVTfCMmubvtJCLCwXVDPvtf\n3PJPbEeRUOSJw+k9Eyd9mO0k0sZUjEhE8G97Bf/G58BttB1FQpnx4vT8Nk72ONtJRDo098BafJ8+\nAg3ltqNIiDN5X8PpehHGeGxHkTaiYkTCmuv6AgMed75hO4qEEZNzBk73S3VxE7HAv/Xv+De9AK7P\ndhQJF8m98PSdjYlRV9tIpGJEwpbbVIv/k4dxy9fYjiLhKKVP4OIWnWw7iUiH4Lp+/GufwC3TzSNp\nBW9KYOxfah/bSSTIVIxIWHLr9uJb83Oo3mo7ioSzmDQ8xd/DJBXZTiIS0VxfPf5PH8Xd94HtKBLW\nHJxeV6irbYRRMSJhx63cjG/NL9TXWILDicbpfTVOxnDbSUQikttYhe/jn0PlBttRJCIYnG4X4+RN\nsh1EgkQT70tY8e/9AN+HP1YhIsHjb8D/6f/i37k86LsuLy/n0UcfDfp+RcKFW7cH3wf3qxCRIHLx\nb3wW36b5toNIkKgYkbDh3/4q/jW/BH+97SgScfz41/4e//ZXg7pXFSPSkbnV/5+9Ow+vojwfPv6d\nc05O9pAQyAKBsC8hEAREkB0XtIiKohSxivR1X6qtCPpTq9VapLRacKVFQVSkooLixqKICAgEArKH\nJQRIQvbl7OfMzPtHNJhmIyHJZLk/1+VFMtu5JyYzc8/zPPdzCjXlOXBmGh2KaIH0U5+hpi5B12V+\nmuZOkhHRLGgnP0E7+g4yKZZoODra0XfQTn9Zb0ecM2cOx44dY+DAgcyaNYtZs2aRmJhI//79WbFi\nBQAbN25k9OjRTJw4kd69e3PPPfegaRV/z9PS0hg1ahSDBg1i0KBBbNmypcb9Q0JCeOSRR+jXrx+X\nXXYZOTk59XZuQlRHLzyEmiKt2KJh6Znfoh16A13zGR2KuACSjIgmT0v/DO3kKqPDEK2EdvyDevt9\nmzt3Lt27dyclJYVhw4aRkpLCnj17WL9+PbNmzSIzs/SN8fbt21m4cCEHDhzg2LFjfPzxxxWOFRUV\nxbp169i1axcrVqzgoYceKltX1f52u50hQ4awf/9+xowZw7PPPlsv5yVEdbScHag/zQfVYXQoohXQ\nc35E2/8vdNVjdCiijiQZEU2advortDTpFyoal3byE9QT/63XY27evJlp06ZhNpuJjo5mzJgx7Nix\nA4ChQ4fSrVs3zGYz06ZNY/PmiuNXvF4vd955J/379+emm27iwIFzs1ZXtb/JZGLq1KkA3HrrrZUe\nV4j6pOXuQjv4mkxAKxqVXrAX9ad56D670aGIOpBkRDRZWsZ6tOPLjQ5DtFL6qc9Rj75LYxQcVBSl\nwveffPIJAwcOZODAgezcuZOXXnqJ6Oho9uzZw86dO/F4PNXufz6fI0R90goPliYi0p1WGKE4FXXv\nPHSf0+hIRC1JMiKaJC1zI9rRd40OQ7RyesY6tGPL6rx/aGgoJSUlAIwaNYoVK1agqio5OTls2rSJ\noUNLywlv376dEydOoGkaK1asYOTIkUyePJmUlBRSUlIYMmQIRUVFxMbGYjKZWLZsGap6bvbqyvYH\n0DSNlStLWxbff//9suVC1De95ATa/pelRUQYy5aGuv9ldE26bDUnkoyIJkc7uxktdQkgU+AI4+kZ\nG9BOrq7TvpGRkYwYMYLExES2bt3KgAEDSEpKYvz48cybN4+YmBgALr74Yh544AH69u1L165dmTx5\ncoVj3XfffSxdupSkpCQOHTpEcHBw2bqq9g8ODmb79u0kJibyzTff8PTTT9fpPISoju7IRN33D1Bd\nRociBBQdQjv4ulTZakZk0kPRpGjZP6IdegNp5hdNjannTEyxY+r9uBs3bmT+/PmsWbOm3vcPCQnB\nZrNdaIhCVEl35aHu+Su484wORYhylOiRmHr9P+me2gxIy4hoMrT8n9AOv4kkIqIp0lKXoObuNjoM\nIZoM3VuC+tPfJRERTZJ+drMUwGkmpGVENAm6IwN193NSClI0WV5rLEt+bMM1N9xKp06djA5HCEPp\nqgt171woOWF0KEJUy9TzDkyxY40OQ1RDWkaE4XSvDXXfS5KIiCbLYe3GP9f6cTKziKVLl1JYKBO5\nidZL11W0/QskERHNgnb0HbT8n4wOQ1RDkhFhKF3zoR5YAK5so0MRolJ55r7M+8xFiaO0SpDNZmPp\n0qXlSusK0ZpoJ1aiF+43Ogwhzo+uoh18Fd1+yuhIRBUkGRGG0o69C0WHjQ5DiEqd8A3gpc8K8anl\ne7NmZmby4YcfGhSVEMbRcnehn/7S6DCEqB3Vibr/XzIHSRMlyYgwjJa1CT3zW6PDEKIixczOwiQW\nr82pcpOffvqJ7777rhGDEsJYujMb7ci/kbLrolly5aClvmV0FKISkowIQ+glJ9COvmN0GEJUoJsD\nWHs6gVVbau46ePjQCTJO2xshKiGMpWse1IOvgE/G9onmS8/ZjiYvQZscSUZEo9O9JagHFoImM/WK\npkXza8MH+7qwaU9utduZTCb69RmJZr+YDV+cwWH3NVKEQhhDO/ou2E4aHYYQF0w79r6MH2liJBkR\njU5LXSJ16UWT47PG8OaWduw/UVTtdsHBIfTtcQ2Ogm4oioLD7mPDl6eRKumipdLObkbPki6JooXQ\nPKgHX0NX3UZHIn4myYhoVNrZLei5O40OQ4hynNau/GOtlTM51XdB6RDbiY6R1+AoCi+3POOUg5Qd\nkmCLlke3n0ZLXWp0GELUL0eGdBVvQiQZEY1GdxeUVs8SognJt/Rl3hpPWeneqvTpNYQAfQxet7XS\n9Tu35ZCf62qIEIUwhK66UA+8ApqUsRYtj352M9rZH4wOQyDJiGhE2pG3wCeDfUXTkaYO4J+fFuL1\naVVu4+/vT2Lvq3AXJaDrVV8yNVXn268z0DTpriVaBu34f8GZaXQYQjQY7eg76I4so8No9SQZEY1C\ny9yIXrDX6DCEKKWY2VWcxH++rrp0L0C7dlF07Xgt9sKo8zpsbraLXT9WP/hdiOZALzqMnvmN0WEI\n0bBUF+qh19H1ql9IiYYnyYhocLorF+34cqPDEAIA3RTAutN9+Xhz9aV7u3frRxu/K3DbA2t1/N3b\nc8jNlom1RPOlax7UI28h84mIVsGWhp6xwegoWjVJRkSD0nUd7fB/QJW+9MJ4ml8bVhzownd7qh5s\nbjabSewzDs0+GE0z1/4zNPj26wxUVR7kRPOkpX0CTum6IloPLe1jdE/1lRRFw5FkRDQoPWM9etFB\no8MQAp81hkVb2rHveNU3nDZtwunddRL2gk4X9Fn5uW727JTuWqL50W3p6Ke/MjoMIRqX6kA7/oHR\nUbRakoyIBqN7itDSVhodhhA4rV14aZ0/p6sp3du5UzeiQq/GWRJWL5+5e0cuthKZ2FM0H7quox5d\nCkj/edH66Nlb0AsPGR1GqyTJiGgw2slPpHuWMFyBpQ/z1ngpsldenlRRFBJ6D8fsGYHP61dvn+vz\n6mzbdLbejidEQ9PPfg/FR40OQwjDqEeXoeuq0WG0OpKMiAah20+jZ8qMvcJYJ9X+/OPToipL9wYG\nBtGv529wFvYElHr//GNHisk4LeWsRdOne21oJ/5rdBhCGMtxGv3MWqOjaHUkGRENQju+AmnqF4ZR\nzOwuSeLfX1c9biM6ugOdoyZhL4ps0FC2bMySuUdEk6elfQTeEqPDEMJw2slV6O58o8NoVSQZEfVO\nK9gnc4oIw+gmf9afSeCj76su3durx0CCTePxuPwbPJ68HDcHfypo8M8Roq50ZzZ6lrRkCwGA6pLp\nCBqZJCOiXum6JhUphGE0SxgfHuzGxpTKW0T8/PxI7HMF3pIB6FrjXf52bsnB4zG2H/ILL7xg6OeL\npktL/xSkn7wQZfSc7ehFR4wOo9WQZETUKz3re7CfMjoM0Qr5rNH8e1sUe48VVrq+bdtIena6FntB\nbCNHBi6Xyr7d9dfsr+s6mla7bpCSjIjK6M6z6NlbjA5DiCZHS//U6BBaDUlGRL3RVTfayY+NDkO0\nQi5rF15a78+p7MoHi3ft0pu2gVfhtAc3cmTn7E3Ow+Ou+9vntLQ0evfuzW233UZiYiLLli2jf//+\nJCYmMnv27LLtli9fXmH5nDlzcDqdDBw4kOnTp1/wuYiWQzu5WlpFhKiEXvATeslxo8NoFRRd12Vk\npagX2snVkoyIRldg6cPCL0rwVFIxy2Qy0bfXSBwFXRo/sEoMGd6ewcPa12nftLQ0unXrxpYtW+jc\nuTPDhg0jOTmZiIgIrrzySh566CGGDh1a6fLrr7+ekJAQbDZbPZ+RaM50RxbqzseRYiNCVE6JvAhz\nv4eNDqPFk5YRUS90zYOWsc7oMEQrk64N4J+fFVWaiISEhNK3+zVNJhEB2LsrD/cFtI7Ex8czbNgw\nduzYwdixY2nfvj0Wi4Xp06ezadOmKpcLURktfRWSiAhRNT0vBd2WbnQYLZ4kI6Je6Gd/kLKQohGZ\n2FOSxKKvcqisbbdjh3g6tJ2Iozi88UOrhset8dOuuo8dCQ42rpuZaFl0RwZ69jajwxCiidPRTn1m\ndBAtniQj4oLpuo52+mujwxDN3Nc/nqHfravoc8snzHvvpwrrC0rcTPm/b7nojjX0m7mB1z7eX7Zu\n586dLF68mMWLF5N+MhurOgqv29qY4Z+3n3ZfWOsIwNChQ/nuu+/Izc1FVVWWL1/OmDFjqlwOpZXE\nvF5vfZyCaAG0k6sA6aUtRE30nB3ojgyjw2jRJBkRF0zP3wPOTKPDEM2Yqmo89PKPfDbvMvYuvZYP\nNqRxIK18Vay57/7EgN6xPPH4LEaPm8CGDRsAyMnJYc+ePdx1113Mn/sBu5MPkp3TdCu6edwah/dV\nXvHrfMXGxjJ37lzGjRtHUlISgwcP5rrrrqtyOcBdd93FgAEDZAC7QLefQc/ZbnQYQjQTOlp63VtH\nCgsLee211+oxnpZHBrCLC6bu+Rt60SGjwxDN2NZ9OTy3JIUv5l8BwIvvlraMzL61f9k2kx7/nr6D\nxmENLh0A/uabb3Lrrbdy6tQpMjMzuXfma7gdgXy+9nUsFisTxv++8U/kPIWG+fHbO3pgMilGhyJa\nIfXI2+hZG40OQ4jmQzFjHjIXJTCq1rumpaVxzTXXsG/fvgYIrGWQlhFxQfSSNElExAXLyHUQF3Vu\nPETH9kGcyXWUfe+yxuO0xPL9tr2l22dkUFRURElJCYMvGk7aibPk5bjxeJzsO/g9BYVZjX4OtVFS\n7CXtmIyxEo1PV93oOTJWRIha0VW001/Uadc5c+Zw7NgxBg4cyKxZs5g1axaJiYn079+fFStWALBx\n40ZGjx7NxIkT6d27N/fcc0+lc0mlpaUxatQoBg0axKBBg9iyZUuN+4eEhPDII4/Qr18/LrvsMnJy\ncur4Q2g4koyIC6Kd/tLoEEQLV2jpzbw1Pi4aNBSXy8Xbb7/Nrl27iImJoWe3S4gKm8SEcb9nwZt3\nsmDR3XTq2AeT0vQvbftT6m8SRCHOl569DVSX0WEI0ezoZ7eg+5y13m/u3Ll0796dlJQUhg0bRkpK\nCnv27GH9+vXMmjWLzMzSbu7bt29n4cKFHDhwgGPHjvHxxxWnSoiKimLdunXs2rWLFStW8NBDD5Wt\nq2p/u93OkCFD2L9/P2PGjOHZZ5+t40+g4TT9O7ZosnRXHnruDqPDEC1Ah3ZBnP7VhIVnchx0bBfE\nKb0///isGI9Pw9/fn4kTJ3LHHXcwffqteD0Q7DcYgBHDbuSJP37Iow+8Q1BgGFFRXQw6k/OXcdpB\nQZ7b6DBEK6NlfWd0CEI0T5obPefHCzrE5s2bmTZtGmazmejoaMaMGcOOHaXPUUOHDqVbt26YzWam\nTZvG5s2bK+zv9Xq588476d+/PzfddBMHDhwoW1fV/iaTialTpwJw6623Vnpco0kyIupMy9wgM/eK\nenFxn0iOni7hRGYJHq/Kim/S6HXR5bz5ZW5Z6V6Xy4WqqsR37sGhvQ66d72YwIAQAIpL8gDIL8hg\n90/rGTpoolGnUiv790rriGg8uv0UlBwzOgwhmi2tAcdaKYpS4ftPPvmEgQMHMnDgQHbu3MlLL71E\ndHQ0e/bsYefOnXg8nmr3P5/PaQokGRF1ousa+tktRochWgiLxcS/Hh7KxEfX0/+2Txk85BKST5rY\nvXs3u3fvBiA/P59ly97nmWf+yt79W7n5+jll+y9a8jDPvDiJV/9zP9NueJKgwDCjTqVWUg8WoVYy\nYaMQDUHLlFYRIS5IyYlaT4IYGhpKSUnpGMFRo0axYsUKVFUlJyeHTZs2MXToUKC0m9WJEyfQNI0V\nK1YwcuRIJk+eTEpKCikpKQwZMoSioiJiY2MxmUwsW7YMVT33Qriy/QE0TWPlypUAvP/++2XLmxKp\npiXqRCvYj/bTPKPDEC2Mbgnl44Od2J1aUG55UFAw3eLGYy+KMCiyhnPFNXF069k8kifRfOmaB3Xb\nw+Cz17yxEKJSPms0mQFj6TrwN7Xa75ZbbmHv3r1cffXVAHz55ZcoisKTTz7J1KlT2bhxI08//TSh\noaEcPXqUcePG8dprr2EylW8zSE1N5cYbb0RRFK666ipeffVVbDZbtfuHhIRw1113sXbtWqKiolix\nYgXt27evt59JfZBkRNSJemgRevYPRochWhDVGsVb28I4mVX+YSk2piNh/iPxuPwNiqxhde0RypWT\nOhkdhmjhtLM/oB1eZHQYQjQ7ujmIbL0rmw9r7E4tJCgoiP/7v//DbDbX22ds3LiR+fPns2bNmnrf\nPyQkBJvNdqEhNiiL0QGI5kdX3eh5yUaHIVoQl39nXl2vUFBSPhHp3XMQ3pIEPK6W26M0/YQNt1vF\n37/+bmxC/C8ZuC5EbZiwW7uQkhHCN7vzcXvPje9zOBwcPnyYhIQEA+NrWaRlRNSalv0j2iGZTVTU\njyK/3iz4wo7be67vq9VqpVe3sdgLYowLrBGNuSKWPoktrwuaaBp0ZxbqjtlGhyFEk6daozhWEsPa\n3Tay8isv4xsaGsrQIeO4YsKljRxdyyUtI6LW9NztRocgWojTen/e/PRcxSyAyMj2RLUZjb0guOod\nW5ijh4olGRENRs/dZXQIQjRZujmIHL0Lm4/AriMFQMVJAYOCgonr0BM/pTOO4jacOmpGvUzDbGm5\nrfaNSZIRUSu66kbP32t0GKLZM/GTvT8rvssut7Rb176Y3INw2VtXl6WM03bsNi/BIX5GhyJaILlm\nC/G/TDisXdiTGcL6Xfm4vQUVtggICCCuY08CLPE4isLxlpjw/rzO69E4nW4nvlto44bdQkkyImpF\nz0sBzVPzhkJUQTdZ+S6jD+t3nUtEzGYzfXqOxFEQT2ucuUbX4eRxGwkDpHVE1C/d50QvPmJ0GEI0\nCao1iuO2WNal2MjIdQDlu2JZrVbiOvYgyBqPozgS1Waiqvpzx1OLJRmpJ5KMiFqRGdfFhSgt3RvH\n7tRzzeChoWF0jhmHo6CNgZEZ71SaJCOi/ukF+2RyWtGq/dIN64cjkHykACjfIm+xWIiL605IQBec\nxe3QHGbsjpqPe/K4DU3TMZma3iSCzY0kI+K86bqOXnjQ6DBEM6Va2/P2j+GkZRaWLYuL60KgMhxH\nsXRPOnPKjqrqmM1yYxP1R8/fY3QIQhhAwWHtyt6sUNbvysPlKd8Ny2w2E9exK6FBXXGVRKE6zdgr\nH69eJbdLJeOUnbj4kHqM+/y88MILPPHEE43+uQ1FqmmJ86bb0lF3PWV0GKIZcvt35tUNJvKL3QAo\nikKfnkNxFfUCavfwvf67pfyw7SMURaFDbE9u/+1f8fM7NweJruv895O/se/gJqzWQG6f9lc6x5WW\nYNywaRk/bFuJruuMHDaFy8bcVm/nWB8mTYmnQ6fWM3BfNCxd11F/fBg8hTVvLEQLoFrbc8IWy9oU\nGxm55bMLk8lEh9jOhId2w22Lwee98Pfx/ZIiGDk+9oKOoes6uq5XmOCwOs1h7pDakDIA4rzphQeM\nDkE0Q0V+vfj751pZIhIQEEC/XlfjKupNbRORgsKzfPv9ezz+yH95+rHVaJrGjt1flNtm38Hvyc49\nyV+e+JLpNz3D+yv/AsCZzFR+2LaSOQ9/wJOPfsxPB74jO+dkvZxjfUlPazk3F9EE2E5KIiJaPN0c\nSI4pgVXHEvjzKgtL1ueUJSKlL6060a/PWHrE3YyfbzT2grh6SUQAMk6dR3+uSqSlpdG7d29uu+02\nEhMTWbZsGf379ycxMZHZs8+V4V6+fHmF5XPmzMHpdDJw4ECmT59eL+dhNOmmJc6bdNEStXWGRN74\nNK+sdG9UVCxtg0ZhLwyo8zE1TcXrdWE2W/B6XYS3iSq3fu++bxg25FoURaFblySczhKKinPIOnuc\nLp0HYLUGAtCz+xB2/7SeCeN/X+dY6tupNBvDRkUbHYZoIaSLlmi5FBzWLuzNCmXD7nyc7vLdsKKj\nO9Auojs+Zwc8Ln8cFYtl1YuCfDdOp4/AwNo/TqemprJ06VI6d+7MsGHDSE5OJiIigiuvvJJVq1Yx\ndOhQZs+eXWH53LlzeeWVV0hJSWmAMzKGJCPivOi6hl4kFVnE+VLY5xjABxvPDRTs2X0AqmMAbmfd\nG2QjwqO5fOwMnnjucvz8Aujb+1ISeo8ot01hcTYR4ecmSwwPj6aw6CwdYnuw+st/YbMXYvXzZ9/B\n74nv1K/OsTSE/Fy3lPgV9UaTZEQ0EV//eIY/LtyBqunMnNiDx6b3r3S7HQdzGXX/l7z39GhuHBsP\nQGGJh7v/voX9JwpBsfDnP00n19OOMzkOwFW2b7t2UURF9kRzd8DtDGywBOR/ZZ1x0LVHWK33i4+P\nZ9iwYaxevZqxY8fSvn17AKZPn86mTZtQFKXS5ddff329xt8USDIizo/tJKh1a44UrYtusrIpsw/r\nkksTET8/P3p3H4O9oMMFH9vuKGLvvm94/sm1BAWGsmjpH/lx52dcMmRSjfvGRndnwrjfs+DNO7Fa\nA+nUsQ8mpen1VM0646B779ZdWUxcON1rg5LjRochBKqq8dDLP/LlP64grn0Qw+7+gmtGdCKhS3iF\n7Z54cxdXDCl/r3jklWQuHTaE6TMuYev+HH485iUgoPR5pG3bSGLa90T3xuGyB+E0oFdiZh2TkeBg\nGR/4i6Z3JxZNknTREudDt4Sw6kgP1iWXlu4ND29Lz86T6iURATh0ZBuRbeMIDWmL2ezHRf0v51ja\n7nLbhIdFUVCYVfZ9YeFZwtuUdn0aMexGnvjjhzz6wDsEBYYRFdWlXuKqT9lZtSzpIkQl9JJjgNSn\nEcbbfjCP7h1D6dYhFKufmanju/DZ5lMVtnvl40NMHtOZ9hGl3Xid1q5sON2TNduyydZ7sP1QPmaz\nmejoGPr0upiE7jfQxm8izsJeuOxBjX1aZbLOXNiL2qFDh/Ldd9+Rm5uLqqosX76cMWPGVLkcSl/y\neb3eGo7cfEgyIs6LJCOiJqq1PW/vjP25jjt0ie9Ju5AJOG31V/awbUQsJ07uweNxous6h1K3ERvd\nvdw2AxLHsW3np+i6zvG0PQQEhNAmrLSZu7gkD4D8ggx2/7SeoYMm1lts9UWSEVEvpFVENBEZuQ7i\nos61AnRsH8SZ3PIP8GdyHKz+/hR33jSCEi2Cdcdi+OsqFx+sO0ZgYBDr1q1j+fsr2PrDAYKVy3EX\n9a3Xe8uFyM124fVodd4/NjaWuXPnMm7cOJKSkhg8eDDXXXddlcsB7rrrLgYMGN3dmjcAACAASURB\nVNBiBrBLaV9RI11XUbfcB6qr5o1Fq+T278RrG8zkFbsxmUz07XUp9vyuKEr9z5nx2VevsDPlK8wm\nM5069uXWqX9h6/ZPABh96VR0XeeDj59n/6EfsPoFcPu054nvlAjA/IW/w+YoxGyycNN1s+nTa1i9\nx3ehLBaFGff1kflGxAVR9/1TBrCLJuGjjSf5evsZFj12KQDvfn2M7QdzWfDwJQDopgBueGoLI0aO\nptAbyueff0737t0ZNGgQPo+Zv/7tz8x6cBld45NY8cnfCAwI5tqrHzLylCqYdFM8HeKk21VdyZgR\nUTNHhiQiokrFfj1Z8LkTl8dNcHAIXTqOw1EQQQPkIQBMuuoBJl31QLlloy+dWva1oihMu7Hy+XAe\nfXBZwwRVj3w+nfxcF+2jA40ORTRjeskJo0MQAoAO7YI4nW0v+/5MjoOO7YJxWruwL7sNa5Pz+H73\nKTbtehdFUXC5XJw8eZoOkePo0nkg4W2i6RqfBMCgpCv5esN/jDqVKuWedUkycgEkGRE10u1njA5B\nNFEZP5fu1XToENuJEL8ROIqsRofV7GVnOSUZEXWmu/LAW2x0GEIAcHGfSI6eLuFEZgkxHTqxbEMW\nU6bcyF9XuYFsrFYr815cQJA1HkdxJG+/9yT9E8aQlHgFAG3DY8jKPkFMVFcOHanYNbcpyDkr3Wsv\nhCQjoka6I8PoEESTo3DAOYD3vy2tmNW752C8JX3xumUYWn3IznTSL8noKERzpdub1mSeonUzWwN5\n7o83MuYPn+N0++jfvz/4tSH9eDr+lkguHTwdzWHGXsU48Kk3PMFb785GVb20i4zjtt8+37gncB5y\nsqX3yIWQMSOiRuqBV9BzdxgdhmgidJOVzVl9+HpnDv7+/vTsOg57QVTNO4rz1i4qgBundzM6DNFM\naemfoqV9ZHQYolVTcFnj+Sk7jPW7CrC7fJjNZjp26EJYcDdcJVGoPrPRQdarO+7rjdW/ZZ1TY5GW\nEVEj3SHdtEQp3RLC6sOd2Xk4h3aR7WkfNgZ7gXElFVuqwnw3uq43SAEA0fLp9tNGhyBaKdUvknRn\nR9bvdXAyy47JlEeH2M50De2G2xaD067y5Iu34fN50DSVQUlXVhgDCHD46HY+XDUXVfUREhzBnx5Y\nSn5BJkvef5xiWx4KCiOH38Rlo39nwFlWLjdHxo3UlSQjolq6roLzrNFhiCZAtbZj6fYIjmcU0L1b\nArgG4nLIJaQh+Hw6JcVewtrI+BtRe7q94hwOQjQU3eRPvtKNbcdNbDuQD+QSExNHvz4X43XE4HVb\nsf88G7rFYuaR+94iwD8YVfXy94W/o1+fUXTrcq5fqsNZzPKPnuOhu96kbUSHspLsZrOFKdc9Rue4\nBFwuOy+8dBN9ew2nQ0wPA866ovxctyQjdSRPEqJ6zrOgq0ZHIQzm8e/Ea99YKLA56ddnLI6CzkaH\n1KKYLQoBIRYIUHCaNPI1H8cK7FwkyYioJV3zygsk0QgUXNbO7Mtpw7pdBdidhURHdyCh9yh8zlg8\nrgAcBZXspSgE+Jc+sKuqD1X1VWgB3r7rcy7qfzltI0onyw0LjQSgTVj7sjmjAgKCiYnqRmFRdpNJ\nRmzFLWcSwsYmyYiollTSEiV+PVnwhRM/f3/6dLsKR0GY0SE1S4oCAcEWzEEmPH46RZqPLI+b43Yn\naTYn+v+Mf+yaH8ZFXSKMCVY0X+58eYEkGozm15aTzo5s+MlFWqaNdu0U4jtfgubugNsZWGkCUuEY\nmsoL/7yJnNx0xoyYRtf4AeXWZ2enoWo+/vHqDNxuO+NH3cqwi68rt01u/hlOnTlYYV8jlZRIMlJX\nkoyI6kklrVYtk0Re/zSPjnHdCOASHMV+RofU5Fn9TVhDLKhWsCkqOT4P6U4XqSV2nIUaFJ7fcU4V\nVlFaRojqeIqMjkC0MLrJnwJTV7Ydt7B1fx4RETrR7RPpGxiHyx6E8zyvab8wmcw8+ejHOJzFvPHW\nQ5zJTKVjbM+y9aqmkn7qAA/fuxiv182LC26ha3wS0VFdAHC57Sxa8jA3Xz+HwICmMQs7gK3YY3QI\nzZYkI6JaujPT6BCEIRQOOgfw/sYc+vQahquwJz5kMPUvzOZz3apcFo181ccZt5vUEjs5dg/Yaz5G\nTU4X1q1u/YIFC3j99dcZNGgQ77333oUHYqAlS5awc+dOXnnlFaNDaTZ0Ty2fDIWoVGk3rP054azd\nlY/FqhAb3Y2+3cfgLAnBVQ+/ZkGBYfTuMZT9hzaXS0YiwqMJCQ7H3z8If/8genYbwumMw0RHdUFV\nvSxa8jBDB03kogFXXHgQ9ahEumnVmSQjonpuubG1Nrrixw/ZffluXwn9ev0Ge2Gk0SEZJjDYjDnI\njNdPpwiVLI+bE3YnJ2wOtLyG/eyMorrVrX/ttddYv349cXFxNW7r8/mwWC7sNqCqKmazlLNsMiQZ\nERdA84sg3dWJDXud5JQodIyNIz5uOI6iMNxFF/5CqsSWj9lsISgwDI/HxcEjW7ly/O/LbZOUOJ4P\nPv7rz2NKvKSl7+WyMbeh6zrvrHiamKhuXD52xgXHUt+cDhWfT8Nikfm2akuSEVEt3WczOgTRiHRz\nMJ+mdiG9wI/O0ZOwFwYYHVKD87Oa8A8xo/kr2BSVXNVLusNFaokNe5EGBvV6ybfXvsn/nnvu4fjx\n41x99dXMmDGD77//nuPHjxMUFMSiRYsYMGAAzzzzDMeOHeP48eN07tyZd999lzlz5rBx40bcbjf3\n338/d999N5qm8cADD/DNN9/QqVMn/Pz8mDlzJlOmTKFLly5MnTqVdevW8dhjj9GnTx/uueceHA4H\n3bt356233iIiIoKxY8cyf/58hgwZQm5uLkOGDCEtLY0lS5bw6aef4nA4OHbsGJMnT2bevHkAvP32\n2/ztb38jPDycpKQk/P396/tH26JJy4ioLd1kpcDUjR+Pm9l93EVchw4EhXamvRaOp7g0AamvKuNF\nxTksXf4Emqah6xqDkyYwoN9YNm1ZAcDoS6cSG92dfr1H8tz8yZgUEyMuuZGOsT05ejyZH3d+SsfY\nXjw//wYArvvNw/RPGF0/wdWS1d+EX4AZxV9BNYPbpJFT7Ca2bWCtjiOt2ZKMiJp4JRlpLVRrJMt2\nRGIK7ESIqT8eZ8t5u2MyKQSGWlACFFxmnXzdS4bLzVGbnSyHB5rg8IxilxdV0zGbzv8p4I033uCr\nr77i22+/5dlnn+Wiiy5i1apVfPPNN9x2222kpKQAcODAATZv3kxgYCCLFi2iTZs27NixA7fbzYgR\nI7jyyitJTk4mLS2NAwcOkJ2dTd++fZk5c2bZZ0VGRrJr1y4ABgwYwMKFCxkzZgxPP/00zz77LC+/\n/HK1saakpLB79278/f3p3bs3Dz74IBaLhT//+c8kJyfTpk0bxo0bx0UXXVSHn14rJmNGxHly+Xfm\nQHY4mw44CY/ohL8lnpiwCLwlJhqqw1Fch978358qTsg5+tKp5b6/cvxMrhw/s9yyHt0G88Y/9zdQ\nZOeYLQr+gWbM/iY0C7jNOg5dpUj1ke/1kuV0c8bpwmHXKnTJHWRvX+tkRFqzJRkRNZGWkVbBY43j\n35sDiWw3DHtBrNHh1MqvJ8IymUyMv2wql18zgyJ8nPV6SLM72bl1Hae+fgsUE4rJTKdr7yO0a38A\nTvz37xQd3IYlJJzEPy02+GzO0XQocHhoF1K3loHNmzfz0UelN/3x48eTl5dHcXExANdeey2BgaU3\nzLVr17J3715WrlwJQFFREampqWzevJmbbroJk8lETEwM48aNK3f8qVOnlm1fWFjImDFjALj99tu5\n6aabaozvsssuo02bNgAkJCRw8uRJcnNzGTt2LO3bty/7jCNHjtTp/FstaRkR1dD8IjjliuO7gxo+\nczRB1i60CYhEtZua4juZeqWYwD/AjCXAhO6n4DPrONAo0VQKvB7Our1kOFzku7xQt16y5NWyRVta\ns0tJMiKqpKtu0GRAVktX4teTd7YGEdFmFPaCpj9h06+7VTkUjUKricRbHiI/ohNFthI+XHAPu6O7\nERjdpWyf4B4XkZDwbxRFwZF5jOPvPkfirCUAtBsygahLr+PEiheNOaFqFDq9dU5GqhMcfO7/s67r\nLFy4kAkTJpTb5osvvjjvY1TFYrGgaRoALlf5u/uvb1hmsxmfz1fj8UTNdBnnJ/6HbrJSaOrGznR/\n0gvDCQ7oiupth+42YzcoA3nngyf56cB3hIa05enHVldYn7LvGz77ciGKomAyWbj5+tn06DYYgCee\nu4IA/2BMJhMmk4Un/vhfrAEmrAFmsCqoFnAqGnZNpcDnI8fjIdPpIsvpRvMAxQ13XoWO2j0zSWt2\nKUlGRNWki1aLd1bpx+d72xNsGYzT1nQuB4oJAkMsmAJNuMw6BbqPDLeLYzYHGQ53xW5VoR3Ap2IO\nCCIwKh5PUW65ZMTsf67ZXPO4ynWADu02AHd+VgOfUd0Uu+r+MmDUqFG89957PPXUU2zcuJF27doR\nFlZxjpgJEybw+uuvM378ePz8/Dhy5AgdO3ZkxIgRLF26lNtvv52cnBw2btzILbfcUmH/Nm3aEBER\nwffff8+oUaNYtmxZWStJly5dSE5OZujQoWUtL9W55JJL+MMf/kBeXh5hYWF8+OGHJCUl1bif+BVp\nGRE/c/t35mBuW/ZntcFs7oyrJAp8Fux1K9RXr4ZffD1jR97Ckvcfr3R9n56XkNRvHH5+JrLyUnl1\n0SO8+M+v8Zh0MMPvnlmM0xrCWbebdx3ZuGwaNIFHlhJ33a/Zrbk1u+k8fYimR7potWAKh91J7DrT\nC93RFaOmSAsINGMJNuOzQvHP3apOOpwcLXHgy9drfTx3fhaOjKOEdO5bYV3Bvs2c+fI/eG2F9Jz5\n1/oIv8GVuOreWvDMM88wc+ZMBgwYQFBQEEuXLq10u//3//4faWlpDBo0CF3Xad++PatWreLGG29k\nw4YNJCQk0KlTJwYNGlR2I/pfS5cuLWvy79atG2+//TYAjz76KDfffDOLFi1i4sSJNcYcGxvLM888\nw/DhwwkPD2fgwIF1Pv/WSNd8ct1u5TS/cE67O7M3sy02d0fcthh83qb3qNe75xCK7VmYzArB0Va8\nFh2HXtplKs/rIdulc8aRR5HLhy33JAWqjwWn0gGwqSpfZebiF9z0em5cyDW7Oi29Nbvp/YaKJkP3\nlhgdgmgAuuLHzqKLOHr2IhzF4Q3+eRa/0jk5dH8Fu0kjT/Vy2uXiSLGdohIf1NOvmep2cmzZM3Sa\ndB/mgIoX3YjEkUQkjqTk+F7OfL2E3nf9vX4+uAEVu2t/sU9LSyv7etWqVRXWP/PMM+W+N5lMvPDC\nC7zwwgsVtp0/fz4hISHk5eUxdOhQ+vfvX+EzAAYOHMi2bdsq7N+nTx/27t1b9v3zzz8PwIwZM5gx\nY0bZ8jVr1pR9fccdd3DHHXdUeX6iGr6W3utfVEY3WSkydeVQXixp+TF4bLF4PVbD4vEPNOMXYAI/\nBZ9Fx4VGia5R6POS7faQ5XRxOGUzaR//C29xLnPefZHYcdPKHSNv13rOfLUYb0kBuq7SZcqssnWq\ny8Hev04FFAJjutLn3pcx+Rl3vr9m99T+1Z7P52PkyJFceeWVdW7NPnbsGN9//z1Hjx5tcq3ZM2bM\n4JprrmHKlClVHkeSEVE16abV4ujmYL7PuZi0MxfV681KUc51q3L76RRqPjI9bo7Z7Jyyu6GBuwUU\nHtzKsXefw+Tnjyv3dIX1uq5z6tNXKTr0IyY/f3yOYrz2IlR7Mcfeew7N58VTkMmupybR8coZRI+6\nsWEDPk+2OiYj11xzDfv27avz527cuJH58+djs9koLCzE4/Hw1FNPERMTU+dj1pfzubG1XprRAYhG\n5PbvRJotngNZHbAVx+JxNWwpdj+rCWugCcX6c5Upk4b95yQjz+Ml0+XijMONt0Sv9iWTrqmc/GQB\nXac+xsmP/0V+yjeEJwwv17XWv20sCQ8vwhIUStbGD0hfvZB2Q67EU5SDyRpA0pMrUN0O9s27nYz1\nS4m7+s4GPffz5fAY05r9pz/9iZiYGOLi4urUmr14cWnxFqNasyUZEVWTt2wtiuYXyTeZo0hP74mu\n161sr3+gGWuwGa8VbKic9Xk4aXeSWmLHW6BDQT0HfR401cfx9/5K2wFjib/xEQ4uvK/CjS1n+5c4\nc06R+Ng75CWv5eRH/8QSFIZfcBv6PbIId34WqW8/gc9eTHjiyMY/iSr41Np3VatPGzdurPU+uq6j\n6zomU8spDd1s6Mb+voiGp/mFc1brxcGz8WTkxOJ21K6MbGVMJgX/IDNmfwXdT8Fj0nGilZWyPev2\nkGF3UuxQ66UMuv3UIfzbdcQaHg2KQtukcRTu31Lumh3SpV/Z1+2GTuT0l4vx2s+Vrda8biyBYViC\nw/HZG3BEei15fLV/IbB582auuuoqHnzwQQ4fPky/fv145513mD9/Pr///e9xOp1ceuml6LqOoigc\nP36c7du3YzKZMJvN/Oc//+HUqVMoisL8+fM5ePAgM2fOpKioiNjYWK644gqCg4OZM2cO69atIzk5\nmfDwcAoKCrjkkktITk7GZrOxdu1aXnjhBXRd5+qrr+b555/n+eefJyQkBJvNxowZM1i5ciVr1qxh\nzZo1zJgxg48//pidO3fi8/l47LHHmDJlCrqu88ADD7Bu3To6deqE1Vrzi09JRkQ15C1bS+H1j2Pt\n8SvIyoqqcVuLRSEgtLRblcOkkad5Oe10cbTEQX6Jt966VdWX3O1foHmcOM4c4eDC+/HZCsnauILg\nzgkARA2fRO72z/EW5XLg5bsx+VmxhETgLcnHGhbJ8feep+T4Hry2QhSTieLUZNoP/Y3BZ1VK1ev2\nN+jz+Zg+fTq7du0qd2P77LPPym5sb775JoqicPToUe655x5ycnIwm818+OGH5Y61Y8cO7rrrLlau\nXElYWBi33HILGRkZDB8+vOzGZrPZmDBhQtmN7YsvvmDLli1lN7aJEyfy4oul1cp+ubEBZTe2JUuW\nMGPGDMLCwti5cydZWVnMmzev7Mb24IMP1urG1npJMtIS6YofNmtvUvN7cuh0HE5b0HntpyjnStli\nVfCZwYmGTS9NMnLcXs44XeS4PFD7OVbrzFOUi7VN+7LvrW3aYzt1sNw2rtwz+Ed2QFEUMta/g8ni\nhyUoDM3rImrEdex9YRqKxYqCQkT/UY0XfA18Wt3+Bg8fPszixYsZMWIEM2fO5LXXXuOBBx7g6aef\nBuB3v/sda9asYdKkSUyfPp05c+YwefJkXC4XmqZx6tQpAEaPHs2hQ4fo2LEjf/nLX3jjjTcYP348\njz/+OF999VVZCwhAamoqS5cuZdiwYWRkZDB79mySk5OJiIjgyiuvZNWqVVx//fXVxp2ZmcnmzZs5\ndOgQ1157LVOmTOGTTz7h8OHDHDhwgLNnz5KQkFCuqldlJBkRooVzBPRlzd7LKSk5dwNTFAgItmAO\nMuGx6BTqpd2qjtscpNtd6HWssW4ES3Ab2l18NV1uehSAvOR12E4dJGr4pLJt/ILb0Omae8rmFjm8\n6FG8RblYwyLpNv1JoHS+keCOPZtMIgKgGnxj27JlCw8++CCrV6+mc+fOPPDAA83ixiZES+D1jyfd\n2Y89J7tQkB9abl1plykzJv/SJKO0y5RKoddHrtdLptNFhtONr4YuU43NpIDFpFByPIXiwz/itRVx\n6rNXCevYA8+uLzAp0HPMdRzZ+gNHl32N5vPgKMzlinufpXukmbyTZ9i34V0i2kWXtgTqOgnkMyjC\njUnXsKBh1n/5T8Xy879mTS1dpqmYNR9mXcWkqVhUHybNh0VTMak+LJoPk+rDrPkwqV7Mqg+Lz/vz\n115Mvl/+9fy83IPZ6yld7vMQWDgEbnyt1j+XTp06MWLECABuvfVWFixYQNeuXZk3bx4Oh4P8/Hz6\n9evH2LFjOXPmDJMnTwYgIOBc17yDBw8SGBjI0aNH6dChAwAvv/wyn3zyCQBXXXUVERERZdvHx8cz\nbNgwoPSl06+rYk2fPp1NmzbVeM2+/vrrMZlMJCQkcPbsWQA2bdrEtGnTMJvNdOjQgfHjx9d4/pKM\niKpJk3+zV+A/nPVHxqCFWCBMJcfn4bSzNOlw2TRMdgAFRQGF0iQlzL+0e41JUVBKV5eu+3n9L0Vx\ny9b/avm5dVTc93/XVbYf56ruKuhV7/fzeoDjISZO+SsMbWtCUXQOh8DZABje9ufz0nXyrJDUBuIi\nS/fJtsDgcJ2YSA0ToPm87D+0hVtuuYOQNiropZ9tAlB00Mt/5i//mn6OEXQUnXNf/yp2Rf/VNgC6\nXul+pcf85fvSY/RzBwJda/i/XFF93djuuusu1q5dW3Zj27x5c7O4sbVacs1u9nS/NuSQxMHc3mTb\n2qOadTyBKt4OXopVHwVeL3leL25Nx6KCxaljBsyKjhkdi6Ljr+t0D9Dp5a9jQcf0ywN62b86Zk0t\nfXD/5SG97IH95381tfQhXVcx//xwblZLvzZpvp+XebH8+gFd9WJWVUxeT+lDvdeDWS19SFe8Hiw+\nD4qukVxg4yXFzrujegHwytFMIJsHSr4r/SF8VvrvwR5B3JmcyWeX9qLbsY/g2EesycyH9iH8Pan0\n2rLydC671y3hjqxvDfi/VYk6/g0qvyo3/8v39913Hzt37qRTp04888wzFapb/a/Y2FhcLhe7d+8u\nu2ZX53yqa/1vbNVV2NIv4PojyYgQLViEeys3dd5qdBgNaqs7h+eSU/hXz9Jysi9u+wm6w+yeS8q2\nscfnM8bvI37bo3TCpzX2Y7xw0bfERv4IwKeb00npE8w/B3/e2OFXyxQ/uU77tfYbW+slP7PmTvEW\nEcUmotpsgsrHHjdxCuD/83+VXxOu8mn88dZVuH7XiY7tgvjy7mMse2oUsV3PVXdMP2vjvkfWsezv\n47g08Vz34gEHcnjlxS20eagXgf5mdv3tBwaP6ULsjRXLuRtBCa/9yyOA9PR0tm7dyvDhw3n//fcZ\nOXIkW7ZsoV27dthsNlauXMmUKVMIDQ0lLi6urKXZ7XajqqUVvMLDw1m8eHHZGJGxY8cyYsQI/vvf\n/zJ79mzWrl1LQUHlAzuHDh3KQw89RG5uLhERESxfvpwHH3wQgOjoaA4ePEjv3r355JNPCA0NrfQY\nvxg9ejRvvvkmt99+O9nZ2Xz77beVVvX6NRlhKKr2Pw80QjRFF/eJ5OjpEk5kluDxqqz4Jo1rRnQq\nt82kEZ149+tj6LrOtv05hAX7ERt5rtvaig1pTL2sbjeRBqXU7RL9y40NKLuxAeVubEC5GxuA2+3G\n4SgdoRoeHs7nn3/O448/XjaQ/ZcbG1Djje27774jNzcXVVVZvnx5WenIX25smqaVtbJUZ/To0axY\nsQJVVcnMzOTbb5vIG9CmSBI40QxYLCb+9fBQJj66nv63reamcfH06xrOm6sP8+bqwwA8v3QveUVu\nHnzpRwb//jMuuav0RdElCe25YUw8Q+9cw0V3fIamwZ2Tehl5OuXV8Zrdu3dvXn31Vfr27UtBQQH3\n3nsvd955J4mJiUyYMIGLL764bNtly5axYMECBgwYwKWXXkpW1rlJe6Ojo1mzZg33338/P/74I3/+\n859Zu3YtiYmJfPjhh8TExFSaTMTGxjJ37lzGjRtHUlISgwcP5rrrrgNg7ty5XHPNNVx66aXExsbW\neC6TJ0+mZ8+eJCQkcNtttzF8+PAa91F0ef0kqqBlbkRLfdvoMISo0ZfbTvOnhTtQNZ0Zv+nB478b\nUHZTu/u63ui6zkMvb2ft9jME+lv4z5xLGdKnHQB2p5duN3/EkeU30CakaQ2ONnW9GVOnmssr/lpa\nWhpXXXUVQ4YMITk5mYSEBJYtW8YLL7zA8uXLiYmJoVevXsTHx/PMM8+QmprK3XffTW5uLn5+fnz4\n4Yekp6czf/581qxZQ3p6OldffTVvvfUWXbt2Zdq0aZw9e5bhw4ezZs0a0tLSyMzMrFBOePny5ZUO\nYF+5ciWzZ8+mffv2DBkyBJvNVjaA/dcle38Z6P7rAeydO3fGz8+PmTNnSmnfSujObNQds2reUAjR\nIJS2AzEnPmJ0GGXcbjdmsxmLxcLWrVu59957SUlJMTqsCiQZEVXSzm5GO/xvo8MQotUydfstprir\njQ6jTHO5sbVWuvMs6o7HjA5DiFZLiRyEud8fjA6jTGpqKjfffDOapmG1WnnttdfKtbI0FTJmRFRN\n8TM6AiFauabVkzY9Pb3cje3f/5aXFUIIUUYxGx1BOT179mT37t1Gh1EjSUZE1Uzy6yGEoSwXPqFZ\nfWouN7ZWyxJidARCtG6mptXVt7loWq/dRNNiDqh5GyFEw7E2y3I6wiCKXzAo8hJJCMPINbtOJBkR\nVVLkj0oIQyl+YUaHIJobv+rLbjaGBSsPMnDGpyTdvpp/fXig3LqXVuzHb8w75BZWLC19KtvO5X/4\nmgG3rSbp9tUsWHluVu6U1HxG3PtFWWWl7QdzG/w8hKgteW6qG3mFIqpmDa95GyFEw5FkRNSWNQw8\nlZdcbgz7jhfw1ppUtrzxG6wWExMfW8/E4XH0iAvjVLaddTsy6Bxd+fwTFrPCvPuHMKhXJCUOL5fc\nuYbLh8SS0CWcx99I5qnbk7hqWEe+3Haax99IZsO/JjTy2QlRA0lG6kRaRkSVFL8QMMkgdiEMYzX+\nLbdoXoxuTTt0soiL+7YjKMCCxWJidFIMqzalA/DoKzv42z2Dq5zCKjYyiEG9IgEIDfKjT3wbMnJK\n571RFCh2eAAosnnpENm0xlMJAcgLpDqSlhFRPb824JbmcCEanTkQRQZDitoy+GGoX9dwnv7PbvKK\nXAT6W/hy22kG947k083pdGgXRFKPtud1nLRMGymp+QxNKJ0P6B8PXMzEWeuZ/Voymq6z6dWmU/Ja\niF9IN626kWREVM8/XJIRIYwgb9hEXRj8MNS3SziP3pLI1Y+uJzjAQlKPcOwNYgAAIABJREFUtri9\nGnPf3ceX8y8/r2PYHF5ufnoj/3jwYsKCSxPyN1cfYf4DF3PDmHg+/CaNu+Zt4et/XtmQpyJE7Un3\n9jqRblqiWor8YQlhDOmiJepAaQID2GdO7Mn2f1/DtwuvIiLUSkLXcNIybQz+/Wf0mPoRp3McDL1z\nDVl5zgr7en0aNz+9kWmXd2Py6Piy5cu+Psbk0Z0BmDIunh0H8xrtfIQ4L4oZLJWPhxLVk5YRUT1J\nRoQwhNF9/0UzZTX+9ya7wElURCDpZ22s+j6dza/9hoem9C1b32PqR2x7cyLtwsuXj9d1nTtf3EKf\n+HAemZpQbl2HyCA2pZxlzEUxfLsrix5xxiddQpTjF4ZS1YAoUS1JRkS1FGs4utFBCNEaSd9jURd+\nxv/e3PzUd+QXu7FYTCx4+BLCQ6se+5SR6+DueVv5bN5l/PBTNu+tPU5it3AG//4zAJ6/8yKuHhbH\n67OG8ceFO/CpOgFWM68/OryxTkeI8yPX7DpTdF2XZ01RJS3re7Qj/zE6DCFaHVP36Zg6Sp94UTu6\nIwt152yjwxCi1VHaDsSc+IjRYTRLMmZEVEsJjDY6BCFap+BORkcgmqPAKFCkJLsQjS44zugImi1J\nRkT1QjoD0gdSiMamyI1N1IGimCAoxugwhGh1lJDORofQbEkyIqqlmANK37QJIRqPtU2TqIokmicl\nqIPRIQjR6ijB8TVvJColA9hFjZTgzujOs0aHAcDL/z3A25+noigKiV3D+c+cERxKL+L+f27D5VGx\nmE0sfOQShvZtV2HfHlM/IiTQD7NZwWI28eOiiQD85e0UFq9JLavs8suASSGMogTJ719LkpaWxtVX\nX83IkSPZsmULHTt2ZPXq1bz77rssWrQIj8dDjx49WLZsGUFBQcyYMYOwsDB27txJVlYW8+bNY8qU\nKef9eUpQRyk8IkRjkhe3F0RaRkSNlJCmke2fyXHw6keH2LZoIilLrkXVdFZ8c4LH30jmqduTSF48\niWdmJvH4G8lVHmP9y1eSvHhSWSLyiz/clEDy4kkkL54kiYgwnowXaXFSU1O5//772b9/P+Hh4Xz0\n0UfccMMN7Nixgz179tC3b18WL15ctn1mZiabN29mzZo1zJkzp3YfFiK/P0I0quC40i6Sok6kZUTU\nrAn1g/SpGk63ip/ZhMPto0O7IBQFih0eAIpsXjpEBhocpRAXRsaLtDxdu3Zl4MCBAAwePJi0tDT2\n7dvHk08+SWFhITabjQkTJpRtf/3112MymUhISODs2dq1TCshXeozdCFEDZTgpvOc1BxJMiJq1FT+\nyDq2D+KR3/aj280fEWg1c/nFHbji4g7EtQ9i4qz1zH4tGU3X2fTq1ZXur6Aw4U/rMJsU7pzUizuv\n7VW27tWPD7Hs62MM7h3J3+8fQkSof2OdlhAVSDLS8vj7n7ummM1mnE4nM2bMYNWqVSQlJbFkyRI2\nbtxY6fa1rcCv+LcFvzDwFl9w3EKImsng9QsjbUqiRop/ROmNzWAFJW4+23yK1A9uIP3jm3C4fLy3\n9jhvrj7C/Acu5sTKKcy//2Lumrel0v03vnIVyYsnsWbeZby+6jDf7yl923j3db05snwyyYsnERsZ\nxKxXdzbmaQnxPxQI6mh0EKIRlJSUEBsbi9fr5b333qvXYzeV7rVCtAZN5aVtcyXJiDgvShPow75h\nZyZdYkNoHx6An8XE9aM6s3VfNsu+Psbk0aUXginj4tlxMK/S/Tu2DwIgKiKQ60d1YsfBXACi2wZi\nNpswmRR+f01Pdh6qfH8hGkVwRxRz1TNWi5bjueee45JLLmHEiBH06dOnfg8uXbWEaCQmGed3gaSb\nljg/oV2gcL+hIXSKDmb7gRwcLh+B/ma+2ZXJ4N6RdIgMYlPKWcZcFMO3u7LoEVexJKrd6UXTITTI\nD7vTy7odmTx5+wAAMvMcxEaWJiqrvk+nX9fwRj0vIX5NCU8wOgRRz7p06cK+ffvKvn/00UfLvr73\n3nsrbL9kyZJy39tstlp/phLWQypqCdEYgmLkBdIFkmREnBclvB/6qc8NjeGShPbcMCaeoXeuwWI2\nkdSjLXdO6sXAnm3548Id+FSdAKuZ1x8dDkBGroO7523ls3mXcbbAxZQnN/L/2bvz+DirQv/j3/PM\nTJJmbdM2TdN9owuFVmhLoYDsuwuLIiDKRXABlIvXK+j1Clp/XkSUVcALekVFBEEQsAgoBaxsZe9O\n13RLk6bZ11me8/tj0tBCC1lmcmb5vF+vkKSZ5ZvQnsn3Oec5jyTFYr4+d8IEnXxYfCnMNXe+obfX\n1ckYaXx5oe741nxX3yIgM2Sm6wjIAGbwdMkEJRt1HQXIaGbwdNcR0p6xvT0zDlnJ+hHFXrxc8jtd\nRwEylwkocMSdMgE2UED/xd75iWzDStcxgIzmHXiVvKGzXcdIa5wzgh4xXkhmcILXNAPYW9EkiggS\nxgw5yHUEILOZEDMjCUAZQY/xwgYklzfkQNcRkEFMKWM2kExm8FQOICUAZQQ9xgsbkFycL4JEMgVj\npBw25ACSxQw52HWEjEAZQY+ZQeVS3nDXMYDMFBgkFU10nQIZhhltIHlMKWUkESgj6BVe2IDkMIOn\nyRiGZCQWYzaQJHnDZfJHuk6REXjlQ6+wVAtIDpZoIRnMkAMlGdcxgIxD0U8cygh6xQyeEd+7HkAC\nGZmhh7oOgQxkQoUs/wOSgCVaiUMZQa+YQF7XkTYAiWJKpsrkDnEdAxnKG3qI6whAZjGh+MFZJARl\nBL1myo5wHQHIKKZsvusIyGBmxBHi5R5IHDN0Nlv6JhCjE3rNDD1ECuS5jgFkBhOQGTbXdQpkMJNb\nyjlJQAKZEUe6jpBRKCPoNRPIkRk2x3UMICOYITPj6/qBJDLlR7uOAGSGUDGb+SQYZQR9wlItIDHM\niKNcR0AWMEM/JgUpvUB/mbL5MibgOkZGoYygT8zgGVwAEeivYGH8l0QgyYwXlCk73HUMIO15LNFK\nOMpIhti0aZOmT5+uSy+9VAceeKBOOukktbe36+6779bcuXM1a9YsnX322Wpra5MkXXTRRfrGN76h\nI444QhMnTtRDDz3Uq+czxshj2h/oF1N2uIzHVtkYGIzZQD8VTZApHOc6RcahjGSQtWvX6vLLL9eK\nFSs0ePBgPfzwwzrrrLO0dOlSvf3225o+fbp+9atfdd++qqpKS5Ys0RNPPKFrrrmm188XX17CXyGg\nr7xylmhh4JjCsRK/SAF95o08znWEjMRvkhlkwoQJmj17tiTp0EMP1aZNm7R8+XIdddRROuigg3Tf\nffdpxYoV3bf/9Kc/Lc/zNGPGDFVXV/f6+UzuEC76A/RV8QEcYcOA8zhHCeibYL7M8MNcp8hIlJEM\nkpv73p7XgUBA0WhUF110kW6//XYtW7ZM1157rTo6OvZ5e2ttn57TjDqx74GBLOaNOd11BGQhU3aE\nZEKuYwBpx5Qt4NoiSUIZyXDNzc0aOXKkIpGI7rvvvoQ/vjdkplQ4IeGPC2S0/NEypbNcp0AWMqEC\nmRELXMcA0oyRV8ESrWShjGS4hQsX6rDDDtOCBQs0bdq0pDyHN/YTSXlcIFN5Y06TMcZ1DGQpb+wn\nJLYmBXrMDJsjk1/hOkbGMrav63OALtZaxV7/L6ltm+soQOrLHarAvJ+yTz2ciq35lWz1C65jAGnA\nKHDoj2QKRrsOkrGYGUG/GWPkjTnDdQwgLXijT6GIwDlmR4CeMcPmUESSjDKChDBl86W8MtcxgNQW\nLJAp/7jrFIDMoDKZ4fNdxwBSnJE37tOuQ2Q8yggSwhhP3pjTXMcAUpqpOIHdWJAyvHGfFL8GAPtn\nhh3KrMgAYBRCwpgRR0k5Q1zHAFKTlyOv4gTXKYBuZlC5TBnXTQD2jVmRgUIZQcIYLyhv9KmuYwAp\nyRtzmkxOsesYwF68sZ+UxM5uwPvFZ0XGuI6RFSgjSChTcayUN9x1DCC15JbKjOYih0g9Jr9CZvg8\n1zGAFGPkjf2U6xBZgzKChDJejryJ57uOAaQUb8JnZQI5rmMA++SN+zQ7awF7MMMOlSkc6zpG1qCM\nIOG8YYfIDDnIdQwgNRRPkVd2uOsUwH6Z/AqZihNdxwBSg5cjb8LnXKfIKpQRJIU36fOSCbqOAThm\nFJh0gesQwEfyxn1ayilxHQNwzhv7SZlBLDcfSJQRJIXJL5cZdZLrGIBTZsQCmaIJrmMAH8kEB8mb\n8FnXMQC38kfJsBHPgKOMIGm8cZ+Scga7jgG4EciTN/4zrlMAPWbKFkjFk13HABwxCkz5oozHqo6B\nRhlB0phAnrwJ57qOATjhjTlDJpcyjvRhjFFgyr9xMjuykhlxlEzJVNcxshJlBEnljThCKj7AdQxg\nYOWPkhl9iusUQK+ZgtEyo09zHQMYWKEieRM5eOoKZQRJF5jyBU5mR/YwQQWmfUXGC7lOAvSJN+6T\n0qARrmMAA8ab8DmZUKHrGFmLMoKkMwVj5E1g7Tyygzfu0zKF41zHAPrMeDnypvyb6xjAgDAl0+SV\nH+k6RlajjGBAmFEnyww+0HUMILmKD5AZw5XWkf68wdNlKo53HQNILi8kb8oXXafIepQRDAhjjLyp\nX5ZCRa6jAMkRyFNg6pdlDMMqMoM38TyJWT5kMG/SBTL5Fa5jZD1eNTFgTO5geQd8yXUMICm8SRdw\noSxkFOOFFJh+uRQY5DoKkHCm7HB5I491HQOijGCAeUM/JjPyONcxgIQyQw+VV3606xhAwplBI+Qd\nwPkjyDD5FZwXlUIoIxhw3sTzJKZFkSlCJfyyhozmDT+Mg0jIHF6OAtMvlwnkuk6CLpQRDDgTyFFg\n2tckw9anSHeevGlfluFcKGQ4b9L5nD+CjOBN+aJMwWjXMbAHygicMIVj5U06z3UMoF+8CZ+RN2Sm\n6xhA0r13/kie6yhAn5kRR8sbwTa+qYYyAme8iuNlOHkMacoMP1zeGK5UjexhBo2QN+Vi1zGAvikY\nI2/yha5TYB8oI3DKm3yhzOAZrmMAvVM4Tt4B/FKG7OOVHSZTcaLrGEDvBPIUmH6FTCDHdRLsA2UE\nThkTkDf9cilvhOsoQM/kDFHgwH/nRQ1Zy5t0vsywOa5jAD1jAvKmXyaTX+46CfaDMgLnTKhQgZnf\nlIKFrqMAHy6Qp8DMq2RyS10nAZwxxpM37atSyTTXUYCP5E3+orzSWa5j4ENQRpASTH65Agf+u+Sx\nwxZSlSdv2tdk2FEIiJ/QfuCVUsEY11GA/TJjPy1v5Mddx8BHoIwgZZiSKfGjbTKuowAf4E06X97Q\n2a5jACnDBPMVmPktKXeY6yjAB5jyoxUYf6brGOgByghSijdsTnw/eyCFeBM+K28UJ+0C72dyBytw\n0H9KXGsHKcQMm8MV1tMIZQQpxxt1krwJ57qOAUiSvPGfkTfmdNcxgJQVX2Z7leRxRWu4Z4bMjC+p\nNfyKmy74P4WU5I05Td5EZkjgljf+HHljz3AdA0h5pniSvBlfl0zAdRRks+Ip8mZ8Q8YLuk6CXqCM\nIGV5o0/uukAR55Bg4Hnjz5Y39hOuYwBpwys9SN60r0mGXwThQOF4BWZ+UybADF26MdZa6zoE8GH8\n7Yvlr7tXEn9VMTC8cWfJG/cp1zGAtOTXr5C/8lYp1uE6CrKEGTwjPiMSHOQ6CvqAMoK04Fc9L3/t\n/4lCgmTzxp0pb9ynXccA0ppt3qDY8p9LkWbXUZDhzLC58qZ9laVZaYwygrTh71gi/917RCFBslBE\ngMSxbdsVW/ZTqbPOdRRkKFNxvLxJn+dk9TRHGUFa8Wtekr/mHslGXUdBJjFBeVMukld+lOskQEax\nHbvihaS9ynUUZBiW02YOygjSjm1co9jK25j+R2IECxWY8XWZwdNcJwEyko20KLb8Z1LzBtdRkBE8\neVO+IG/ksa6DIEEoI0hLtqNWsRU3S61bXEdBOhs0UoGZV8kMGuE6CZDRbKxD/opbZRtWuI6CdGZC\n8qZ/Vd6wOa6TIIEoI0hbNtYpf/VdsrvecB0FaSi++8oVMsEC11GArGD9qPy198pWv+A6CtJRsEDe\njK/LGzzddRIkGGUEac1aK7/yz7KbH3MdBWnElB8jb8oXZLhAGzDg/KrF8tf9nnP/0HNFkxSYfrlM\n3lDXSZAElBFkBH/nK/ET2/2w6yhIaUbexM/JG32K6yBAVrNN6xVbebsUZqctfDgz6hR5Ez7D1r0Z\njDKCjGGbNym28ha2kcS+5ZbKm/plpviBFGHDTfGltpxHgn0JFsibeom8oYe4ToIko4wgo9hoq/y1\nv5Pd+ZLrKEghZvhh8qZ8kfNDgBRjrS+75a/yN/1Zku86DlJF0UQFpl8mkzfcdRIMAMoIMpK/81X5\na++Voi2uo8ClQL68yZ+XN2KB6yQAPoRtfFex1Xcysw2ZUSfJm3Auy7KyCGUEGct2Nshf+2vZurdd\nR4ELxQcoMO0rMnnDXCcB0AM20ip/7f/J1i51HQUuBPPlHfAltu3NQpQRZDy/arH8DX+UYh2uo2Ag\nmIC8cWfKjDldxniu0wDoJX/XW/LX/U7qrHUdBQPEDD9M3sTzZXIHu44CBygjyAq2vUaxNXdLTe+6\njoJkyq9QYOqXZYomuE4CoB9srFN+5SOy256WbMx1HCRL3gh5ky+UV3qQ6yRwiDKCrGGtL7vtGfmV\nj0ixdtdxkEiBPHljPyUz6iTWGQMZxLZsVmztb6Tm9a6jIJFMUGbM6fLGniHj5bhOA8coI8g6Ntwo\nf+OfZKuXSOKvf7ozw+fJm3ieTG6p6ygAksBaX7bqWfkbH+JAUgYwg2fIm/wFmfyRrqMgRVBGkLVs\n03rF1t/HEbd0VTBW3qTzuW4IkCVsZ4P89b/nBPd0FSqJX3R2xBGukyDFUEaQ1ay1sjtfkb/pIalj\np+s46ImcwfLGny0z4khOUAeykG1YrVjlI1LjatdR0BNeSGbkcfLGfYprPWGfKCOAJOtHZbf/Q/7m\nv0jRVtdxsC/BfJmKk+SNOU0mkOs6DQDH/IZV8YslsjFJajJBmfKPyxv7CZncIa7TIIVRRoA92Ghb\nvJRsf0YKN7qOA0nKKZE36mSZkcfJBAe5TgMgxfj1K+Mbk1BKUoMJyJQtiM+EcJ0n9ABlBNgH60dk\nq1+Uv/VJqb3KdZzslDdc3ujTZcqPlPFCrtMASHF+/YquUrLWdZTs5IVkyo+WN/o0Sgh6hTICfAhr\nrWzdW/K3LOKo20ApGBtfijX8MM4JAdBrfv1y+ZsfkxrXuI6SHQJ5MhXHx2ewc0pcp0EaoowAPWSb\n1svfuki29nWxJXCiGZmSqTJjTpNXOst1GAAZwLZtl1/1vGzNv6RIs+s4madokrzyo+MHjlhCi36g\njAC9ZNur5Vcvka15iR24+itvuLwRC2TKFsgMKnOdBkAGsn5UdtfrslXPyzasFAeT+iFUFD8fpPxo\nmYJRrtMgQ1BGgH6wTevk17wou/NVjrz1VCBfZvhceSOOlCk5wHUaAFnEduyUv+Ofsjv+KYXrXMdJ\nE55M6UEy5UfLlM6W8YKuAyHDUEaABLA2Jlu/XLb6Jdldr0t+2HWkFOPJDJkpM2KBzLBDZLwc14EA\nZDFrfdn6ZbLVL8rWvSPF2lxHSj35o+WVzY9f04mteZFElBEgwWysU7b2ddldb8g2rs7eGZNQicyQ\nGfESMuQgTmwEkJKsH5VtXCO7603ZXW9KnbWuI7kRyO8asw+SKT1YJrfUdSJkCcoIkETWWql1i2zD\nyvhb4xop1uE6VnKYkEzJlK7yMVMqGCtjjOtUANArtnWbbMOK+Gx3w2rJ73QdKUmMVDhWZsjB8koP\nkoony5iA61DIQpQRYABZG5OaNrxXTprWSzbiOlbfmJBUMFqm5IB4ASmZJhNg+RWAzGH9qGzTWqlx\njWxLpWzL5vSdOTEhqaBCpmCszOBpzFgjZVBGAIesH5Xatsm2bJFtrZRatsi2bU29pV3BQqlglEzB\naJnC8TKF4+OfcxQNQJaxkVbZ1s1SS+V7BaW9SrIx19HeEyqWKRgTn/koGCNTOE7KH8mYjZREGQFS\nkI20SG1Vsu1Vsm1V8SNxkRbZSFO8qERaEvjC50k5xfEXr5wSqevN5JZK+aNk8kfJ5BQn6LkAIPNY\nPyy1bpNt3SKFG2TDjXu9V7gxsRubmEDXWD0kfnJ5zpD4mF0wOj7zkTs4cc8FJBllBEhD1tr47i+R\nZincLBtpjn9so5KMZEz8/Z4fd7/3pGBhV/EYLIUKudI5ACSZjbbHS0m4QTbSKPldS3Rt93+01zVQ\nrI1/7gXjY3aoSAoVxmeqg/mck4eMQRkBAAAA4ASHQwEAAAA4QRkBAAAA4ARlBAAAAIATlBEAAAAA\nTlBGAAAAADhBGQEAAADgBGUEAAAAgBOUEQAAAABOUEYAAAAAOEEZAQAAAOAEZQQAAACAE5QRAAAA\nAE5QRgAAAAA4QRkBAAAA4ARlBAAAAIATlBEAAAAATlBGAAAAADhBGQEAAADgBGUEAAAAgBOUEQAA\nAABOUEYAAAAAOEEZAQAAAOAEZQQAAACAE5QRAAAAAE5QRgAAAAA4QRkBAAAA4ARlBAAAAIATlBEA\nAAAATlBGAAAAADhBGQEAAADgBGUEAAAAgBOUEQAAAABOUEYAAAAAOEEZAQAAAOAEZQQAAACAE5QR\nAAAAAE5QRgAAAAA4QRkBAAAA4ARlBAAAAIATlBEAAAAATlBGAAAAADhBGQEAAADgBGUEAAAAgBOU\nEQAAAABOUEYAAAAAOEEZAQAAAOAEZQQAAACAE5QRAAAAAE5QRgAAAAA4QRkBAAAA4ARlBAAAAIAT\nlBEAAAAATlBGAAAAADhBGQEAAADgBGUEAAAAgBOUEQAAAABOUEYAAAAAOEEZAQAAAOAEZQQAAACA\nE5QRAAAAAE5QRgAAAAA4QRkBAAAA4ARlBAAAAIATlBEAAAAATlBGAAAAADhBGQEAAADgBGUEAAAA\ngBOUEQD7tWPHDpWXl8sYo61bt7qOAwB4n+eee07GmA+83XPPPa6jAT0SdB0AQGryfV8XXHCB5s2b\np8cff9x1HADAh3jjjTc0cuTI7s9LSkocpgF6jpkRIAX94he/0IwZM5Sbm6uysjKdffbZkqTx48fr\nv/7rv3TJJZeouLhYw4YN03e/+135vt993/Hjx+tHP/rRXo93ySWX6JhjjulVhoULFyonJ0dXXXVV\nv78fAMhkqTBmDx8+XOXl5d1vgwYN6vf3BQwEygiQYq699lpdffXVuuyyy7Rs2TI9/fTTOvTQQ7u/\nftttt6miokJLly7VTTfdpFtuuUW33XZbQjMsXrxYd999t+69914ZYxL62ACQSVJhzJakI488UmVl\nZTriiCN07733ylqb8OcAkoFlWkAKaW1t1Q033KCFCxfqiiuu6P7z2bNnd388a9Ys/fCHP5QkTZ06\nVatWrdKNN96oK6+8MiEZqqur9fnPf1733nuvysrKtHLlyoQ8LgBkmlQYs0eOHKlf/OIXmjNnjjzP\n05NPPqkvf/nLWrdunRYuXJiQ5wCSiTICpJAVK1aoo6NDJ5100n5vc/jhh+/1+YIFC/Q///M/ampq\nUnFxcb8zXHDBBfrCF76gE044od+PBQCZLBXG7KlTp2rq1Kndn8+ZM0exWEw33nijvv/97ysUCvX7\nOYBkYpkWkGE8z/vA9HwkEunx/f/xj3/opz/9qYLBoILBoI4//nhJ8XXNX/nKVxKaFQCyXX/H7H2Z\nP3++WltbtXPnzn49DjAQmBkBUsiMGTOUl5enp59+WgcffPA+b/Pyyy/v9fmLL76oUaNGdR9hKysr\n0/bt2/e6zZtvvqnS0tIeZVi2bNleny9dulQXX3yxnnrqKU2fPr2n3woAZLxUGLP35Y033tCgQYM0\nbNiwPj8GMFAoI0AKKSws1H/8x3/ouuuu06BBg3TiiSeqvb1dixYt0ne+8x1J0ltvvaXrrrtO559/\nvl577TXdcsste60LPuGEE3THHXfozDPP1Lhx43TXXXepsrKyxy9sM2fO3Ovz2tpaSfGlABUVFQn6\nTgEg/aXCmH3TTTdp7NixOvDAA2WM0VNPPaUf/ehHuvzyy5WTk5OU7xtIJMoIkGIWLlyo4cOH69Zb\nb9VVV12lIUOG6Oijj+7++te//nVVVlZqzpw5CoVCuuKKK/Y6EfLqq69WZWWlzj33XIVCIV122WX6\nzGc+o3Xr1rn4dgAgo7kes6PRqL773e9qy5YtCoVCmjx5sm655RZ96UtfSvj3CiSDsez9BqSN8ePH\n65JLLtH3vvc911EAAB+BMRv4aJzADgAAAMAJygiQRTZv3qzCwsL9vt13332uIwIAujBmIxuwTAvI\nItFoVJs2bdrv10eMGKGioqKBCwQA2C/GbGQDyggAAAAAJ1imBQAAAMAJyggAAAAAJygjAAAAAJyg\njAAAAABwgjICAAAAwAnKCAAAAAAnKCMAAAAAnKCMAAAAAHCCMgIAAADACcoIAAAAACcoIwAAAACc\noIwAAAAAcIIyAgAAAMAJyggAAAAAJygjAAAAAJygjAAAAABwgjICAAAAwAnKCAAAAAAnKCMAAAAA\nnKCMAAAAAHCCMgIAAADACcoIAAAAACcoIwAAAACcoIwAAAAAcIIyAgAAAMAJyggAAAAAJygjAAAA\nAJygjAAAAABwIug6AIDEsNZKfliSkYwnmYCMMa5jAQD2w/oRKRaWvIBkApIJMm4j61BGgBRm/ajU\nUSPbWSeFG6Vwg2y4If5xpFk22ipF26RoqxRtl2Tf9wim6wXO6y4o3e8DeTK5pVLXm8kplfJK43+W\nUyoTKnDxLQNAWrOdDbJt26VwgxRplA03dX3cJBtplWJt8fE62i7ZyD4ewZO8oGSCe5UUeQEpkC+T\nNzQ+ZucOk/KGyuQOlXKHyuQUD/j3CiSCsda+/7cXAA7YcINsyxapdYts6xbZ1q1S23bJRt0ECuRJ\nOUPi5aRglEzRxPjboBFu8gBACrHRNql1q2zrVtm2+Hu1bpOiLW7CrCMJAAAgAElEQVQCeTldJWWo\nlDdMpmC0TNEkqXCcjMexZ6QuygjggG3bLtu0XrZ1d/nYKkWaXMfqmWChTNEEaXc5KZrIETkAGc1G\nWmQbVsg2b+ouIArXuY7VMyYkFY6VKZ4kUzQp/j5vuOtUQDfKCDAAbLQ9/kJW945s/XKpc5frSImV\nO0ymaIJM8WSZ0oNl8itcJwKAPrN+VGpaJ79+eXzMbtmkDy6DTWM5JfFiUjRJpmSKVDxZxgRcp0KW\noowASWCtlVo3y9a9I79+mdS0TrIx17EGTl6ZTOksmaGzZUqmsUQAQMqz7Ttk65fL1i2TbVwtxTpc\nRxo4wQKZIQfLDP1Y/IBScJDrRMgilBEgQWwsLFv3puyut2UblsdPMkf8RPnS2TLD58mUHiTj5bhO\nBACSJNu4Rn7Ny7L1y6SOna7jpAYTiB9EGj5XZthcmVCh60TIcJQRoJ9sS6X8qudld74U39kK+9dd\nTObG3zNjAmCA2c462ep/ya/+p9Re7TpOajMBmcEz4geThh0qE2SXRSQeZQToAxttla15Sf6OF6SW\nStdx0lOoRGbkMfJGHiuTO8R1GgAZzPpR2V1vyu54IX4OiHzXkdKPCcoMmytv1IkyxZNcp0EGoYwA\nPWStlW1cLbvjedna17suMIh+MwGZYYfKqzhRpuQA12kAZBDbsln+jhdka15yt+VuJiqaJG/USfFZ\nbk58Rz9RRoCPYCOtslWL47MgHUzpJ1XBWHkVJ8iUHS4T4NwSAL1nbUy25mX5257u2gULSZMzRF7F\ncTIjj5UJFblOgzRFGQH2w4ab5G/7m+z2Z6VYu+s42SVYIFP+8fiLHPvhA+gB60dkd/xT/tZFnIw+\n0LyQzPD58dmSwrGu0yDNUEaA97Gd9fK3LpKteo6lWM4ZmREL5I0/O34leAB4HxvrlK16Vv7Wv0nh\nBtdxUDJNgXFnygye5joJ0gRlBOhiI83yNz8uW/Ws5Edcx8GevJBMxYnyxp7Bbi4AJHXNhFQtlr/5\nCSnCVuqpxgz9mLwJn+UiuPhIlBFkPRttl7/1SdltT2XXRa7SUbBA3thPyFScIOOFXKcB4IC1sfhy\nrM1/kTrrXMfBhzGB+JLbcWfK5BS7ToMURRlB1rLWl932jPzNj7HLSrrJHSZv/FnxE92N5zoNgAHi\n16+Qv+63UvsO11HQG4E8eWNOlxl1CpuT4AMoI8hKtnmjYmv/j2uEpLuCsfImfFZe6UGukwBIIhtu\nkr/+D/GLyyJ95QyJnwM4YgEHktCNMoKsYmOd8jc9LLvtGXHRq8xhhhws74B/4yR3IMNYa2V3PC9/\n44NStNV1HCRKwVh5k86XN3i66yRIAZQRZA2/7m35a38rdda6joJkCOTHX9zKj3KdBEAC2NZtiq39\njdT0rusoSAojU3FC/CR3lm5lNcoIMp4NN8pff5/szldcR8EAMKWz47MkOYNdRwHQB9YPy698THbr\nIsnGXMdBsg0aqcDUS2WKJ7lOAkcoI8hYTO9nsWCBvMkXyis73HUSAL3g1y+Xv/ZeqaPGdRQMKE9m\n7Bnyxn5Kxgu6DoMBRhlBRrLhBvmrfynbsNJ1FDhkhs2RN/mLbCkJpDhrY/I3PBDfYh3Zq3CcAlO/\nLFMw2nUSDCDKCDKObVyj2Ko7uBIv4kJF8qZcJG/YHNdJAOyD7ayLj9lNa11HQSowofjW7aNPYcet\nLEEZQUbxt/4tviyLdcZ4HzPiyPgsCSdKAinDr18hf/VdUqTJdRSkmpKp8XNJ8oa7ToIko4wgI9hY\nh/w198jWLnUdBamscJwCM66UyRvqOgmQ1ay1spsfk1/5iCR+DcF+BAvlTb9c3pAZrpMgiSgjSHu2\nbbtiK26V2qtcR0E6CBXFX9zY3x5wwkZa5K/5X9m6t11HQTowAXkTPydv1EmukyBJKCNIa37NK/LX\n/lqKdbiOgnTCixvghG3eoNjKX3C9J/SaGXGkvCkXyXgh11GQYJQRpKX4zit/lN32tOsoSGNm5LHy\nJl8oYwKuowAZz696Tv6630k26joK0lXx5PhSW3ZIzCiUEaQdGwvLX3U7U/xICDNkprzpV8gEB7mO\nAmQsf/Pj8jc95DoGMkHecAVmfksmv9x1EiQIZQRpxUbbFVtxs9S42nUUZJL8UQrM/KZM3jDXSYCM\nE9vwQPxq6kCiBAsUOPBKmZKprpMgASgjSBs20qLY8hul5o2uoyAThUoUOPhqmYJRrpMAGcFaX/7a\n38jueN51FGQiE5I39RJ5ZfNdJ0E/UUaQFmy4QbF3fiq1bXUdBZksVKLArGtk8itcJwHSmvWj8tf8\nUnbnq66jIKMZeVMvlTdigesg6AfKCFKe7ahV7J0bpI5q11GQDSgkQL/YWKf8lbfJ1i9zHQVZwZM3\n7cvyyg53HQR9RBlBSrNtVfEiEq5zHQXZJKdEgYMpJEBv2WibYstvkpredR0FWcWTN/1r8obPcx0E\nfUAZQcqyLZWKLbtRijS5joJsRCEBesWGm+Ln9bVUuo6CbGQC8qZfJm/YHNdJ0Eue6wDAvtjmTYq9\ncz1FBO6EGxV753rZtu2ukwApz0bbFFt2A0UE7tiY/FV3yN/1pusk6CXKCFKOba9RbPnPpWib6yjI\ndt2FpMp1EiBlWT8cX5rVusV1FGQ7G5O/8nb5XIcsrVBGkFJsuKlraVaj6yhAHIUE2C9rffmr7uAc\nEaQOG5W/4jb5dWygkC4oI0gZNtah2PKfsWsWUk+4QbHlP5ONtLhOAqQU/93/k2VZDFKNjchfeats\nAxdITgeUEaQE2zW1qpZNrqMA+9axM75dqR91nQRICbFNj8hWv+A6BrBvflixVbfLdtS6ToKPQBlB\nSvDX/Y496ZHybONq+et/7zoG4Jxf/aLs5kddxwA+XKRZsRW3yMY6XSfBh6CMwDl/29OyVYtdxwB6\nxFYtlr/9H65jAM7Yxnflv/tr1zGAnmndLP/dX7lOgQ9BGYFT/q635K//g+sYQK/46++T37DKdQxg\nwNn2asVW3CLZiOsoQI/Zna/I3/JX1zGwH5QROGNbt8lffackrruJNNN1jpNt3+k6CTBgbCwcLyJR\nNnJA+vE3/kl+3TuuY2AfKCNwwvphxVbfIcU6XEcB+ibaotiKm2X5O4ws4W/4g9S2zXUMoI+s/NV3\nyrbvcB0E70MZgRP+hgel1q2uYwD907ZV/upfylpm95DZ/NrXOLcP6S/aFj+hPdruOgn2QBnBgPPr\n3pbd/ozrGEBC2F1vyG55wnUMIGlsZx0nrCNztG2Xv4aDSKmEMoIBZcNN8tfc4zoGkFB+5aOyrVtc\nxwASzlpfsdW/lKKtrqMACWN3vSm7/e+uY6ALZQQDxlorf83dUqTJdRQgsWxUsTV3y9qY6yRAQtnN\nj0uNXMUamcff+CfZ9hrXMSDKCAaQ3f6MbD07WSBDtVTGf3EDMoRtWid/819cxwCSw++U/+6vWa6V\nAigjGBC2dUv8pHUgg/mbH5Nt2ew6BtBvNtqm2Ko7JWb7kMFs4yo2ZkgBlBEknfXDXS9qXCQLGc7G\n4su1/KjrJEC/+Gt/I3XWuo4BJJ2/8QHZjl2uY2Q1ygiSzt/4MHvTI3u0bpa/+THXKYA+83e9Kbvz\nFdcxgIER65C/lt3iXKKMIKls23a28UXWsVuekG3e5DoG0GvWj8hf/wfXMYABZeuXy6963nWMrEUZ\nQVL56+9jzTGyj40p9i7LtZB+7Na/SR3sMITs42/4o2xnnesYWYkygqTxd70pW7/cdQzAjdatXAwR\nacV21slnRzhkq1hb/FwpDDjKCJLC+lH5G+53HQNwyt+ySLazwXUMoEf8DQ9KfqfrGIAztu5t+bWv\nuY6RdSgjSAq77Wmpvdp1DMAtv1P+podcpwA+km18V3bnS65jAM75G//EBWwHGGUECWfDjewmBHSx\n1Uu49ghSmrW+Yut/7zoGkBrad8hWPec6RVahjCDh/I1/kmLtrmMAKcKyZBEpze54XmqpdB0DSBl+\n5aOyUX6PGSiUESSUbd4oW73EdQwgpdiGlfLrlrmOAXyAjbbK3/Sw6xhAaok0yd/yV9cpsgZlBAkV\nW3+fJOs6BpBy/Ep+4UPq8Tc/IUWaXccAUo7d9rRsuMl1jKxAGUHC+PUrpKa1rmMAqal5o/za112n\nALrZaJts1bOuYwCpye+Uv5XZkYFAGUHC2K2LXEcAUpq/6c+y1ncdA5Ak2e3PSrEO1zGAlGW3Pysb\nZnv2ZKOMICFsy2YucAh8lLatsjtfcZ0CkPUj8rc/7ToGkNr8MOeODADKCBLC3/qk6whAWuDfClKB\nrf6XFG50HQNIebZqMRevTTLKCPrNdtZxtBfoqZZK2aZ1rlMgi1nrU4qBnvIjsjsWu06R0Sgj6Dd/\n21MSVysFeszf9nfXEZDF7K43pPYdrmMAacOvep6rsicRZQT9Et+N5TnXMYC0YmuXyrJEBo74W9hs\nBOiVcL3srjddp8hYlBH0i61azG4sQG/ZKCUeTtiG1VLzetcxgLRjt7MNdrJQRtBn1o/K38ZuLEBf\n+FXPMe2PAeezBTvQJ7ZhpSzLG5OCMoI+sztflth/G+ibcJ1s7RuuUyCL2PZq2bp3XMcA0pSVv50T\n2ZOBMoI+83f803UEIK3Z7ZzIjoHjV/9LknUdA0hbtvqfsn7YdYyMQxlBn9iOWqlxjesYQFqzjatl\nW7e6joEsYK2VrXnRdQwgvUVbZWu4lEGiUUbQJ7bmJXGEDeg/f/s/XEdANmhcI3XsdJ0CSHt+FSey\nJxplBH0Sn+4H0F9256uy1ncdAxnOr2HMBhKieYNsS6XrFBmFMoJes80bpfYq1zGAzBBtkWXJI5LI\n+hHZna+5jgFkDH/nq64jZBTKCHqNf4RAYtld7KqF5LH1y6VYm+sYQMawu95yHSGjUEbQa7Z2qesI\nQEbhyr5IJssBJCCx2rbKcg5WwlBG0Cu2pZKTIIFE69gp27LZdQpkIOtHOYoLJAH/rhKHMoJe8Xcy\nKwIkA0u1kAws0QKSgxntxKGMoFdsLSdBAsngU0aQBLb2ddcRgIxkG1fLRttdx8gIlBH0mO3YyS5a\nQLK0VMp27HKdAhnGNq5yHQHITDYmW7/MdYqMQBlBj9nGd11HADIaS7WQSLazjnP8gCRiqVZiUEbQ\nY1wLAUguyggSyTasdh0ByGi27h0uWpsAlBH0GDMjQHLZxjWysbDrGMgQHEACkizaIjWtdZ0i7VFG\n0CM23MT5IkCy2ZjUyha/SAzKCJB8fv1K1xHSHmUEPWKbmBUBBoJt3uA6AjKADTdyAAkYCC2bXCdI\ne5QR9AhH2ICBQRlBIjBmAwPDUkb6jTKCHuGFDRgYtnmj6wjIALaRk9eBARFukO1scJ0irVFG8JFs\ntF1q2eI6BpAd2qtlo62uUyDNcQAJGDjMjvQPZQQfyTatlcTWdcDAsLLNm1yHQBqzkRapdZvrGED2\naGFGuz8oI/hItmmd6whAduG8EfSDbdksybqOAWQNDiD1D2UEH40dWYABxUns6Jf2atcJgKzCMq3+\noYzgI1le2IABxUns6A/bscN1BCC7hBtkw5zE3leUEXy09p2uEwDZJVzP7izoOw4gAQOOpVp9RxnB\nh7KRZinW5joGkHUsyyPRR8xmAw6wVKvPKCP4cLyoAW501LpOgDRkrc9sNuAABwH6jjKCD8U/LsAN\nSxlBX3TukmzEdQog69jOOtcR0hZlBB+uo8Z1AiA7dXB0G73HASTAkc5drhOkLcoIPpRtp4wALtjO\n3s+MNDQ06I477khCGqQNygjgRmd9fJlkLzBmx1FG8KE4ygYkk5ENFiuSO0rNocmqNgdqbfhgvVp/\nsP6xdkivH40XNth2tvUFnLBRKdzUq7swZscFXQdAimOZFtA3JiA/WKSoKVSHzVdLJEdNHZ7qW6Wd\njTHtqO9U1a52RaK+JF9Sa9dbXDAY1Mnn9O4pr7nmGq1fv16zZ8/WiSeeKEl68sknZYzR9773PZ17\n7rl67rnn9P3vf19FRUVat26djj32WN1xxx3yvL2PTW3atEkXXnihWlvjmW6//XYdccQRH3r/wsJC\nXXrppXr66adVXl6uP/7xjxo+fHg/fojoNWazgaSxgTz5gSKFVaAOP09tkaCaOjw1tEm7mmOaP7lF\n5RWDe/x4jNlxlBHsl/WjUqTZdQwg9ZigYsESRUyBOvxBaonkqLHdU12L1c7GiKrqOlVd1y7fSlJM\nUu//HUWjUbW1tSk/P7/H97n++uu1fPlyvfXWW3r44Yd111136e2331Ztba3mzp2ro48+WpL06quv\nauXKlRo3bpxOOeUU/fnPf9Y55+zdfMrKyvTMM88oLy9Pa9eu1XnnnafXXnvtQ+/f2tqqOXPm6Kab\nbtIPf/hD/eAHP9Dtt9/e6+8dfWejLa4jAGnHennyg0WKKF8d/iC1RoNq7gh0lYyoaurD2lHXodaO\naNc9Orve9nbAnCaVV/T8eRmz4ygj2L9Yh+sEwEe65Pp/adFL21Q2JE9v/eaTH/j66spGXXL9v/Tm\n2jotvORj+ubnDpQkrdncqPN/8EL37TZub9G1F8/SN879mPxgscIqULufp5ZwSA1tnna1+KppiBeN\n2obd/zYiXW/J0dra2qsysqclS5bovPPOUyAQ0IgRI/Txj39cS5cuVXFxsebNm6eJEydKks477zwt\nWbLkAy9skUhEV1xxhd566y0FAgG9++673V/b3/09z9O5554rSfr85z+vs846q0/Z0Q+M20gDT72y\nTd+8balivtXFp0/Wty84aK+v1zd36tLrX9T67c3Kywno7quP0MyJ8aWrtz60Sr9+Yq2stbr4jCm6\n8jMz9vs81suVHyzuKhl5ao2G1LzHTMbOxoiqdrWrtX13yQh3vfXN7lmJvsjmMZsygv2LfbD1A6nm\ni6dO1mVnTdPFP/7XPr9eWpyjm74xT48t2SJrQormjFBYBRo6IVcP/fJINbQZ1TTFdP7XFqo6d77+\n+4mCrnvu+8jXQGprS84FR40xH/j8kUce0Q9+8ANJ0j333KMnnnhCI0aM0Ntvvy3f95WXl/eh9+/J\n82AAMG4jxcVivr5x8yt68mcnavTwfM3/yiKdsWCMZox/b3nT9b9fpllTSvXQ/ztWqysb9Y2bX9HT\nN52k5Rvq9esn1upf/3umgnklOuOqv+ioo4apvLxcTR0BNbTZ7pKxY1e7WhJUMnrKxZhdXV2txx9/\nPK3HbE5gx/75yf+HC/TXUbNGqLQoV1aeIjkj1RKapBpvhtZHDtZrDbP0RstcrYwcoZe3DNbfVubp\nukc9/fjRdt38eIN+9XStHl6yU7/9y+sqKiqRFyz46CccQO3t7b26fVFRkZqb40vCjjrqKD3wwAOK\nxWLauXOnXnjhBc2bN09SfMp+48aN8n1fDzzwgI488kideeaZeuutt/TZz35Wc+bMUWNjo0aOHCnP\n8/S73/1OsVis+3n2dX9J8n1fDz30kCTpD3/4Q/efYwBRRpDiXl21S5NGFWliRZFyQgGde9x4Pb5k\ni6T4TEYsZ5iWbw5r7tx52q6ZMiOO0pptEf1h2Vj98p8Fyh08Tv/z9zItfCJX0bxRuvrON3THol36\n/bM1euLlnXppRZ3WbW3eo4gMnESM2ZFIpFdjdnNzc9qP2cyMYP94UUNKMPETwb0iddp8tUZz1NQR\nUF2rVNsUU3V9WIv+8YrWbG5Uxam/1KxZszR//vwPPEok6qujo0033HCDPvnJT2ratGndX1u5cqUa\nGxv10EMPfWDq26WOjt4tuRk6dKgWLFigmTNn6tRTT9VBBx2kWbNmyRijG264QeXl5Vq9erXmzp2r\nK664ovtkxjPPPLP7MX784x/ru9/9ri677DKdffbZ+u1vf6tTTjlFBQXvFbX93b+goECvvvqqfvSj\nH6msrEwPPPBAYn4Q6DmWaSEFWS+ne7nUuvqIOlWkKRc8qUjU1/ixFcrNy5eeG6vmtviy1yZ/mH7w\n6zc1Y0anfvvb38oYo2eXblFnp/TOshXauGmzjDGKRqOaPHmy4+/uPX0Zs2fPnq3c3FxNnjxZ1dXV\nmjBhgmprazV8+HDddNNNOvXUUzV37lydddZZWrlypQoKCjRr1iydffbZuuaaa9Te3q7Zs2drzJgx\n+sc//pGWYzZlBPvnU0aQZCYQf4Eyheqwg9S6+0TwVmlnY1Q76jq1o65d0ZhVfMepD56c6/u+/vbU\n04rFYmpsbNRLL72kyZMna9iwYd23qa2t1SuvvKJoNKpAIKCGhgZJUlNTk/70pz+ptra2+7FSSTjc\n+9nJ4cOHa8WKFd3nm3z729/WjTfeqIULF+qNN97QqaeequLiYl1wwQX68Y9/rCVLlug73/mOfvKT\nn3S/sE2ePFnt7e3atm1b9+P+5Cc/6f64uLhYTzzxxD6f/+c//3nvv9H9+M1vfqPXXnttrxMqL7ro\nIp1xxhkpVRpThbW+5HP1dQwc6+XIDxQp4hWo089TayRHLZ3vXy7Voaa23X8vI1q1qlX/emN993i7\nY2eDDjjggO4iIklTpkzRH/7wB7322msyxqiwsFDGGA0dOlSlpaWqqYnvGmeM6fVsRDL1ZcweP368\nwuGwRo8erWeeeUbz58/Xli1bNGTIEJ100kkqKipSTk6Odu3apa1bt3b/+aOPPqrrr79et99+u26+\n+WbdeOONeuedd7ofN53GbMoI9ssyM4J+sCbUXTTa/UFqiYS6d5yqaYhoR12naup37zgVVV92nJKk\nrVu3KhwOq6SkRBdffLFuvvlmvfzyyzrjjDO6b1NdXS3P8zRkyBAZY/T22293z540NTUpNzdXp512\nmh555BGtXbtWU6ZM6f8PQPEXylAopGAwqGAw/j4QCCoYCCoQCMkLBBTwgvJ2v5mAjHnvfW5oaK+f\n85FHHpEk3X///Ro7dqzmz5+v119/fa8Xto6ODl199dV65ZVXNHz48A+8sN1zzz268cYbe/R8sVhM\ngUCg+3Nrray1H9h2EgMg1inJuk6BDLC7ZES93VvY5qg5HFBj14nfNQ1hVdd1qrF19y/fPd/Mo729\nXbFYTOedd57Ky8t10003adeuva9eXl9fr4KCApWWlqqxsVENDQ0aPHiwOjo6VFtbqy996UsaMmSI\nbrzxxu6DS73x3tgcUigUio/LwVDX2Bwfn+Njc0CeCcl4ARkTkGeCkgIyir+Xjb9Z68nagIYWl/Y6\nyyOPPKJgMKinnnpKf/nLX3TMMcd0b697wQUX6G9/+5saGxt1zDHHaMiQIQoGg7rgggv0wgsv6NOf\n/nSvny8Vx2zKCPaPMoL9iO9QUqKwCtQWy1NLOKiGdk+7mn3VNEZUtatDuxp3//1J7omDK1eulOd5\nCoVCysnJ0dChQ7V58+a9brNhwwZ5nqeSkhJ1dnaqublZxnjyvIB839fxx5+oMWPGKzc3VzuqdurU\nk8+U5wVlvPiLjzEBGQW094uQt9eLkPUDsr4nP+bJt/H31t/P4G4V719dS5p3X2nkAzeLlvTqZ/HV\nr35VVVVVkqTLLrtMq1atUiwW0+mnn645c+Zow4YNevnll1VSUqJYLKZvfvObuu666/T222/rnHPO\nUSgU6j5aaa3VZZddpkWLFmnXrl069NBD9YUvfEH333+/nn/+eR188MFavXq1fvGLX2jUqFE6++yz\nlZeXp5KSEi1ZskQrVqzQJZdcovLycp1zzjn6z//8T82ZM0e1tbW6/fbb9dhjj2nDhg3asGGDvvrV\nr6qmpkbFxcVatGiRKisrNW7cOB177LHKycnRFVdcoWeeeUZjxoxRTk5Or34mWYUxGx/BmpBssEgR\nr7CrZITi43ebVNcS086GiKrq2tXY8t5MRqJ3DKyujl9Mubi4WIFAQIFAQC0t8VnvQCCgUCikjRs3\nKicnR5MnT9Hrr7+mYDCosuEV2rJli4wxOvigw7R9+3ZJ0qhRE3XgtKMVH5/j43R8bA5IfkC+9WRj\nAfl+QL5v5McC+x+bdw/Gkf2Pyx8m3JHbq9vvHrNjsZgOOeSQ7jF79erVmjNnjhYtWqSamhqVlJSo\nsrJSF154oa677jp9+9vfVmNjo+68886MGLMpI9g/TmDPSjaQr1igWJ3KV1s0T82d8ReqXS2+qusj\n2l7bvseUe0fXW98Eg0GFgiEFQ/EjUbtnDnbPHnhesPvolNlj5mB3OTAK6pe/vEe+76u+vl7/+7+/\nVl5Ovpo6WlS1xeiYIz+r+oY6rVr1UwUCQW3dul3W+ho+dKxM52ytWv5XxWK+Tjn6Wi1b9U9FIzEZ\nf4RirYco9tHxk873e3eU+6677tKjjz6q6upqTZw4UVOnTtXSpUt1yCGH6J///Kf++7//W/fcc4+W\nL1+uQw45RPfff78mTJigyZMna8GCBbr22mtVWlqqqqoq7dixQ3V1dSotLdVDDz2kE088UQ8++KCO\nO+44rV27VnPnztWyZct05pln6sgjj1RHR4cWL16sRYsW6dZbb9XTTz+t2bNn62c/+5m++93vatGi\nRXtlfeutt3Tttdfq73//ux544AHNmzdPtbW1CofDWrx4sb74xS9q5cqVKi4uVjQa1cqVK1VdXa0Z\nM2bo4osvTuSPOXP4nC+SrbpLhilQpx2ktmiOmju9rpLha2dDRDvq2tXQh5Kx5yzCe7O8ob1neb3d\ns7yh+Pj8IbMITz25RDmhXD36yCL5vq8hg0eorb1VW9bnSDI6+ojPauPGmxXwAnrpxaXy/ZiGDhmt\n5tpxirYHFQzm6sp//4okq8ElZSrIHau2+vHJ+LH2Wn/H7OOOO0533XWXpk+frhdeeEGTJ0/W/Pnz\n9dRTTykYDOq2227TnDlzFAqF9PDDD+uYY47R0KFDtWXLlrQesykj2L8UOMq2r/3E31pbp8t//rI6\nwjEFA55uu+owzZs+bK/7balp1b/9vyWqqe+QMdKXPnGAvnHOdEnS+dc9rzVbmiRJjS1hlRTm6PVf\nfWLAv7eBZ2SDhYp6Reqw+WqL5aq5I6D6NqOdTVHtbIiqphIyqxQAACAASURBVDGiSMx86JKi4eVB\njegqBt2zBmb3C44n7X7fNWugrlkD3/e6Zg7iR6diUW//2wjGut70waNTxsTfZIyMkaZMnKe3ly/W\nnT9/U8ZIC2/4rPLyWnXsURfJGGloab5CwRwNGlSocKRTkXCHdu7arI1bX1dj03aFQrn60c/OVH3D\nTklW6ze9psLS0O4f2XtPuufn+/nY7uNr9v1fk2RlJWPi7/f4mn3fx83Bvp3DEgwGtX79et155536\n1Kc+pcrKSm3fvl1XXXWVjDGy1uqdd97Rpk2bVFVVperqatXU1OjZZ5+VJFVWVmrdunUqLCzU0qVL\nVVFRoWOPPVZvvPGG7rzzTv3yl7/U97//fT3yyCNqampSc3Ozxo8fr/nz53cv+zrmmGO0efPm7iUF\nL7300l4Zjz/+eBUUFCgQCGjGjBlqaWnRtGnTVFpaqiOPPFI1NTW68sor9atf/UpXXnmlAoGAKioq\ndNxxx/XpZ5IV0njM3i0W83XYl/+qUcPz9Zfrj5ckPbR4kxb+5m2tqmzUi3edpjnT9n3fjGSC8eWu\nXedkxEtGUI1tUkObVX2LtKslptZOvTdedxWF3UtAA15IJjegkRVBVXSN2fuaRbB+10xv9yxv1+yC\n9eLjrmc+MP7u+bF2fy7z3hC4xxi6+zZ5+YMl4+lnP39WMtL3//tshaNhnXrWFyTFx8xotFOhQYWK\n+hFFoh3auWuL1te8rsLiUuXm5Wv8pIM082NHa+mLf1V1U6VUEZQvK2skaxX/WJK/x8fWWvmKj60x\na2UV/9zv+vOYtd33jVnbfd+Yjd8mZt/785isYr7d6+tR39c0z9fpffjfvHvMvuGGG5SXl6dbb71V\nbW1tqq2tle/7isViOvnkk/Xxj39cmzdv1uDBg3XttddKip+E/q1vfUt1dXUqKytLyzGbMoL9c3wC\n++79xF+86zTlBD2d/u2/6/TDR+s7d72u//7iLJ0yf5SefHmrvnPX6/rHLSfvdd9gwOiGy+fokAOG\nqrktosMufUInzBmpGeMH6w/Xfbz7dv/5i9dUUhAa6G9twMSvKlussInvROXbgCRP8qQc42lokdHQ\nIqPJIwYp/qqx9y/HezyS7J7rivT+X673fG/38+d7Ptb77m/38Xg2/sIiu7/Hidu+uUivv9mpCeV/\n1Ijhg1Vd866mTqrQkbOe6b7NmacdqsM+NlkbN9do8YvLVVPbqK9fWKxtVQfr5ru3yPOMxo6apJdf\nf1dnnnaQDjvgqX0808DLKTlE0og+37+srEyXXnqpbrvtNjU1Neniiy/WmDFj9OKLL6qoqEinn366\nwuGwzjnnHD344IOSpKuvvlp33nmnwuGwQqGQ3nzzTVVUfPCSwnvu1LKvz6X4C+zuJQTRaPzvzu4C\nmpub273zTCAQUDQaVSj03r9Fazn3oddibmez+zNm73brQ6s1fVzJHrOv0oETBuvBhcfosp+9PFDf\nijtd5SPqFSqsAoVtriQTXxbqGeXkGA3NiY/du+17LI6P13se8NhzZO7+3L73Ndv9lQ+OyYl06pEF\nevWVDlXk/V4jhg/Wjqo1mjqpQvPH/637Nmee+sEx+8pzi/Wnx/+pcEej5s8cpO9dPlZf356jqupt\nOn7s00lK20v5IyXN7NVdgsGgRox4b5w/7rjjtGLFCj322GN69tln9eCDD+rFF1/UtGnTdPfdd6us\nrEz333+/Tj75vX9Dzz33nM4///y0HbMpI9g/x78MrK5s1Nzpw5SfF/9revSscj36wmYZIzW1xV90\nG1siqhg66AP3HTk0XyOHxq9cXZQf0rRxJdq+s22viypZa/XQ4k16+uaTBuC7ccP4HQqEOzRINfrg\nTykzfPOkoH7wc6sLv/ZThQJG4XBY/3XeOD310O8lSV/51FSdf3iu7vjzM5o7fZgibY0qzPE1r+Rd\nRfJjunjFep19zDh9bkGeHn+qXhfONxofWer4u4rzQmN6fZ9gMNi93eV9992nHTt26Pzzz9c999yj\n22+/XQsXLtQ777yjr371q3r44Yc1ceJEVVZWKhKJyPd9nX/++TrmmGP0ve99T6WlpbrmmmvU2dmp\n5557TvPmzesuLYsXL1Z9fb2Ki4tVXFzcfeXh3/3udzr++OP11FNP6aijjtLSpUv1yCOPaNy4cZL+\nP3v3HV9lefB//HvdJ3tDCEmYYckUEMGFCrhXK+7aquWxrlqqbZ9q/bXW4tPxWFvbOqrW1j15lLr3\nAqU4cADKkJnEsAlk73Nfvz8ORlFGxkmuMz7v18sXEHJOvknpfc73vpaUn5+vDRs2yFqrJ598UpmZ\nma3Zhw0bptmzZ6u8vFzWWj3++OPq06ePZs+ere9///vasmWL3nzzTX33u98Nw083BnmBfX9OF+rM\nNVuSyrbUhsrK+fvrb/+3rPXjI79y3Y55tkVe83YlabtidXVUZ67ZH2VsU0NjsxYs+FCnf7BIS4sr\ndfqRAyLmmm289hWRL6xfv16HHnqoHn74YZWUlKigoECe52nQoEFqamrSkiVLdNhhhykzM1OFhYW6\n7rrrdNRRR8n3fa1YsUL19fUqLCyM2ms2ZQR7FnB7KRw9KEfX/etjlVc2KDU5QS++W6YDh+fqppmT\ndPJVr+kXt38o31q99fcT9/o8xRtrtGjVdh00ateh/flLtqh3z1QN65fVld8GulhKcoKu/f5Y/e+D\nn8haacr4fJ16+ACd9z9vSQq9sB0wrKfmL9miVxZuCE3dykpRVW2TlqzZoZr6Fj362jo9+uo69cxK\nUunmGo0eFCFvfkzH3lwOGTJEknTjjTfK8zwNHz5cM2bM0JgxY9TU1KT+/b8sOS+++GLrLlvGGI0b\nN07XXnutCgoK1L9/f61bt04XXHCBRo4cqR/84Ae68847tWHDBj3zzDMqKChQZmambrrpJp155pka\nO3asBg8erHvvvVfTpk3Tb37zGz3xxBPKzs5u3b3shhtu0OWXXy7P83TmmWe2LlyVpB49emjWrFk6\n9NBD1dDQoJEjRyoxMVHGGI0aNUoDBgzQoYce2okfaIzz3I7ydvaa/d+3LdT/XnagaurYnjiWdeaa\nfdn04frPks2aMy+0Scn+g3N0368i6HBVrtkdumYby1g49sDf9Jb8lXc7zXDP86t051OfKT0lQaOK\ncpScFJDvWx05Pl+nTxmox98o1r+eW6mX/7L70Y2aumYddeXL+n/n76/Tjhy4y9/96KZ3NbRfpn56\nzuju+FaAdvMGnSOv/0nOvn5NTY0yMjJUXl6ugw46SG+88Yb69u2rhIQEvfPOO/rhD3+oRYsWOcuH\nXdn6zQouvNppho5es59fUKYX3y3TbT87RPM+3qS/zF7aumbkC0df+bL++MMD42vNCKKKyZ2gwOgr\nnX39aL1mMzISRYqLi3XiiSfq8MMP14IFC9S3b189/fTTeuihh3TXXXepqalJQ4cO1YMPPqi0tDTN\nmDFDWVlZ+uCDD7Rp0ybdeOON7TsozHM/SHzhycN04cmhMx+uvesj9c1L07X//Fh/vWKSJOnMaQN1\n6Z/e2e1jm1t8nX3dXJ17zOBvFJGWFl9PvV2q9+7qyFIzoJt08C5buJxyyimqqKhQU1OTfv3rX6up\nqUmTJk2S7/tKSkrSP//5T6f5Il33X7Pdr3/r6DV7wadb9NyCMr303hw1NAVVVdusC373th649ohu\nzQ90inF7vlK0XrM5lSrKrFq1Sj/60Y+0dOlS5eTkaM6cOTr99NO1cOFCLV68WCNHjtTdd385mrFx\n40bNnz9fzz33nK655pr2fTHH07QkacuO0MmqpZtr9NTbpTr3mMHqk5umtxaF9il/86NNGtov8xuP\ns9bq4j8u0IiBOfrpOaO+8fevf7hRwwdkq1/vby7gAiKG4zUAc+fO1aJFi7Rs2TLNmDFDw4YN08cf\nf6zFixdr4cKFmjRpktN80aBbr9kRcAOpo9fs318yQcVPnKnVs8/Qw9cdqWkTCigiiD6ObyBF6zWb\nkZEoM2jQII0fP16SdOCBB6q4uFiffvqprr32WlVUVKimpmaXHRamT58uz/M0atSo1oOG2sxr3+E9\nXeHsX8/T9qpGJSR4uuUnBysnM0l3XHWIfnbrQrUErVKSArrj56H5iBu21enSG9/Rszcerf98skUP\nv7JWYwbn6MAfPCtJ+t3FB+jEQ/pJkma/Uaxzji5y9W0BbZNAWY523XrNDqSEM3qHdPSavTdPvVWq\nn9zyvrZWNOjUa97QuKE99MKfj+2ObwdoH67ZHUIZiTLJyV8WhEAgoPr6es2YMUNPPfWUxo0bp/vu\nu09z587d7ee3d3mQiYD/U8297YRvfOzwsfl6/5+nfOPjfXqltb6oHT42X83zLtjj897z/yaHLyTQ\nVZIiZCE9Oqxbr9leQmh0xOGBtR29Zn/VlAMKNOWAgtY/Tz9ygKYfOSC8QYEuYLhmdwjTtGJAdXW1\nCgsL1dzcrIcffjh8T5zovowA8cwkZbuOgC7QZddsiTuzgEtcszuEkZEY8Nvf/lYHH3yw8vLydPDB\nB6u6ujo8T5yQEZ7nAdAx3GWLSV12zZZCZaRpR/ieD0Dbcc3uELb2xV61vH2hZIOuYwDxx0tSwuGR\nufMJIlfLot9LVStdxwDiUuCAWTKZg1zHiDpM08LeMeQPuMFwPzrAJH5zpyoA3YSRkQ6hjGDvknu6\nTgDEJ8oIOiK1t+sEQJwyXLc7iDKCvTKpha4jAHGJXVnQESa1YN+fBCD8ErNkHB96GK34qWGvTBov\nbIATlBF0AGUEcIRRkQ6jjGDvGBkBnGBkBB1CGQGcYCv2jqOMYK8YGQEcoYygA0xyTkScxA7EnaQe\nrhNELcoI9i61QJJxnQKIOya9n+sIiFap+a4TAHGHa3bHUUawVyaQLCXT9oFuZQJSen/XKRClWDcC\ndD+TMdB1hKhFGcE+8cIGdLO0vjJegusUiFZcs4FuZiTKSIdRRrBvLGIHupXJKHIdAVHMME0L6F6p\nvWUSUl2niFqUEewTi9iB7mUyucOGjmM0G+he3EDqHMoI9i2tj+sEQFzhhQ2dkt5XvLwD3Ydrdudw\ntcI+mcwh4p8K0F08Fq+jU0wgRWJ0Deg+rBfpFN5hYp9MQiovbEB3SSsI7WIHdILJHuk6AhA3GBnp\nHMoI2oQXNqB78KKGcDDZw11HAOJDci+ZxHTXKaIaZQRtYnIoI0B3YK96hEOojPASD3Q1k1nkOkLU\n40qFNjHZ+4UOYgPQpUzWUNcREANMQirz2IFuEFpXi86gjKBNTCBFYvoI0LUSM6XMwa5TIEaYHKZq\nAV3N5I53HSHqUUbQZiZnhOsIQEwzPcfJGC7LCA/W+gFdLKW3DMcfdBqvemgzXtiArmV6cocN4WOy\n95NkXMcAYpbpOc51hJhAGUGbsW4E6EImINNjjOsUiCEmIU3KGOA6BhCzTO4BriPEBMoI2swEkqXM\nQa5jADHJZA8PLToGwoidEIEuEkhhC+0woYygXTymkQBdgila6Aper0muIwAxyfQYI+MluI4REygj\naBfT+xAxBxkIP3ZkQVcwWUOllDzXMYCYww2k8KGMoF1MSp7EOQhAeKUWyqTmu06BGGXyDnEdAYgx\nhsXrYUQZQbt5vQ9zHQGIKYyKoCt5+VyzgbDKHCyTlOU6RcygjKDdTN5B7KoFhJHHjizoQiatj5TO\nrlpAuHDNDi/KCNrNJGbI9BzrOgYQG1LypKz9XKdAjPN6H+o6AhAjjAwzRMKKMoIO4f+IQHh4+UfI\nGDaFQNdi8xEgPEyP0TIpua5jxBTKCDrE5I6XApyJAHSOkSk4wnUIxAGT3FPiTASg00zBFNcRYg5l\nBB1ivCSZXhNdxwCimumxf+hNItANmKoFdFJipkzuBNcpYg5lBB1meGEDOsUUcocN3cf0miQZDmkD\nOsr0PoyDDrsAZQQdZnJGSsm9XMcAolNSTxl2ZEE3MonpMnmcyA50jJHX5yjXIWISZQQdZownr+9x\nrmMAUcnrM02GLbLRzbx+J7qOAEQl02OMTGqB6xgxiTKCTjGFU6SENNcxgOhiEmUKprpOgThkMgbK\nZI9wHQOIOqbvsa4jxCzKCDrFBFJ4UwW0k8k7iNN74Yzpd4LrCEB0ScmX6cH5al2FMoJO8/oey4ns\nQDt43GGDQ6bneCm10HUMIGp4fY7mPKguRBlBp5nknuysBbSR6TlOJnOQ6xiIY8YY1o4AbZWULVM4\n1XWKmEYZQVh4/b8l/jkB+2LkFZ3pOgQgkz+Z3RCBNvAGfFsmkOw6Rkzj3SPCwqQVyOQd7DoGENFM\n3kEyGQNcxwBkvAR5/U9yHQOIbCl5rIvtBpQRhI038NuSmFMJ7JYJyCs63XUKoJUpOFJKynEdA4hY\n3sDpHHLYDSgjCBuT1ocDtYA9MPmT2aMeEcV4ifL6MToC7FZaH5neh7lOERcoIwgrb+Bp7KwFfJ1J\nlDdguusUwDeYPkdLKfmuYwARxys6Q8bwNrk78FNGWJm0PhwMBHyN6TNNJiXXdQzgG4yXIG/Id13H\nACJL5iB5vSa6ThE3KCMIO2/AdOYhA18IpOzcbQ6ITF7ueJme41zHACIGux52L8oIws4kpMobdI7r\nGEBEMH2O5bR1RDxvyPckk+g6BuCcyR4pr8cY1zHiCmUEXcLLP0zK2s91DMCtpGy2T0VUMKn5Mv2O\ndx0DcMzIG3y26xBxhzKCLhMYer74J4Z45g29QCYhzXUMoE28Ad+Wknq6jgE4Y/oeJ5M52HWMuMM7\nRXQZkzEgtFMLEIdMr0ksgERUMYFkeYOZYos4ldKbtSKOUEbQpbyi06VE5ssjziRkyBt6gesUQLt5\nvQ+Rske4jgF0MyNvvwtlAkmug8Qlygi6lElIkzfoLNcxgG7lDfkei9YRtQJDvifeHiCemMKp8nJG\nuo4Rt7jaoMuZ/CNYzI64YXqOC23gAEQpkzFApv+JrmMA3SO5JzuAOkYZQZczxigw4lKJhbyIdYE0\necNmuE4BdJpXdIaUOcR1DKDLecP+SyYh1XWMuEYZQbcwKb3kDbvQdQygS3mDz5FJZjciRD9jAgqM\n+KEU4E0aYpfpPVlez7GuY8Q9ygi6jZc3SaZwmusYQJcwOaPkFU51HQMIG5Oax0gfYldSduiwTzhH\nGUG38oZ8V0rv5zoGEF4JaYz8ISZ5vQ8JrfsDYoqRN2yGTGK66yAQZQTdzHhJCoz8keSxfR5ihZE3\n4ocyqXmugwBdwht6vpRa6DoGEDam/ynycie4joGdKCPodiatj7wh57mOAYSFV3QGc44R00wgWYGR\nl0sm0XUUoNNMz3GhM9AQMSgjcMIrnCKTd4jrGECnmF6T5A34lusYQJczGQPkDT7bdQygc1IL5I24\nTMbw9jeS8L8GnPGGzZBSeruOAXRMWj95wy92nQLoNl7f42R6jncdA+iYQIoCo6+U4ZiBiEMZgTMm\nIVWBUTOlQIrrKED7JKQrMPoKmUCy6yRAt/JGXCqlsQkJoo2RN/wSmbQ+roNgNygjcMpkDJQ36seS\nCbiOArTRFwvW810HAbqdSUhTYP//lpI4TwfRwwz4trxeB7qOgT2gjMA5r8cYefv9QJJxHQXYJ6/o\nTHk993cdA3DGJPcMFZIA010Q+UzP8fIGnuY6BvaCMoKI4OVPljfoLNcxgL0KLVg/xXUMwDmT3k/e\n6CvYYQuRLbVw54J1bnZGMsoIIobX/2SZPse6jgHslskeIW/EJa5jABHDyxm5cxMH3ughAiX1UGDM\nf8skpLpOgn2gjCCieEO+K9NrkusYwK4yB8sb/RMZDusEduH1Plje4O+4jgHsKjFTgbFXcxhtlKCM\nIKIY44V2a8ke4ToKEJLWj7trwF54/U6Q6Xu86xhASCBNgTE/Z+esKEIZQcQxXqICo69g+0i4l5Kv\nwNirZBIzXCcBIpo3+FyZvINcx0C885IUGPNTmcwi10nQDpQRRCSTkB7arYXtU+FKSr4C466RScpx\nnQSIeMYYecMvlcmd4DoK4pWXJG/Mz2Sy93OdBO1krLXWdQhgT2xThYJL/iTVlbmOgnjyRRFJ5iwF\noD2sDcpf8Q/Zre+5joJ44iUrMOZnMjlM8Y5GlBFEPNtco+Anf5Zq1rmOgniQmq/AWIoI0FHW+vJX\n3iO7+W3XURAPAimhIpI93HUSdBBlBFHBttQr+OlfpKqVrqMglqUWKjD2FzLJPVwnAaKatVb+mgdl\nN7zuOgpiWSAltMEIU7OiGmUEUcMGm+Qv/7vs9kWuoyAGmZxR8kbNlElIdx0FiBl+yZPyS55yHQOx\nKLlXaLF6OpvdRDvKCKKKtb78VffJbprnOgpiiCmYIm/Y92VMwHUUIOb4G9+Uv+oBSb7rKIgVWUMV\nGHWlTFKW6yQIA8oIohJ32xAeRt7g78jrd4LrIEBM87d9JH/FHZLf5DoKopzJO0Te8B9wCG0MoYwg\navkb58lffb9kg66jIBp5yfJGXiaPrUiBbmErVym4/FapqdJ1FEQlI2/gdHkDp7sOgjCjjCCq2ao1\nCi7/u9RY7joKoklSTwXG/EQmY6DrJEBcsU0VCi6/Q6pc4ToKoomXKG+/i+X1Pth1EnQBygiinm2u\nkf/ZXbLbF7uOgmiQMUiB0T+RSeYwQ8AFa335xXNkP39eEm9BsA+J2QqMvlIma4jrJOgilBHEBGut\nbNkL8ovnMG0Le2TyDpK330UygWTXUYC455cvkv/ZXVJLresoiFTpA0I3j1JyXSdBF6KMIKbYys8U\nXH671FThOgoiSSBV3pDz5BUc7joJgK+wDdtCU22r17qOgohiZPqdIK/oDBkv0XUYdDHKCGKObaqS\nv+JO2YqlrqMgEmSPUGD4xTIpvVwnAbAb1m+Rv/Yx2Q2vuo6CSJDcK3TNzhnhOgm6CWUEMclaX7b0\nafklT4s5yXHKJMorOl2m3wkyxnOdBsA++Fvfk7/yHinY4DoKHDH5R8gb8j2ZhFTXUdCNKCOIabZi\nhYKr7pPqN7qOgu6UPkCBEZfIpPd3nQRAO9iGrfJXP8iGJPEmMUvesP+S14ut1uMRZQQxz/otsp8/\nL//zZyW/2XUcdCkj0/8keQNPl/ESXIcB0EH+1oXy1zzE+r84YHInyBv2X5ymHscoI4gbtn5z6I7b\njk9cR0FXSMlTYPglMtn7uU4CIAxsS31oC+ANr4nptjEokCJvyPfkFRzpOgkco4wg7vhb35e/5mHu\nuMWKQKq8Ad+S6XusjJfkOg2AMLPV60LTbWuKXUdBWHgyBUeE1vQlcd4TKCOIU7alXn7Jv2XXvybJ\ndx0HHWECMgVT5Q2czvA+EOOs9WU3vB46SypY7zoOOsj02F/e4O/IpPdzHQURhDKCuGZrSkJ33Njj\nPqqYnuPlDT5HJq2P6ygAupFt3CF/7SOyW993HQXtkd5f3uDvyOsxxnUSRCDKCOKetVa2/CP5pU9L\nNSWu42Bv0gfIG3yuvB6jXCcB4JCtKZFf+ozstg/FepIIlpQTOrgw/3C2WMceUUaAr/DLF8kvfUaq\nXuM6Cr4qKUde0Zky+ZN5QQPQytZ+Lr/kadltH4hSEkG8ZJl+J8rrf5JMINl1GkQ4ygiwG/72T0Kl\npGql6yjxLbmXvH7HyxRM4QUNwB7Z2vXyS5/eOX2LtzXOBFJlCqfK63uCTDKL09E2lBFgL/yK5bIl\nT8tWLncdJb5kDJTX70SZvINkTMB1GgBRwtZtDE3f2vKu2JykGyX1kNf3OJnCaZyejnajjABtYCtX\nyv/8OdntS8Rdt65iZHLHy/Q5Vl6P0a7DAIhitn6z/M+fl93yjuQ3uY4TuzKK5PU9VibvEA6aRYdR\nRoB2sA3b5G96S3bT21LTdtdxYkNipkzBkfIKj5JJ6eU6DYAYYlvqZbcskL9pHhuUhItJlMk7SF6f\no2W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ESZTpc5S8Ad+WScxwnQYRhDKCuGMrVyq45iEOKowVWUMVGHoB60mAGGUbtslf84hs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UVpRTXJcWHs/qaQcwedWPFr8tnJLFl18LTnWLnpKN2TvXRJjADg/LOTcbtP/DMYmRbPN8dL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\n",
+      "text/plain": [
+       "<matplotlib.figure.Figure at 0x7f147800b250>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "tr.analysis.residency.plot_cgroup('schedtune', idle=True)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 6,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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+J5SuXQZrYZ7sOOTCFFotfIb8Bf73PQp1i9ZSMgghMGfOHMyfPx9paWkICgrC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\nDjJWzbkysQAgrDg09U+IjBuN8GHx1c/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mJur6KFixeRNfrll8slAfhmEe+pzH40Gn01Xf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\nCDGKkgVCCCGEGPX/OvqVRsEGw6sAAAAASUVORK5CYII=\n",
+      "text/plain": [
+       "<matplotlib.figure.Figure at 0x7f147f268f10>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "tr.analysis.residency.plot_cgroup('schedtune', cgroup='background')"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 7,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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vXPD7zDmZKH36fhgzjnVAVeTqGC7IY+RWNuCBZfuRwtVMiZwiRKPCzF2LWm/g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\n",
+      "text/plain": [
+       "<matplotlib.figure.Figure at 0x7f147f1a0190>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "tr.analysis.residency.plot_cgroup('schedtune', cgroup='root')"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 8,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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H74uIsGbNGnz88cfIzs6Gn58fxowZgx9++AFRUVGYNm0aCgsLsXXrVshkMjz7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\nbYlsAAAAAElFTkSuQmCC\n",
+      "text/plain": [
+       "<matplotlib.figure.Figure at 0x7f147f16d6d0>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "tr.analysis.residency.plot_cgroup('schedtune', cgroup='top-app')"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 9,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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Ij4T+z1MR9KdbIFOppI5DfoylgqgVmffuQNXn78Kely11FPIDishoBN9+PwKv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\nAAAASUVORK5CYII=\n",
+      "text/plain": [
+       "<matplotlib.figure.Figure at 0x7f147f238d10>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "tr.analysis.residency.plot_cgroup('schedtune', cgroup='foreground')"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Conclusions\n",
+    "-------------\n",
+    "* root CGroup ran considerably less on core 6 (7.5% to 2.6%) and slightly less on core 7 so there's definitely improvement with tasks that are not assigned to any CGroup with this patch stack\n",
+    "* Background group still runs on the big cores"
+   ]
+  }
+ ],
+ "metadata": {
+  "kernelspec": {
+   "display_name": "Python 2",
+   "language": "python",
+   "name": "python2"
+  },
+  "language_info": {
+   "codemirror_mode": {
+    "name": "ipython",
+    "version": 2
+   },
+   "file_extension": ".py",
+   "mimetype": "text/x-python",
+   "name": "python",
+   "nbconvert_exporter": "python",
+   "pygments_lexer": "ipython2",
+   "version": "2.7.13"
+  }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 2
+}
diff --git a/ipynb/residency/scratch/eas1.3-july21/task_residencies_uibench-eas13.ipynb b/ipynb/residency/scratch/eas1.3-july21/task_residencies_uibench-eas13.ipynb
new file mode 100644
index 0000000..bef9fbb
--- /dev/null
+++ b/ipynb/residency/scratch/eas1.3-july21/task_residencies_uibench-eas13.ipynb
@@ -0,0 +1,400 @@
+{
+ "cells": [
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "YouTube per-CPU CGroup residency analysis (with eas 1.3)\n",
+    "=======================\n",
+    "This is a run of the eas 1.3 branch from common on a wahoo device, with the following patches:\n",
+    "```\n",
+    "-rw-r----- 1 joelaf eng 11772 Jul 21 12:24 0001-sched-fair-streamline-find_best_target-heuristics.patch\n",
+    "-rw-r----- 1 joelaf eng  2962 Jul 21 12:24 0002-events-add-tracepoint-for-find_best_target.patch\n",
+    "-rw-r----- 1 joelaf eng  3307 Jul 21 12:24 0003-sched-fair-Update-signals-of-nohz-cpus-if-we-are-goi.patch\n",
+    "-rw-r----- 1 joelaf eng  1441 Jul 21 12:24 0004-sched-fair-kick-nohz-idle-balance-for-misfit-task.patch\n",
+    "-rw-r----- 1 joelaf eng  1424 Jul 21 12:24 0005-Revert-sched-fair-ensure-utilization-signals-are-syn.patch\n",
+    "-rw-r----- 1 joelaf eng  1478 Jul 21 12:24 0006-sched-fair-Sync-task-util-before-EAS-wakeup.patch\n",
+    "-rw-r----- 1 joelaf eng  3889 Jul 21 12:24 0007-sched-fair-Try-to-estimate-possible-idle-states.patch\n",
+    "-rw-r----- 1 joelaf eng  3563 Jul 21 12:24 0008-sched-fair-Add-a-backup_cpu-to-find_best_target.patch\n",
+    "```\n"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 1,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Populating the interactive namespace from numpy and matplotlib\n"
+     ]
+    }
+   ],
+   "source": [
+    "#!/usr/bin/env python\n",
+    "%pylab inline\n",
+    "import trappy\n",
+    "from trace import Trace\n",
+    "import logging\n",
+    "import pandas as pd\n",
+    "import numpy as np\n",
+    "import os\n",
+    "\n",
+    "from conf import LisaLogging\n",
+    "LisaLogging.setup(level=logging.ERROR)\n",
+    "logging.info('#### Setup FTrace')\n",
+    "path_to_html = \"/home/joelaf/repo/lisa-aosp/external/lisa/results/UiBench_eas13_4.4.56-g931b784e1a3f-29955-gb23d9461001d/trace.html\""
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 2,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [],
+   "source": [
+    "tr = Trace(None, path_to_html,\n",
+    "           cgroup_info = { \n",
+    "               'cgroups': ['foreground', 'background', 'system-background', 'top-app', 'rt'],\n",
+    "               'controller_ids': { 4: 'cpuset', 2: 'schedtune' }\n",
+    "           },\n",
+    "           events=[ 'sched_switch', 'cgroup_attach_task_devlib', 'cgroup_attach_task', 'sched_process_fork' ],\n",
+    "           normalize_time=False)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Total amount of time spent per Cgroup (schedtune)\n",
+    "===========================\n",
+    "(NaN is the idle task)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 3,
+   "metadata": {
+    "collapsed": false,
+    "scrolled": false
+   },
+   "outputs": [
+    {
+     "data": {
+      "text/html": [
+       "<div>\n",
+       "<table border=\"1\" class=\"dataframe\">\n",
+       "  <thead>\n",
+       "    <tr style=\"text-align: right;\">\n",
+       "      <th></th>\n",
+       "      <th>cpu_0</th>\n",
+       "      <th>cpu_1</th>\n",
+       "      <th>cpu_2</th>\n",
+       "      <th>cpu_3</th>\n",
+       "      <th>cpu_4</th>\n",
+       "      <th>cpu_5</th>\n",
+       "      <th>cpu_6</th>\n",
+       "      <th>cpu_7</th>\n",
+       "      <th>total</th>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>schedtune</th>\n",
+       "      <th></th>\n",
+       "      <th></th>\n",
+       "      <th></th>\n",
+       "      <th></th>\n",
+       "      <th></th>\n",
+       "      <th></th>\n",
+       "      <th></th>\n",
+       "      <th></th>\n",
+       "      <th></th>\n",
+       "    </tr>\n",
+       "  </thead>\n",
+       "  <tbody>\n",
+       "    <tr>\n",
+       "      <th>background</th>\n",
+       "      <td>0.178679</td>\n",
+       "      <td>0.162434</td>\n",
+       "      <td>0.006303</td>\n",
+       "      <td>0.137763</td>\n",
+       "      <td>0.000000</td>\n",
+       "      <td>0.000000</td>\n",
+       "      <td>0.340880</td>\n",
+       "      <td>0.132754</td>\n",
+       "      <td>0.958813</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>foreground</th>\n",
+       "      <td>4.764832</td>\n",
+       "      <td>1.649135</td>\n",
+       "      <td>0.575451</td>\n",
+       "      <td>0.279686</td>\n",
+       "      <td>0.004638</td>\n",
+       "      <td>0.612560</td>\n",
+       "      <td>0.029432</td>\n",
+       "      <td>0.041374</td>\n",
+       "      <td>7.957108</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>root</th>\n",
+       "      <td>1.804184</td>\n",
+       "      <td>2.222201</td>\n",
+       "      <td>2.202443</td>\n",
+       "      <td>1.062518</td>\n",
+       "      <td>0.165631</td>\n",
+       "      <td>0.121599</td>\n",
+       "      <td>0.078268</td>\n",
+       "      <td>0.130777</td>\n",
+       "      <td>7.787621</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>top-app</th>\n",
+       "      <td>0.331268</td>\n",
+       "      <td>2.307085</td>\n",
+       "      <td>0.033864</td>\n",
+       "      <td>0.008763</td>\n",
+       "      <td>1.702661</td>\n",
+       "      <td>2.928956</td>\n",
+       "      <td>0.085323</td>\n",
+       "      <td>0.015168</td>\n",
+       "      <td>7.413088</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>NaN</th>\n",
+       "      <td>25.280481</td>\n",
+       "      <td>25.992496</td>\n",
+       "      <td>29.519760</td>\n",
+       "      <td>30.957460</td>\n",
+       "      <td>30.457757</td>\n",
+       "      <td>28.666548</td>\n",
+       "      <td>31.771127</td>\n",
+       "      <td>32.015897</td>\n",
+       "      <td>234.661526</td>\n",
+       "    </tr>\n",
+       "  </tbody>\n",
+       "</table>\n",
+       "</div>"
+      ],
+      "text/plain": [
+       "                cpu_0      cpu_1      cpu_2      cpu_3      cpu_4      cpu_5  \\\n",
+       "schedtune                                                                      \n",
+       "background   0.178679   0.162434   0.006303   0.137763   0.000000   0.000000   \n",
+       "foreground   4.764832   1.649135   0.575451   0.279686   0.004638   0.612560   \n",
+       "root         1.804184   2.222201   2.202443   1.062518   0.165631   0.121599   \n",
+       "top-app      0.331268   2.307085   0.033864   0.008763   1.702661   2.928956   \n",
+       "NaN         25.280481  25.992496  29.519760  30.957460  30.457757  28.666548   \n",
+       "\n",
+       "                cpu_6      cpu_7       total  \n",
+       "schedtune                                     \n",
+       "background   0.340880   0.132754    0.958813  \n",
+       "foreground   0.029432   0.041374    7.957108  \n",
+       "root         0.078268   0.130777    7.787621  \n",
+       "top-app      0.085323   0.015168    7.413088  \n",
+       "NaN         31.771127  32.015897  234.661526  "
+      ]
+     },
+     "execution_count": 3,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "tr.data_frame.cpu_residencies_cgroup('schedtune')"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Plot per-CPU breakdown without considering idle time\n",
+    "------------------------------------------------------------"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 4,
+   "metadata": {
+    "collapsed": false,
+    "scrolled": false
+   },
+   "outputs": [
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "/home/joelaf/anaconda2/lib/python2.7/site-packages/matplotlib/__init__.py:938: UserWarning: axes.color_cycle is deprecated and replaced with axes.prop_cycle; please use the latter.\n",
+      "  warnings.warn(self.msg_depr % (key, alt_key))\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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qjS57TOq+lHB/LJ02EHOGRkkdhYgkpGuw4LvDNSgtMrj8sTUxarxa4X2HH/aF6EAfPJjm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OhysYzQFSs44Hn3ilyMLAPR9UrMidGJjkJu7p2fSkVHICIicgksI3RFGgydKD9nEh3DaSQJ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\n",
+      "text/plain": [
+       "<matplotlib.figure.Figure at 0x7fed6aaa6d10>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "tr.analysis.residency.plot_cgroup('schedtune', idle=False)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Plot per-CPU breakdown WITH considering idle time (yellow slice)\n",
+    "------------------------------------------------------------"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 5,
+   "metadata": {
+    "collapsed": false,
+    "scrolled": true
+   },
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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XNrD7y5xuL2hPSUlh2bJl7NixgyeeeILdu3eTkJBAfHw8W7ZsITc3lxUrVrR4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ObcmiW3TujuvzSV9tAyLRFnGf519fXDhw9z3XXXYVkWwcHBPP30005HEhGRLk7vNuX0tExL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\nwEJGAACAhYwAAACLAMctW2M3BGJ4AAAAAElFTkSuQmCC\n",
+      "text/plain": [
+       "<matplotlib.figure.Figure at 0x7fed67355fd0>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "tr.analysis.residency.plot_cgroup('schedtune', idle=True)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 6,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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wMLPp58+fb9Lyd+9PWFgY/P39AQCDBg1CeXk5NBoNfHx8zP7deRSmKfh8PmbMmIFt27Yh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\nUc26nCKezTjJVR1CCTM43/h2nqlg7Bd72XmmAoBki5mkIBOP7TvO90X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+      "text/plain": [
+       "<matplotlib.figure.Figure at 0x7fed660e5cd0>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "tr.analysis.residency.plot_cgroup('schedtune', cgroup='background')"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 7,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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j5sO3IGR2OwY7hosubOjQoTAYDNiwYUOr++zatcvr8o4dO5CUlITw8HAAQFxc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\nAABJRU5ErkJggg==\n",
+      "text/plain": [
+       "<matplotlib.figure.Figure at 0x7fed5f910250>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "tr.analysis.residency.plot_cgroup('schedtune', cgroup='root')"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 8,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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UkJBAP/74I3l4eNArr7xiOubNN98kOzs7+vDDDykxMZEuX75M//vf/+iNN94wHePv72+6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\nIYTHSYEhhBBCCI+TAkMIIYQQHvf/AZ3qAcNOQqeTAAAAAElFTkSuQmCC\n",
+      "text/plain": [
+       "<matplotlib.figure.Figure at 0x7fed5bdfe750>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "tr.analysis.residency.plot_cgroup('schedtune', cgroup='top-app')"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 9,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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OhwPbt2/3eN7Jyclo3bp1lecdERFx3u326tULK1asqPa+yMhItGnTBvv376+y3bi4uDqV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\n/f3792/8//Hx8SxbtgyAmJgYTpw4wapVq3j00UfNEkNQUBB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2PbPZf00ymazZbYVC0ViH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\n",
+      "text/plain": [
+       "<matplotlib.figure.Figure at 0x7fed611b6c50>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "tr.analysis.residency.plot_cgroup('schedtune', cgroup='foreground')"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Conclusions\n",
+    "-------------\n",
+    "* root CGroup ran considerably less on core 6 (7.5% to 2.6%) and slightly less on core 7 so there's definitely improvement with tasks that are not assigned to any CGroup with this patch stack\n",
+    "* Background group still runs on the big cores"
+   ]
+  }
+ ],
+ "metadata": {
+  "kernelspec": {
+   "display_name": "Python 2",
+   "language": "python",
+   "name": "python2"
+  },
+  "language_info": {
+   "codemirror_mode": {
+    "name": "ipython",
+    "version": 2
+   },
+   "file_extension": ".py",
+   "mimetype": "text/x-python",
+   "name": "python",
+   "nbconvert_exporter": "python",
+   "pygments_lexer": "ipython2",
+   "version": "2.7.13"
+  }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 2
+}
diff --git a/ipynb/residency/scratch/eas1.3-july21/task_residencies_youtube-eas12.ipynb b/ipynb/residency/scratch/eas1.3-july21/task_residencies_youtube-eas12.ipynb
new file mode 100644
index 0000000..87e1792
--- /dev/null
+++ b/ipynb/residency/scratch/eas1.3-july21/task_residencies_youtube-eas12.ipynb
@@ -0,0 +1,390 @@
+{
+ "cells": [
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "YouTube per-CPU CGroup residency analysis (with eas 1.2)\n",
+    "=======================\n",
+    "This is a run of top-of-tree Wahoo\n"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 1,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Populating the interactive namespace from numpy and matplotlib\n"
+     ]
+    }
+   ],
+   "source": [
+    "#!/usr/bin/env python\n",
+    "%pylab inline\n",
+    "import trappy\n",
+    "from trace import Trace\n",
+    "import logging\n",
+    "import pandas as pd\n",
+    "import numpy as np\n",
+    "import os\n",
+    "\n",
+    "from conf import LisaLogging\n",
+    "LisaLogging.setup(level=logging.ERROR)\n",
+    "logging.info('#### Setup FTrace')\n",
+    "path_to_html = \"/home/joelaf/repo/lisa-aosp/external/lisa/results/YouTube_eas12_4.4.56-g3a99b558e8c2/trace.html\""
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 2,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [],
+   "source": [
+    "tr = Trace(None, path_to_html,\n",
+    "           cgroup_info = { \n",
+    "               'cgroups': ['foreground', 'background', 'system-background', 'top-app', 'rt'],\n",
+    "               'controller_ids': { 4: 'cpuset', 2: 'schedtune' }\n",
+    "           },\n",
+    "           events=[ 'sched_switch', 'cgroup_attach_task_devlib', 'cgroup_attach_task', 'sched_process_fork' ],\n",
+    "           normalize_time=False)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Total amount of time spent per Cgroup (schedtune)\n",
+    "===========================\n",
+    "(NaN is the idle task)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 3,
+   "metadata": {
+    "collapsed": false,
+    "scrolled": false
+   },
+   "outputs": [
+    {
+     "data": {
+      "text/html": [
+       "<div>\n",
+       "<table border=\"1\" class=\"dataframe\">\n",
+       "  <thead>\n",
+       "    <tr style=\"text-align: right;\">\n",
+       "      <th></th>\n",
+       "      <th>cpu_0</th>\n",
+       "      <th>cpu_1</th>\n",
+       "      <th>cpu_2</th>\n",
+       "      <th>cpu_3</th>\n",
+       "      <th>cpu_4</th>\n",
+       "      <th>cpu_5</th>\n",
+       "      <th>cpu_6</th>\n",
+       "      <th>cpu_7</th>\n",
+       "      <th>total</th>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>schedtune</th>\n",
+       "      <th></th>\n",
+       "      <th></th>\n",
+       "      <th></th>\n",
+       "      <th></th>\n",
+       "      <th></th>\n",
+       "      <th></th>\n",
+       "      <th></th>\n",
+       "      <th></th>\n",
+       "      <th></th>\n",
+       "    </tr>\n",
+       "  </thead>\n",
+       "  <tbody>\n",
+       "    <tr>\n",
+       "      <th>background</th>\n",
+       "      <td>0.114796</td>\n",
+       "      <td>0.157250</td>\n",
+       "      <td>0.005520</td>\n",
+       "      <td>0.008088</td>\n",
+       "      <td>0.000000</td>\n",
+       "      <td>0.000000</td>\n",
+       "      <td>0.670740</td>\n",
+       "      <td>0.000047</td>\n",
+       "      <td>0.956441</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>foreground</th>\n",
+       "      <td>3.046883</td>\n",
+       "      <td>3.017969</td>\n",
+       "      <td>1.439542</td>\n",
+       "      <td>0.896851</td>\n",
+       "      <td>0.583559</td>\n",
+       "      <td>0.102979</td>\n",
+       "      <td>0.498291</td>\n",
+       "      <td>0.406533</td>\n",
+       "      <td>9.992607</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>root</th>\n",
+       "      <td>5.689420</td>\n",
+       "      <td>2.013840</td>\n",
+       "      <td>2.423268</td>\n",
+       "      <td>1.490792</td>\n",
+       "      <td>0.447084</td>\n",
+       "      <td>0.242111</td>\n",
+       "      <td>1.951480</td>\n",
+       "      <td>0.661130</td>\n",
+       "      <td>14.919125</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>top-app</th>\n",
+       "      <td>0.343027</td>\n",
+       "      <td>0.168558</td>\n",
+       "      <td>0.092193</td>\n",
+       "      <td>0.065982</td>\n",
+       "      <td>3.795301</td>\n",
+       "      <td>2.377549</td>\n",
+       "      <td>1.082070</td>\n",
+       "      <td>0.311982</td>\n",
+       "      <td>8.236662</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>NaN</th>\n",
+       "      <td>22.470572</td>\n",
+       "      <td>26.290126</td>\n",
+       "      <td>27.694096</td>\n",
+       "      <td>29.197009</td>\n",
+       "      <td>26.842616</td>\n",
+       "      <td>28.934865</td>\n",
+       "      <td>27.941294</td>\n",
+       "      <td>30.257805</td>\n",
+       "      <td>219.628383</td>\n",
+       "    </tr>\n",
+       "  </tbody>\n",
+       "</table>\n",
+       "</div>"
+      ],
+      "text/plain": [
+       "                cpu_0      cpu_1      cpu_2      cpu_3      cpu_4      cpu_5  \\\n",
+       "schedtune                                                                      \n",
+       "background   0.114796   0.157250   0.005520   0.008088   0.000000   0.000000   \n",
+       "foreground   3.046883   3.017969   1.439542   0.896851   0.583559   0.102979   \n",
+       "root         5.689420   2.013840   2.423268   1.490792   0.447084   0.242111   \n",
+       "top-app      0.343027   0.168558   0.092193   0.065982   3.795301   2.377549   \n",
+       "NaN         22.470572  26.290126  27.694096  29.197009  26.842616  28.934865   \n",
+       "\n",
+       "                cpu_6      cpu_7       total  \n",
+       "schedtune                                     \n",
+       "background   0.670740   0.000047    0.956441  \n",
+       "foreground   0.498291   0.406533    9.992607  \n",
+       "root         1.951480   0.661130   14.919125  \n",
+       "top-app      1.082070   0.311982    8.236662  \n",
+       "NaN         27.941294  30.257805  219.628383  "
+      ]
+     },
+     "execution_count": 3,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "tr.data_frame.cpu_residencies_cgroup('schedtune')"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Plot per-CPU breakdown without considering idle time\n",
+    "------------------------------------------------------------"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 4,
+   "metadata": {
+    "collapsed": false,
+    "scrolled": false
+   },
+   "outputs": [
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "/home/joelaf/anaconda2/lib/python2.7/site-packages/matplotlib/__init__.py:938: UserWarning: axes.color_cycle is deprecated and replaced with axes.prop_cycle; please use the latter.\n",
+      "  warnings.warn(self.msg_depr % (key, alt_key))\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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0meJCZ48OIgDWEj9jk+LZ0ENX1zrYKOCuV2YfcATw+yOIAHmv3Ud93gZ8zlo2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\nSltmRjTCJgAJUTaKa0NjcYneKCsmkp8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jjTfeQEBAACZOnIjFixcjPT0dlZWVGDVqFA4d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5c92jHDMEKDwiFakQk0BnBrRYnoMiiBbTjYJroESkFHPndyc9pBcrb6cW9JOWTmEerHhgOt0Pjh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uBs380QGBjY9WfFw2apiIjIdXiWIfWKMyPeoa3FgWUJsaJjuJQEIC40ALP0wPfD67FG/hKv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\nIiIiIiISgmWEiIiIiIiE+P8Bdz9/ezsblWkAAAAASUVORK5CYII=\n",
+      "text/plain": [
+       "<matplotlib.figure.Figure at 0x7f13ea35dc90>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "tr.analysis.residency.plot_cgroup('schedtune', idle=False)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Plot per-CPU breakdown WITH considering idle time (yellow slice)\n",
+    "------------------------------------------------------------"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 5,
+   "metadata": {
+    "collapsed": false,
+    "scrolled": true
+   },
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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MvP7663g8ntbzdLQ/tCwqs2LFCgCWLVvW+rrwDxkZEaIHlLMGVbQOvXgdNPd8PrHVWURM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\njgA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CFvDlb3xM/rbnXAdBK+PMCCKOv3dJaP8QW+86CqKE1+sKeT0uabX7Kyws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\neThtXXj6Yye+n9ZaJCd1JCqk6bfsre5qHgIHPT91NS9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xxRV88sknjB8/ni+//JLPPvus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VVui64xaMBIolwXUeUNb6WqOo49O0sIBDR1T0REgpPCiDSZVbYPKo/bXYZ0AkWuwTy7vPk9\nIiEhIQwbfDG+shFYZtd8uar0Bji0v+XzaERERDqjrvnXXdqUekWkMSo9fVn4QRnNXa+vW7dU+qZe\nSUVRcusW1gFpqJaIiAQr7TMiTWJZJlbuZ3aXIR2cz5PKwhUBfP7mbYiZPmA0/ooMqiuD4/OSwwfK\nqa4OEBLS+Sfli4iINIXCiDSJVbQdfCV2lyEdmOmO45nVYZR5K5t8bmhoKAP6TKGiqNtJj933m4sI\nDYnA4XDgcLi476d/q/d4ZWUZL7xyD4VF2ZhmgIumfo8JY2cBsPLTJaz9z1sYhkFa6kBu+c7vcLtD\nmtfANmCacORAOf3TY+wuRUREpF0pjEiTWAWb7C5BOjDLGcFfNydxvLDpcyCSk9OICzuPiqLQBo/5\n6bzFREbGnfKxVWtfIzW5P/9z21OUlRfy4P+ZwdjRMygrL+KTf7/Cg794D48nlGeX/JSNWz6oCyod\nxcH9CiMiIhJ8FEakSayiL+0uQTooy3Dz9z192H246XuJpA86G1/pkBYNyzIwqKquwLIsqqu9RITH\n4HDUvsSZZgCfrwqn04XPV0VszMk9L3Y7fKAcy7IwDMPuUrqMzMxMFi9ejGmaXHjhhcycOfOkY7Zv\n386LL75IIBAgKiqKhx9+2IZKRUSCl8KINJrlPQ5VeXaXIR2SwZqcIWzY2bT/H2GhYfTvPYWK4qQz\nP4Nh8NjT/x8Oh5NJ469j0vjr6z0+5bzv8tSi/+Geh6ZQXV3BbTc/isPhIC42mWlTbuW+30zD7Q5l\nSPoEMtInNqnO9lBVGSD3eCXJqV1v+WI7mKbJokWLuP/++0lISOCXv/wlY8aMoUePHnXHVFRU8Pzz\nz/O///u/JCYmUlKiIagiIu1NYUQazSr6wu4SpIP60juCf33etL1EUlN6EB0ykYrixs3d+Pn8l4mL\nTaa0rIDHn76NlG79GNh/TN3j23etoUf3wfxk3mLy8g/x+DPfZ0C/szHNANu+/Jjf3r+C8LAonl3y\nUz77/O+cO+aKJtXbVkLDnRgxTg6ZVXx4II8bU3vbXVKXsHfvXlJSUkhOrl2NbcKECWzcuLFeGFmz\nZg3nnnsuiYmJAMTEaJiciEh7UxiRRtMQLTmVI03c1NAwDNIHjqGmNJ2aqsYPy4qLrX1TGR2VwMjh\n09h/6It6YWT9hne4+MLbMAyDbkm9SYzvzvGcfRQWZZMQ34OoyHgARg2fRtaBLbaFEafTICzeTZHb\nz5ayMrYVlUFp7WMjrGpuHK8w0hoKCwtJSEiou52QkMCePXvqHZOdnY3f7+ehhx6isrKSyy67jMmT\nJ7d3qSIiQU1hRBrFskyskl12lyEdTJFrMM/8vfGbGoaHh9Ov51QqihPOfPB/qa72YlkWoaERVFd7\n+Wr3OmZcdGe9Y+LjUtm5+z8M7Hc2pWX5HM89QFJCTwD2H9xKTU0lbncoO/f8h949hzXp+VsqIsaF\nL9Jgb3Ula/MLqcg+9ZLH24+XUl7tJzJEL83tIRAIsH//fn71q19RU1PD/fffz8CBA0lLS6t33MqV\nK1m5ciUACxYsqOtJCRYul0ttDgJqs9hFf/GkccoPQqDpS7VK11Xp6cvC9xu/qWFaWi+i3OMbPSzr\nv5WWF/D0C3cBtZPRzxk9g6FDJrF63VIAzp9wA5dddCdLXvtffv3ITMDi6st/SmRkHJGRcYw+azq/\n+/+vw+lw0rP7EM4bf12Ta2gKt8eBJ97FccPHxqJi9hVUQsGZzwuYFplHijmvv/44tlR8fDwFBd/8\n0AsKCoiPj693TEJCAlFRUYSGhhIaGsqQIUM4ePDgSWFk2rRpTJs2re52fn7jA3hXkJiYqDYHAbW5\n6/v2a1tHoTAijWIVf2V3CdKBNGVTQ8MwGDxoLFXFA6kJNG+1rKSEnvzq7mUn3X/+hBvqvo+N6caP\n7nzulOdfccl8rrhkfrOeuzEMAyLi3FSEWezwVvBZQTH+I83bev6L7FKFkVbQv39/srOzyc3NJT4+\nnnXr1nHXXXfVO2bMmDG88MILBAIB/H4/e/fuZcaMGTZVLCISnBRGpFE0REu+ZrrjeG5NOGVe7xmP\njYiIoG+PqVQUx5/x2M4mNNyJEevkcKCKtQXF5OXWtMp1tx/Tik6twel0MnfuXH73u99hmiZTp06l\nZ8+erFixAoDp06fTo0cPRo4cyc9//nMcDgcXXHABvXr1srlyEZHgYlhWYwdZSDDzr/sf8JfbXYbY\nzHKG89etPdl1qPSMx/bo3odw5zh81Z52qKztfTPxPEBmWSlbi5q+sWNjRIe6WDl/kvYb6cCOHTtm\ndwntKtiGsoDaHCyCrc0ddZhW83cYk6BhVRcpiAgYLt7P6nvGIGIYBkPSx+P2T+r0QSQi2oUnzc2h\nJD9/DeTwWPYhlhw62mZBBKC0ys+houbNz1q4cCFDhgxhzpw5rVxV+3vxxReZP7/thtaJiEjHoGFa\nckZWxRG7SxDbGazNy+CzHaff1DAyMpLeaVPxFse1U12ty+1x4IlzkePwsaGomH2FldD0DeVbbHt2\nCb3jm7754VNPPcXKlSvr7aXREL/fj8vVsj8BgUAAp9PZomuIiEhwU8+InJlXYSTYbfeO4J8bTh9E\nevboS1r85XhLOk8QMQyIjHdjdHexM66a56qyefzoIV4/nM2+cvtWj9ue3fSelzvvvJN9+/Zx6aWX\n8uijjzJz5kxGjBjBuHHj2LZtGwAPPfQQN910ExMnTuSmm24iEAhw9913c8455zBixAieeeYZoHb3\n8nnz5jF48GAuuugiLrvsMt58800A+vTpwz333MPo0aN54403yMzMZNy4cYwYMYJZs2ZRVFQEwJQp\nU/j888+B2tWn+vTpA9T2eFx99dVccsklDBw4kF/84hd1bVi8eDGDBg1i7NixrF27ttk/PxER6TzU\nMyJnpJ6R4HbUGsZrp9nU0OFwMHjgOCqL++Oj489zCA134jix4/m6gmJyW2nieWv6KufMc3K+7emn\nn2b58uV88sknPPzww4waNYp33nmHjz/+mJtvvpnMzEwAduzYwZo1awgLC+PZZ58lJiaGjRs3Ul1d\nzcSJE5k+fTqbNm3iwIED7Nixg9zcXIYMGcLcuXPrnishIYHNmzcDMGLECJ544gkmT57MAw88wMMP\nP8xjjz122lozMzPZsmULISEhpKen88Mf/hCXy8WDDz7Ipk2biImJYerUqYwaNarJPwcREelcFEbk\njBRGglexK52n/97wBhlRUdH0SpmCtzi2HatqGofDIDzBTbE7QGZZGZlFpXU7nndUBwvPvFLZ6axZ\ns4a33noLgAsuuICCggJKS2sbfeWVVxIWFgbAihUr2LZtW12vR0lJCXv27GHNmjVcd911OBwOUlJS\nmDp1ar3r33DDDXXHFxcX1+1afsstt3DddWfew+XCCy8kJiYGgIyMDA4ePEh+fj5TpkwhKSmp7jl2\n797dop+DiIh0fAojclqWZYI3uFaOkVqVnj4sfL+8wU0Ne/XsTwhj8Za627ewRgiPduGPMsiqqWRt\nXhHl2QG7S2qS0io/BRU1JES0/gIAERERdd9blsUTTzzBxRdfXO+YDz74oNHXaIjL5cI0a/ehqaqq\nqvdYSMg3G186nU78fv8ZryciIl2T5ozI6VXlgtnxhrFI2/J7UnjyQ4uaU2xq6HA4GDr4PBzVE/DX\ndIwg4vY4iEz2UJFq8ElYKQsLj/DUwcP8Kzufcn/nCiJfO1BQ0exzJ02axCuvvALAqlWrSExMJDo6\n+qTjLr74Yv7yl7/g8/kA2L17NxUVFUycOJG33noL0zTJyclh1apVp3yemJgY4uLi+Pe//w3Ayy+/\nXNdL0qdPHzZt2gRQ1/NyOueeey6ffvopBQUF+Hw+3njjjSa3W0REOh/1jMhpaYhW8DHdsTy7JpyS\nipMncEdHx9AzeQreohjs3gYjMt6NN8ziq8oK1ucX4z/atbZMOlTk5exezVsM4KGHHmLu3LmMGDGC\n8PBwlixZcsrjbrvtNg4cOMDo0aOxLIukpCTeeecdrrnmGj766CMyMjLo2bMno0ePrhtW9W1Llizh\nzjvvxOv10q9fPxYvXgzAz3/+c66//nqeffbZRu1qnpqaykMPPcT48eOJjY1l5MiRzWq7iIh0Ltr0\nUE7LPPgu5sG37S5D2onlDOeVrT3ZeYq9RHr3GojHPAe/z57PMELDanc8P2JVsza/iNyqGkxfDTuf\n/jGW34dlBogbfj7dp99a7zy/t4wDb/yB6oJjGG4Pfa+7m7CUvnWPW2aAHQvn4YlOYODc37dzqxp2\n89he/HDyANuev7y8nMjISAoKCupWt0pJSbGtno5Emx52fWpzcAi2NnfUTQ/VMyKnZdUU2V2CtBfD\nxQdZfdl5qP7GGk6nk8EDJ+It6kN7jux3OAwiEr7e8byMrUWlWN9a8dZwuUm//VGcIWGYAT+7nvoR\nMeljieydUXdM9sevEp42gAG3/JrK3EMcemch6bf/se7xnDVvE9atF4Gq5g+LagtHiu1bWhjg8ssv\np7i4mJqaGn71q18piIiISJtQGJHTq+ngyw5JK6nd1HD9tzY1jImJpUfSFLxFJ883aAvh0S4CkQZ7\nfY2beG4YBs6Q2pWhrIAfK+Dn2+PHqnIPkjL1OwCEdetFTeFxfGWFuKPiqSnOo2TnZ6ReMIec1R1r\njsLx0qozH9SGGponIiIi0poURuS0LF+J3SVIO9hROYJ/bqi/l0if3oNwBc7GW9Z2k9Tdbgch8Sd2\nPC8uIavQ2+Qdzy0zwI7Hf0B1wVG6TbiKyF5D6j0eltqPoi/WENV3BOWHdlJdnENNST7uqHgO//3P\n9LjsdgLVLVtKty0UeX12lyAiItLmFEbk9GqavhO0dC5HGcarn3wTRJxOJ0MGTqKiqBdtsQ5Va088\nNxxOhv7kWfyV5WQteYDK4/vrzQlJnTqbQ+/9me1/up2w1L6Epw3EcDgo3rEeV2QcET0GUZqV2dJm\ntbqiSq1iJyIiXZ/CiJyeeka6tBJ3Ok+/982mhrGx8aQlTqaiKKrVniM0zIkj1slhs5p1hUXktNGO\n566wSKL6j6Rk18Z6YcQZGkHf638B1O6r8cWCOYTEp1K4dRXFO9ZRsvMzTF8NZrWXfa/9nn6z72uT\n+pqqymfirfET7tHLtIiIdF36KycNsswaCNg7bl3aTpWnD4//16aGffsMxukbTWVZy14W/nvi+dby\nMjILT5543lp85cUYTheusEhMXzWlezaRMuU79Y7xV5bjcIfgcLnJ3/ABUX1H4AyNoMelt9Hj0tsA\nKM3KJOfTv3WYIPK1Qq9PYURERLo0/ZWThmnyepfl96TwxIlNDV0uF4MHTKKiqGezh2WFR7kIRNVO\nPF+fV0RpO+147isrYP/SR8AMYFkW8SMmE5sxntz1fweg2/grqMo9yP6l/xcwCEvpQ59rf94utbWG\nIm8NPWLD7C5DRESkzSiMSMN8CiNdkemO5bm1EZRUeImPTyAlbjIVRZFNusZ/TzzfWFzC3iIv2LAK\ndHhqf4b++JmT7u82/oq67yN7D2X4L1467XWi+48kun/H22Sv0Kt5IyIi0rUpjEiDLPWMdDmWM5zX\nMpM5mldK/34ZGFWjqCx3NurcyDg33vDaief/yS/G14F2PC/ZtYFD7/4ZLJPEsZeROnV2vceLtq/l\n2L8Wg+HAcDjpeeU8ovoOB+D46jfJ3/gBYBCe0pc+1/8Ch9tjQytOVl7V9J1dDhw4wOWXX86XX37Z\n7OddtWoVf/zjH3n//febfY22cuutt3L55Zdz7bXX2l2KiIi0AoURaVjA3k3XpJUZLj7Y15e9x8oY\nNvgCKop6nPbwkDAnzhMTz/9TWER2Xsf8lN4yAxxatpBB338Ed0wSXz0xj9iM8YQl96k7JnrAaGIz\nJmAYBt7sLPb99TcMu/tFakryyF27jGE/fwGHO4Ssv/6awq0fkzjmEvsa9F+qA6bdJTSZZVlYloXD\n4bC7FBER6QT010IaZnWcT76lpQzW5Q9lV7aDgb2uPGUQcTggKslDoLuTTdFenio7ysLDh1h2NIfs\nDrzMbMXhnYQkdickIQ2Hy038WVMp3r6u3jHOkDCME5shmjVV9TZGtMwApq8aKxDArKnCHZ3YrvWf\nTrW/eWHE7/czZ84chgwZwrXXXovX6+XXv/4155xzDsOGDeP222/HOvH7vXfvXqZNm8ZZZ53F6NGj\nycrKqnetjRs3MmrUKLKyssjLy+Oiiy5i6NCh3HbbbfTu3Zv8/HwOHDhAeno6N998M8OGDePw4cO8\n9tprDB8+nGHDhnHPPffUXS8y8pshgW+++Sa33norUNvjcddddzFhwgT69evHm2++CdSGm/nz55Oe\nns60adPIza2/H46IiHRu6hmR01AY6Sq+qhrB7rxuxIWOoLL8m1/7ryeeZ/mqWJdX2G4Tz1tTTUk+\nnpikutuemCTKD3910nFFX67h6D+fx1dezMC5v6s7NmXydWz7/Wwc7hCiB44hZtCYFtfkdhq4HQYu\nR+2/bge4jK//tXAZ4DZqv3dj4sLCxdffm7itAC7LpE9VHtCzyc+/a9cuFi1axMSJE5k7dy5PPfUU\n8+fP54EHHgDgpptu4v333+eKK65gzpw53HvvvcyaNYuqqipM0+Tw4cMArFu3jh/+8Ie8++679OrV\ni/nz53PBBRfwy1/+kuXLl7No0aK659yzZw9Llixh3LhxHDt2jHvuuYdNmzYRFxfH9OnTeeedd5g5\nc+Zp687OzmbNmjXs3LmTK6+8kmuvvZZly5axa9cuduzYQU5ODhkZGcydO7fJPxMREemYFEZEurjj\nxgi2HhtBoCINl9sgPNFNrsPHxpJS9hRV2DLxvDkMat/kf/MG38DlAEeYC8vjYFCMG5dhcSDCQUGI\nwbh4o94bfNeksbgnjeHwrm188v7zfPdHD1JTUcILO1fxh4ceJSrEw9OLn2TslpeZMmo0Lr8PV6Dm\nxL8+nIEaXP4aXL4anP4aXP5qXP5qnDU1uHxVOH3VOH1VuH3Vrdbm6Mg7YeLoJp/Xs2dPJk6cCMCN\nN97IwoUL6du3L2CNQjsAAB3YSURBVI888gher5fCwkKGDh3KlClTOHr0KLNmzQIgNDS07hpfffUV\nt99+OytWrCAtLQ2ANWvWsGzZMgAuueQS4uLi6o7v3bs348aNA2p7U6ZMmUJSUm1InDNnDqtXrz5j\nGJk5cyYOh4OMjAxycnIAWL16NbNnz8bpdJKWlsYFF1zQ5J+HiIh0XAojIl1YecgwVmdNpTI8kt1G\n7Y7n35547jDA7XDgcn7zBt9d9yk+uA2r9nss3IZ10qf4LuvEFwFcVu2X2wzgMgM4TT8e04/T9OEK\n+HEFat/Yu0w/Ln8NzhNv+J3+Gtz+Gpy+Gpz+6hNv+qtw1VTVvtGvrsZp+k7Zxk1F5fxpTzYL3j0O\nwJN7swGY//bdDf5clh/cyQVv/Zp1BWWM8pZw3ZoXan9ejhK2rP0H40q+aI0ff8uZzeupMv5rGNrX\nt+fNm8fnn39Oz549eeihh6iqOv0eQqmpqVRVVbFly5a6MHI6ERERTa7t2zWEhITUfW9pmKiISFBQ\nGJHT0JuBzi6EIq7svwwDCwMwLKv2ewsMLDjxvb0MIOTEV9Nd7Df56exnqfzeGLonRfHP25bw0oNX\nkNLvm6Fbe48U0b97LIZhsGXXcQIbdjHkoYsp35HNE7//gOifTSYsxMXm337A2RcMIOW6s1unaS1k\nJJ05BJzKoUOHWL9+PePHj+fVV1/lvPPOY926dSQmJlJeXs6bb77JtddeS1RUFD169KgbQlVdXU0g\nUBuAYmNjWbRoERdddBERERFMmTKFiRMn8re//Y177rmHFStWUFR06m61sWPHctddd5Gfn09cXByv\nvfYaP/zhDwFITk7mq6++Ij09nWXLlhEVFXXatpx//vk888wz3HLLLeTm5vLJJ5/w3e9+t1k/FxER\n6XgURqRhtr9JlZZyVx/FbXcRbcwNPP6js7n8J68SMC1uvWwAw3r5eeatVQDccVU673z8JX/9VxYu\nl4Mwj5NXHpyII3Ccc9MNrpncnXO/9zwup4OzBsTz/RnJGP5sW9v0NYeneRPY09PT+fOf/8zcuXPJ\nyMjgBz/4AUVFRQwbNoyUlBTOOeecumNffvll7rjjDh544AHcbjdvvPFG3WPJycm8//77XHrppbzw\nwgs8+OCDzJ49m5dffpnx48eTkpJCVFQU5eXl9Z4/NTWVBQsWMHXqVCzLYsaMGVx11VUALFiwgMsv\nv5ykpCTGjBlz0rnfNmvWLD7++GMyMjLo1asX48ePb9bPREREOibDUl+4NMA8/m/M3c/bXYZI0HL0\nuQ5Hr8vtLqNOdXU1TqcTl8vF+vXr+cEPfkBmZqbdZbW7Y8eO2V1Cu0pMTCQ/P9/uMtqV2hwcgq3N\njRlyawf1jIiIdFRGx1p9/dChQ1x//fWYponH4+G5556zuyQREenkFEZERDqqDhZGBg4cyJYtW+wu\nQ0REupCO9ZdOOhZn6JmPEZG2o99BERHp4hRGpGHuyDMfIyJtxx1tdwUiIiJtSmFEGmS4wu0uQSSo\nGR6FERER6doURqRhLvWMiNjKffo9OERERDo7hRFpmIZpidhLw7RERKSLUxiRBhnOEE2gFbGLw4Ph\nCrO7ChERkTalMCKn546xuwKR4KQhWiIiEgQURuT0PAojIrZQGBERkSCgMCKnZYTE2l2CSFAyNF9E\nRESCgMKInF5Iot0ViAQnjz4IEBGRrk9hRE7LCE+zuwSRoGSEp9pdgoiISJtTGJHTMiK6212CSHDS\n756IiAQBhRE5vfDugGF3FSJBxwjvYXcJIiIibU5hRE7LcIZAqOaNiLQrZzhGaILdVYiIiLQ5hRE5\nIyNcw0VE2lWE5mqJiEhwUBiRM9PYdZF2pSFaIiISLBRG5IzUMyLSvowIhREREQkOCiNyRnpjJNLO\n9DsnIiJBwmV3AdIJhKeC4QQrYHcldR772w4W/2MPhmEwrG8sz987kdAQJ0++9RVPv7MLp8Pg0nE9\nWPCDs086d8ANbxEZ5sbpNHA5HXz27Iy6xxpzvkhbU2+kiIgEC4UROSPD4YHIPlCWZXcpABzN8/Ln\nt3ay7aUrCQtxMfvBT1n68X56J0fy97WH2bToCkI8TnKLKhu8xsrHppMYG1rvvlWbjzf6fJE2E9oN\nwxNtdxVdQmZmJosXL8Y0TS688EJmzpx5yuP27t3L/fffz49//GPGjRvXzlWKiAQ3DdOSRjFih9hd\nQj3+gElldQC/38Rb7SctMZxn3t3FL747jBCPE4BucWFNumZLzxdpDUZsht0ldAmmabJo0SLuu+8+\n/vSnP7F27VqOHDlyyuNeeeUVzjrrLBuqFBERhRFplI70Bql7Ujg/+c5Q+l3/Fj2vfoPoCA8XnZPG\n7iOlrNmWy4Q7P+CCu/7Fxq/yT3m+gcHFP/uQsd9/n+fe2113f2PPF2lLHel3rTPbu3cvKSkpJCcn\n43K5mDBhAhs3bjzpuH/+85+ce+65REerN0pExA4KI9IoRvRAMNx2lwFAUVk1f19zmD2vX82ht6/D\nW+XnlRX7CAQsCkurWfuXS1nwg7P57kOrsSzrpPNXPXkJmxZdwfuPXMhf3tnFv7fmADT6fJG2Y3S4\nXsjOqrCwkISEbzaOTEhIoLCw8KRjNmzYwPTp09u7PBEROUFzRqRRDKcHovtDyU67S+Gjz7PpkxpJ\n0ok5HzMn9WL9l7l0Twpn1vm9MQyDsUMScTggv6S67rivdU8KB2qHYc2c1JONX+Uz6azkRp8v0mYi\nemi+SDt68cUXmTNnDg7H6T+XW7lyJStXrgRgwYIFJCYmtkd5HYbL5VKbg4DaLHZRGJFGc8QOwewA\nYaRncgQbduThrfITFuLk483ZnJ2ewPD+cazacpwpo1PYfbiUGp9JYkxIvXMrKn2YFkSFu6mo9PHh\nxmzuv2UEAFee1/OM54u0JQ3Raj3x8fEUFBTU3S4oKCA+Pr7eMVlZWTz++OMAlJaWsmXLFhwOB2PH\njq133LRp05g2bVrd7fz84BrCmZiYqDYHAbW560tLS7O7hFNSGJFGM2Iz4OAyu8vg3Iwkrp7cm7Hf\nfx+X08FZA+L5/hWDMAy47f+uY+St7+F2OXjhvokYhsGxfC93PLKevz9yITlFVVx7/yoAAgGT70zr\ny8Xn1i6j+r3LBpzyfJH2ojDSevr378//a+/eg6su7zyOf57nd8iNhJBzDrlBgCQEEpCFQBDEio2k\nrNWxZrFrL3YdtKhtYKm97FRcrVSHTv7QtXULU6s0Oh1n/1jdHR1nOsOysgrSrWCAASxiqFA14ZJE\nJKhBkvPbP1KzpKAcyDl5zuX9mnFyOY/J5wvJ75wPv1tHR4eOHTumYDCobdu2adWqVUPWrFu3bsj7\nc+fOPaeIAADiy/gcFI8o+ZE+9W9rkiKnXUcBUo/x5F2xTibAVdxipbW1VU8//bQikYjq6+u1dOlS\nbdy4UZLOOU/k0zISzaV929vb45I3UaXbvx5LzJwu0m1m9owg6RkbkMmfKv/9Pa6jAKknr5wiEmNz\n5szRnDlzhnzus05WX7FixUhEAgD8Fa6mhYtiQtyRHIgHW/A3riMAADDiKCO4KGbcPMl4rmMAKceM\n41wFAED6oYzgophRuTIFl7mOAaSW0RNlckpcpwAAYMRRRnDRTOEVriMAKcWyVwQAkKYoI7hoJjRH\nshmuYwApg0O0AADpijKCi2a8TJlQresYQGrIq5TJLnKdAgAAJygjuCQcqgXEhi36gusIAAA4QxnB\nJTEFM6XAaNcxgORmRsmMm+86BQAAzlBGcEmMDciE57mOASQ1E5otM4pSDwBIX5QRXDJb8kXXEYCk\nZvgdAgCkOcoILpnJK5fGTHEdA0hOo8tkuWcPACDNUUYwLHb8EtcRgKRkJ1zrOgIAAM5RRjAsJlwn\nZQRdxwCSS0aBzLgFrlMAAOAcZQTDYownO77BdQwgqdjxX5KxAdcxAABwjjKCYTMl9ZKX7ToGkBy8\nrIHfGQAAQBlJRYcOHVJNTY3uuOMOzZgxQ0uWLNHHH3+sJ554QvPmzdOsWbN000036aOPPpIkLVu2\nTKtWrdLChQtVUVGhZ5999qK+nwnkyJReE49RgJRjiq+WCeS4jgEAQEKgjKSot956SytWrNC+ffs0\nduxYPffcc1q6dKm2b9+u3bt3q6amRhs2bBhc39HRoa1bt+rFF1/UPffcc9Hfz45fIplRsRwBSD3G\n46IPAACchTKSosrLyzV79mxJ0ty5c3Xo0CHt3btXV111lWbOnKlnnnlG+/btG1zf2Ngoa62mT5+u\no0ePXvT3MxljZYq/ELP8QCoy4XkyWWHXMQAASBiUkRSVmZk5+L7neerr69OyZcv0y1/+Unv27NED\nDzyg3t7e8673ff+SvqedeKNkMy+8EEhHxpOd1Og6BQAACYUykkZ6enpUUlKiM2fO6Jlnnon51zeZ\nBTITvhzzrwukAlNSL5NT4joGAAAJhTKSRh566CHNnz9fV155paqrq+PyPWzZdVLG2Lh8bSBpeTns\nFQEA4DyMf6nH5ACfIdLxsiJv/cZ1DCBh2PKvDRR1pIT29nbXEUZUOBxWZ2en6xgjipnTQ7rNXFpa\n6jrCebFnBDFniq+SRk9wHQNIDJlhmfFfcp0CAICERBlBzBljZcu/7joGkBBs+c0ylsteAwBwPpQR\nxIUNzpQpmOk6BuBWXqVs4XzXKQAASFiUEcSNrfi6+BFDOvMqv+k6AgAACY1XiogbM3qCDHebRpoy\nhVfKjJniOgYAAAmNMoK4suU3SdncWwFpJqNAdsotrlMAAJDwKCOIK2Mz5E27Q/yoIZ3Yqd+WCYx2\nHQMAgITHK0TEnRlTKVPGndmRHkzx1bJBLt4AAEA0KCMYEXbS30k5413HAOIrMyxb8Q3XKQAASBqU\nEYwIY0cNHK5lPNdRgDgxstOWywSyXQcBACBpUEYwYkxeucyE61zHAOLClDbIjq1xHQMAgKRCGcGI\nspMapdETXccAYiu7SLb8712nAAAg6VBGMKKMDcirWSF5Oa6jALFhRsmr/o6Ml+k6CQAASYcyghFn\ncoplq++SZFxHAYbNTvmWTF6F6xgAACQlygicsKHZA1fYApKYKV4kW/JF1zEAAEhalBE4YyZ+RSZc\n5zoGcGlyy2Wn3Oo6BQAASY0yAmeMMbLT7uD+I0g+GfnyZqySsaNcJwEAIKlRRuCU8bLkzfieFBjt\nOgoQHTtK3vTvyWQGXScBACDpUUbgnMkukq3+rjihHcnATv22zJhK1zEAAEgJlBEkBBucKVvxDdcx\ngM9lJt4oW3iF6xgAAKQMyggShp3wtzJlN7iOAZyXKf2SvMlLXccAACClUEaQULzyr8qU1LuOAQxh\niq+WrbzFdQwAAFIOZQQJx065VWbcfNcxAEmSKbxCtmqZjOGcJgAAYo0ygoRjjJWtvksmNNd1FKQ5\nE66TnXanjGFTCQBAPPAMi4RkjCdb0yQTnO06CtKUCc6Srf4uRQQAgDjiWRYJy9iA7PR/lAnOch0F\nacaMnS47faWMDbiOAgBASuOZFgnt00IS+eN6+V2truMgDZj8atkZd8vYDNdRMEy7du1SS0uLIpGI\nFi9erMbGxiGPb9myRc8//7x831d2draWL1+uyZMnuwkLAGmKPSNIeMaOGthDUrLYdRSkODNugezM\nf5LxMl1HwTBFIhFt2LBB9957rx599FG9+uqrevfdd4esKSws1Jo1a/TII4/opptu0q9//WtHaQEg\nfVFGkBSMsfKqbpUtv1ncqR3xYMqul63+DodmpYi2tjYVFxerqKhIgUBACxcu1Pbt24esmTZtmnJz\ncyVJVVVV6urqchEVANIaZQRJxZZdL1t9l2R4wYhYsbJTbpVXfjOX700h3d3dCoVCgx+HQiF1d3d/\n5vqXXnpJtbW1IxENAHAWXtEh6djCK6RR+Yq88a9S/0eu4yCZ2QzZmibZEC9C09nevXu1efNmPfjg\ng+d9fNOmTdq0aZMkqbm5WeFweCTjORcIBJg5DTAzXKGMICnZgukys+9V/55/kT757H/tBD7TqDHy\nLvu+TF6F6ySIg2AwOOSwq66uLgWDwXPWHT58WI8//rhWr16tvLy8836thoYGNTQ0DH7c2dkZ+8AJ\nLBwOM3MaYObUV1pa6jrCeXGYFpKWGV0mr/Z+KXeS6yhINtkl8mbfTxFJYZWVlero6NCxY8fU19en\nbdu2qa6ubsiazs5OPfzww1q5cmXCPkkDQKpjzwiSmskMypt9vyIH/01+x3+7joMkYAqvkK1aJuNl\nuY6COPI8T7fffrvWrl2rSCSi+vp6lZWVaePGjZKkJUuW6Nlnn9WpU6f05JNPDv4/zc3NLmMDQNox\nvu/7rkMAsRA5vl2RA7/hPBKcn82UnfIPssVXuU6CJNfe3u46wohKt0NZJGZOF+k2c6LuAWbPCFKG\nHTdPJney+vevl3r+5DoOEsnoCfJqVsjkJOaGGACAdMU5I0gpJnucvFn/LDP+WnE/EkiSKamXV/sA\nRQQAgATEnhGkHGMD8iq/ocjYGkXefELqO+U6ElzwcmSn3iY77nLXSQAAwGdgzwhSlg3Nljf3IZng\nbNdRMNLyp8mb8yBFBACABMeeEaQ0kxmUd9n3FencoUjbM9yTJNUFcmTLvyZTfDV3UwcAIAlQRpAW\nbLhOpuAyRQ79h/z3/ktSxHUkxJgJz5Od8i2ZjLGuowAAgChRRpA2jJclr/Kb8ouuVP9bT0s9B11H\nQixkF8lW3iIbnOU6CQAAuEiUEaQdkztJ3uz75Hf8jyKH/l3q474kSclmyE78isyEL8tYNmUAACQj\nnsGRloyxMqXXyITnDhy6dXSL5Pe7joWoWJnCBbKTvyqTFXIdBgAADANlBGnNZOTLm3qb/LLrFDn0\nn/KP/68k33UsnJcZKCETb5TJKXEdBgAAxABlBJBksovk1XxH/sTrB/aUdO0UpSRRGJlx82Un3ciN\nCwEASDGUEeAsZnSZvBnfk//hO4r8+QX5x7eLUuKKkRl3ueykRkoIAAApijICnIcZXSavZoX8Se2K\n/PlF+cdfk/wzrmOlB+PJhOsGDscaPd51GgAAEEeUEeBzmJxSedV3yq/8pvyjWxXp2Cx9fMR1rNSU\nGZYtXiRTvEgms8B1GgAAMAIoI0AUzKhcmQnXyk64VpETf5TfsVl+5+uS3+c6WnIznkxwlkzJF2UK\nZsoY6zoRAAAYQZQR4CLZsTXS2Br5n5yUf3TLwN6S3uOuYyWXzJBs8dXsBQEAIM1RRoBLZDLGyJRd\nLzPhOvkf7Jff+frAVbhOd7qOlpgy8mWCs2XCdTIFl7EXBAAAUEaA4TLGyPxlb4mmfEv+qT/L72pV\npKtVOnXYdTy3cibIhGplQ7VSXoWMMa4TAQCABEIZAWLM5E6UyZ0oO6lRfm+X/O6d8jtb5X+wP/Xv\n8m48mfxpMqFamWCtTPY414kAAEACo4wAcWSyQjKlDVJpg/z+Xvk9b0sn2+T3/En+yYPSmQ9cRxwe\nmyGTVyGNqZLJr5IZUyUTyHGdCgAAJAnKCDBCjJf1/4dz/YXf2yn/5EH5PQMFRT2HE/d+JiYgjR4v\nkztZJrdcJm+ylDtRxniukwEAgCRFGQEcMllhmaywVDhfkuRH+qTeY/I/PiJ9fNbb053S6W4pEuei\nEsiRssbJZIYH3mad9Ta7WMayyQAAALHDKwsggRgbkHJKZXJKz/u4/8lJ6XS3/E9OSP29Uv9pKXJa\n6j8t/6z3Bz8vI9lMycuQvMyBw6r+8nbw84FsmczQQOngECsAADCCKCNAEjEZY6SMMeKaVAAAIBVw\noX8AAAAATlBGAAAAADhBGQEAAADgBGUEAAAAgBOUEQAAAABOUEYAAAAAOEEZAQAAAOAEZQQAAACA\nE5QRAAAAAE5QRgAAAAA4QRkBAAAA4ARlBAAAAIATlBEAAAAATlBGAAAAADhBGQEAAADgBGUEAAAA\ngBOUEQAAAABOUEYAAAAAOEEZAQAAAOAEZQQAAACAE5QRAAAAAE5QRgAAAAA4QRkBAAAA4ETAdQAA\nAOJh165damlpUSQS0eLFi9XY2Djkcd/31dLSop07dyozM1NNTU2qqKhwlBYA0hN7RgAAKScSiWjD\nhg2699579eijj+rVV1/Vu+++O2TNzp07deTIET322GO688479eSTTzpKCwDpizICAEg5bW1tKi4u\nVlFRkQKBgBYuXKjt27cPWbNjxw4tWrRIxhhNnTpVH374od5//31HiQEgPVFGAAApp7u7W6FQaPDj\nUCik7u7uc9aEw+HPXQMAiC/OGQEA4HNs2rRJmzZtkiQ1NzertLTUcaKRx8zpgZnhAntGAAApJxgM\nqqura/Djrq4uBYPBc9Z0dnZ+7hpJamhoUHNzs5qbm3XPPffEL3SCYub0wMypL1HnpYwAAFJOZWWl\nOjo6dOzYMfX19Wnbtm2qq6sbsqaurk6vvPKKfN/XgQMHlJOTo4KCAkeJASA9cZgWACDleJ6n22+/\nXWvXrlUkElF9fb3Kysq0ceNGSdKSJUtUW1ur1tZWrVq1ShkZGWpqanKcGgDSD2UEAJCS5syZozlz\n5gz53JIlSwbfN8Zo+fLlF/U1GxoaYpItmTBzemDm1Jeo8xrf933XIQAAAACkH84ZAQAAAOAEh2kB\nAPBXdu3apZaWFkUiES1evFiNjY1DHvd9Xy0tLdq5c6cyMzPV1NSkiooKR2lj40Izb9myRc8//7x8\n31d2draWL1+uyZMnuwkbAxea91NtbW267777dPfdd2vBggUjnDK2opl53759euqpp9Tf36+8vDz9\n9Kc/dZA0di4080cffaTHHntMXV1d6u/v1w033KD6+npHaWNj/fr1am1tVX5+vh555JFzHk+47ZcP\nAAAG9ff3+ytXrvSPHDninzlzxv/Rj37kv/POO0PWvP766/7atWv9SCTiv/nmm/7q1asdpY2NaGbe\nv3+/39PT4/u+77e2tib1zNHM++m6NWvW+D/72c/83//+9w6Sxk40M586dcq/++67/ePHj/u+7/sn\nTpxwETVmopn5ueee83/729/6vu/7H3zwgb9s2TL/zJkzLuLGzL59+/yDBw/6P/jBD877eKJtvzhM\nCwCAs7S1tam4uFhFRUUKBAJauHChtm/fPmTNjh07tGjRIhljNHXqVH344Yd6//33HSUevmhmnjZt\nmnJzcyVJVVVVQ+7jkmyimVeSfve732n+/PkaM2aMg5SxFc3MW7du1fz58xUOhyVJ+fn5LqLGTDQz\nG2PU29sr3/fV29ur3NxcWZvcL4+nT58++Lt6Pom2/UruP20AAGKsu7tboVBo8ONQKKTu7u5z1nz6\ngu2z1iSTaGY+20svvaTa2tqRiBYX0f4dv/baa0OuwJbMopm5o6NDp06d0po1a/TjH/9YL7/88kjH\njKloZr722mv13nvv6a677tIPf/hD3XbbbUlfRi4k0bZfnDMCAACitnfvXm3evFkPPvig6yhx9dRT\nT+mWW25J+RemZ+vv79fbb7+t+++/X5988onuu+8+VVVVqbS01HW0uNm9e7cmTZqkn/zkJzp69Kge\neughVVdXKycnx3W0tEEZAQDgLMFgcMghSF1dXQoGg+es6ezs/Nw1ySSamSXp8OHDevzxx7V69Wrl\n5eWNZMSYimbegwcP6he/+IUk6eTJk9q5c6estbr88stHNGusRDNzKBRSXl6esrKylJWVpZqaGh0+\nfDhpy0g0M2/evFmNjY0yxqi4uFiFhYVqb2/XlClTRjruiEm07Vf61H0AAKJQWVmpjo4OHTt2TH19\nfdq2bZvq6uqGrKmrq9Mrr7wi3/d14MAB5eTkqKCgwFHi4Ytm5s7OTj388MNauXJl0r44/VQ0865b\nt27wvwULFmj58uVJW0Sk6H+u9+/fr/7+fp0+fVptbW0aP368o8TDF83M4XBYe/bskSSdOHFC7e3t\nKiwsdBF3xCTa9oubHgIA8FdaW1v19NNPKxKJqL6+XkuXLtXGjRslDdzF3fd9bdiwQbt371ZGRoaa\nmppUWVnpOPXwXGjmX/3qV/rDH/4weKy553lqbm52GXlYLjTv2datW6e5c+cm/aV9o5n5hRde0ObN\nm2Wt1TXXXKPrr7/eZeRhu9DM3d3dWr9+/eAJ3DfeeKMWLVrkMvKw/fznP9cbb7yhnp4e5efn6+ab\nb1ZfX5+kxNx+UUYAAAAAOMFhWgAAAACcoIwAAAAAcIIyAgAAAMAJyggAAAAAJygjAAAAAJygjAAA\nAABwgjICAAAAwAnKCAAAAAAn/g+sOKNRFajKjgAAAABJRU5ErkJggg==\n",
+      "text/plain": [
+       "<matplotlib.figure.Figure at 0x7f13e9ac75d0>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "tr.analysis.residency.plot_cgroup('schedtune', idle=True)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 6,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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dunSBSCTC6dOnAQBqtRqPP/44jEYj2rZti3HjxmHevHkQi/nvhKbq5uRVpVJh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\nTkSuQmCC\n",
+      "text/plain": [
+       "<matplotlib.figure.Figure at 0x7f13eb54dbd0>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "tr.analysis.residency.plot_cgroup('schedtune', cgroup='background')"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 7,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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/NQuirlbuKETeT5IQdO9EhPz1b5AUCrnTkExYLMgrCSFQ/dXHqF6+lPMpiNqY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\n",
+      "text/plain": [
+       "<matplotlib.figure.Figure at 0x7f13debb2110>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "tr.analysis.residency.plot_cgroup('schedtune', cgroup='root')"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 8,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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x7zTEq+sAY4XUpTDWAQiQdZ0IWecHpC6ESYiDBWuXiESI1zaDMnZLXQpjHY7g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\nAGCGsAAAAGYICwAAYOYv2jDRCzUpGT0AAAAASUVORK5CYII=\n",
+      "text/plain": [
+       "<matplotlib.figure.Figure at 0x7f13debb2710>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "tr.analysis.residency.plot_cgroup('schedtune', cgroup='top-app')"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 9,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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A3//+d9MukoKCAnz22We49tprodfr8corryA2NhaBgYFYtWrVVTNERERgx44d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X1YDVnG25BGZohdise1t7dDpVJNeztx4oTYJfoMToUQzYB5xIYLNQb8dJPXG/GkruFTsFq53sXd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\nYUdI6NNsAAAAAElFTkSuQmCC\n",
+      "text/plain": [
+       "<matplotlib.figure.Figure at 0x7f13deca0710>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "tr.analysis.residency.plot_cgroup('schedtune', cgroup='foreground')"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Conclusions\n",
+    "-------------\n",
+    "* root CGroup ran considerably less on core 6 (7.5% to 2.6%) and slightly less on core 7 so there's definitely improvement with tasks that are not assigned to any CGroup with this patch stack\n",
+    "* Background group still runs on the big cores"
+   ]
+  }
+ ],
+ "metadata": {
+  "kernelspec": {
+   "display_name": "Python 2",
+   "language": "python",
+   "name": "python2"
+  },
+  "language_info": {
+   "codemirror_mode": {
+    "name": "ipython",
+    "version": 2
+   },
+   "file_extension": ".py",
+   "mimetype": "text/x-python",
+   "name": "python",
+   "nbconvert_exporter": "python",
+   "pygments_lexer": "ipython2",
+   "version": "2.7.13"
+  }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 2
+}
diff --git a/ipynb/residency/scratch/eas1.3-july21/task_residencies_youtube-eas13.ipynb b/ipynb/residency/scratch/eas1.3-july21/task_residencies_youtube-eas13.ipynb
new file mode 100644
index 0000000..b02b971
--- /dev/null
+++ b/ipynb/residency/scratch/eas1.3-july21/task_residencies_youtube-eas13.ipynb
@@ -0,0 +1,400 @@
+{
+ "cells": [
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "YouTube per-CPU CGroup residency analysis (with eas 1.3)\n",
+    "=======================\n",
+    "This is a run of the eas 1.3 branch from common on a wahoo device, with the following patches:\n",
+    "```\n",
+    "-rw-r----- 1 joelaf eng 11772 Jul 21 12:24 0001-sched-fair-streamline-find_best_target-heuristics.patch\n",
+    "-rw-r----- 1 joelaf eng  2962 Jul 21 12:24 0002-events-add-tracepoint-for-find_best_target.patch\n",
+    "-rw-r----- 1 joelaf eng  3307 Jul 21 12:24 0003-sched-fair-Update-signals-of-nohz-cpus-if-we-are-goi.patch\n",
+    "-rw-r----- 1 joelaf eng  1441 Jul 21 12:24 0004-sched-fair-kick-nohz-idle-balance-for-misfit-task.patch\n",
+    "-rw-r----- 1 joelaf eng  1424 Jul 21 12:24 0005-Revert-sched-fair-ensure-utilization-signals-are-syn.patch\n",
+    "-rw-r----- 1 joelaf eng  1478 Jul 21 12:24 0006-sched-fair-Sync-task-util-before-EAS-wakeup.patch\n",
+    "-rw-r----- 1 joelaf eng  3889 Jul 21 12:24 0007-sched-fair-Try-to-estimate-possible-idle-states.patch\n",
+    "-rw-r----- 1 joelaf eng  3563 Jul 21 12:24 0008-sched-fair-Add-a-backup_cpu-to-find_best_target.patch\n",
+    "```\n"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 1,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Populating the interactive namespace from numpy and matplotlib\n"
+     ]
+    }
+   ],
+   "source": [
+    "#!/usr/bin/env python\n",
+    "%pylab inline\n",
+    "import trappy\n",
+    "from trace import Trace\n",
+    "import logging\n",
+    "import pandas as pd\n",
+    "import numpy as np\n",
+    "import os\n",
+    "\n",
+    "from conf import LisaLogging\n",
+    "LisaLogging.setup(level=logging.ERROR)\n",
+    "logging.info('#### Setup FTrace')/home/joelaf/repo/lisa-aosp/external/lisa/results/YouTube_eas13_prefidle2_4.4.56-g931b784e1a3f-29958-gbabcada7d03d/trace.html\n",
+    "path_to_html = \"/home/joelaf/repo/lisa-aosp/external/lisa/results/YouTube_eas13_4.4.56-g931b784e1a3f-29955-gb23d9461001d/trace.html\""
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 2,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [],
+   "source": [
+    "tr = Trace(None, path_to_html,\n",
+    "           cgroup_info = { \n",
+    "               'cgroups': ['foreground', 'background', 'system-background', 'top-app', 'rt'],\n",
+    "               'controller_ids': { 4: 'cpuset', 2: 'schedtune' }\n",
+    "           },\n",
+    "           events=[ 'sched_switch', 'cgroup_attach_task_devlib', 'cgroup_attach_task', 'sched_process_fork' ],\n",
+    "           normalize_time=False)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Total amount of time spent per Cgroup (schedtune)\n",
+    "===========================\n",
+    "(NaN is the idle task)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 3,
+   "metadata": {
+    "collapsed": false,
+    "scrolled": false
+   },
+   "outputs": [
+    {
+     "data": {
+      "text/html": [
+       "<div>\n",
+       "<table border=\"1\" class=\"dataframe\">\n",
+       "  <thead>\n",
+       "    <tr style=\"text-align: right;\">\n",
+       "      <th></th>\n",
+       "      <th>cpu_0</th>\n",
+       "      <th>cpu_1</th>\n",
+       "      <th>cpu_2</th>\n",
+       "      <th>cpu_3</th>\n",
+       "      <th>cpu_4</th>\n",
+       "      <th>cpu_5</th>\n",
+       "      <th>cpu_6</th>\n",
+       "      <th>cpu_7</th>\n",
+       "      <th>total</th>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>schedtune</th>\n",
+       "      <th></th>\n",
+       "      <th></th>\n",
+       "      <th></th>\n",
+       "      <th></th>\n",
+       "      <th></th>\n",
+       "      <th></th>\n",
+       "      <th></th>\n",
+       "      <th></th>\n",
+       "      <th></th>\n",
+       "    </tr>\n",
+       "  </thead>\n",
+       "  <tbody>\n",
+       "    <tr>\n",
+       "      <th>background</th>\n",
+       "      <td>0.181796</td>\n",
+       "      <td>0.093132</td>\n",
+       "      <td>0.035834</td>\n",
+       "      <td>0.035993</td>\n",
+       "      <td>0.000000</td>\n",
+       "      <td>0.000000</td>\n",
+       "      <td>0.248871</td>\n",
+       "      <td>0.033227</td>\n",
+       "      <td>0.628853</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>foreground</th>\n",
+       "      <td>3.275281</td>\n",
+       "      <td>2.490945</td>\n",
+       "      <td>1.072858</td>\n",
+       "      <td>0.795708</td>\n",
+       "      <td>0.404360</td>\n",
+       "      <td>0.082993</td>\n",
+       "      <td>2.103421</td>\n",
+       "      <td>2.119096</td>\n",
+       "      <td>12.344662</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>root</th>\n",
+       "      <td>4.910663</td>\n",
+       "      <td>3.239125</td>\n",
+       "      <td>3.660462</td>\n",
+       "      <td>3.066602</td>\n",
+       "      <td>0.340190</td>\n",
+       "      <td>0.194053</td>\n",
+       "      <td>1.212455</td>\n",
+       "      <td>0.674773</td>\n",
+       "      <td>17.298323</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>top-app</th>\n",
+       "      <td>0.466919</td>\n",
+       "      <td>0.276584</td>\n",
+       "      <td>0.207017</td>\n",
+       "      <td>0.197729</td>\n",
+       "      <td>3.851309</td>\n",
+       "      <td>2.598262</td>\n",
+       "      <td>1.045346</td>\n",
+       "      <td>0.325736</td>\n",
+       "      <td>8.968902</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>NaN</th>\n",
+       "      <td>23.400707</td>\n",
+       "      <td>26.026429</td>\n",
+       "      <td>27.149291</td>\n",
+       "      <td>28.024113</td>\n",
+       "      <td>27.513192</td>\n",
+       "      <td>29.255163</td>\n",
+       "      <td>27.575197</td>\n",
+       "      <td>28.972064</td>\n",
+       "      <td>217.916156</td>\n",
+       "    </tr>\n",
+       "  </tbody>\n",
+       "</table>\n",
+       "</div>"
+      ],
+      "text/plain": [
+       "                cpu_0      cpu_1      cpu_2      cpu_3      cpu_4      cpu_5  \\\n",
+       "schedtune                                                                      \n",
+       "background   0.181796   0.093132   0.035834   0.035993   0.000000   0.000000   \n",
+       "foreground   3.275281   2.490945   1.072858   0.795708   0.404360   0.082993   \n",
+       "root         4.910663   3.239125   3.660462   3.066602   0.340190   0.194053   \n",
+       "top-app      0.466919   0.276584   0.207017   0.197729   3.851309   2.598262   \n",
+       "NaN         23.400707  26.026429  27.149291  28.024113  27.513192  29.255163   \n",
+       "\n",
+       "                cpu_6      cpu_7       total  \n",
+       "schedtune                                     \n",
+       "background   0.248871   0.033227    0.628853  \n",
+       "foreground   2.103421   2.119096   12.344662  \n",
+       "root         1.212455   0.674773   17.298323  \n",
+       "top-app      1.045346   0.325736    8.968902  \n",
+       "NaN         27.575197  28.972064  217.916156  "
+      ]
+     },
+     "execution_count": 3,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "tr.data_frame.cpu_residencies_cgroup('schedtune')"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Plot per-CPU breakdown without considering idle time\n",
+    "------------------------------------------------------------"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 4,
+   "metadata": {
+    "collapsed": false,
+    "scrolled": false
+   },
+   "outputs": [
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "/home/joelaf/anaconda2/lib/python2.7/site-packages/matplotlib/__init__.py:938: UserWarning: axes.color_cycle is deprecated and replaced with axes.prop_cycle; please use the latter.\n",
+      "  warnings.warn(self.msg_depr % (key, alt_key))\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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SwortvTe/T4hgpAKL1sjeOv1NihHR65xOHwWbGvv3Ne1+xtuiuCg7vV9fV4jD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CeNvKhFBSNX0gp7Rxt4YaOBa26wweNhA1I0kckEfNjMVvhwc6yBDUgDxTBCfdJUz9aYaHDeyaF2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v9bVIklQTYszN3R7vVyaxrRJ9AfvQP9AABzYsKwp6LWtcpIU/fLyI0L3hUKBVatWoUjR44g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\nMPaURQAsZAQAAFjICAAAsJARAABgEaoYQWOOj/AwAAAAAElFTkSuQmCC\n",
+      "text/plain": [
+       "<matplotlib.figure.Figure at 0x7f339ce48110>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "tr.analysis.residency.plot_cgroup('schedtune', idle=False)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Plot per-CPU breakdown WITH considering idle time (yellow slice)\n",
+    "------------------------------------------------------------"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 5,
+   "metadata": {
+    "collapsed": false,
+    "scrolled": true
+   },
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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PniQh8hJSJ11BRHgcAKEhUUydfDk5+Qf6VYy8/d+/cCBrGyHBkTz0xw8B+HjD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\nN910E++99x45OTlERh7ZwvdTKkbk2E5xtVcJDnG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FZJLWhTpNVZpNa+BLX1Tryd8Z2eaE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\n",
+      "text/plain": [
+       "<matplotlib.figure.Figure at 0x7f3396cd7e50>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "tr.analysis.residency.plot_cgroup('schedtune', idle=True)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 6,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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Pmtx/4sSJZj3/9u05efIkwsPDAQCDBw9GWVkZampqEBoaavJ1616d5pBKpZgyZQo2btyI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\nhBBCWISECiGEEEJYxP8H6FiDgqP6dsIAAAAASUVORK5CYII=\n",
+      "text/plain": [
+       "<matplotlib.figure.Figure at 0x7f3396653f90>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "tr.analysis.residency.plot_cgroup('schedtune', cgroup='background')"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 7,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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OH58KYQxAdasJ93+XgefX53KpOEXh4NSzb8T6NP3Gn1Gz6HZYCnJFR2FegosF\n83l/5Nfh1s/2ecUtzXtbfmii6AjMA9gqSlHzyJ1o/eGLdldgeLKysjKo1epO/3z55ZeiI/ZJfCqE\n+Sybw4Fl24uwcn+Z6Cgea1ioHC/9xHc6ZX9SjpuMiIf/A1l4pOgoZ2Wz2VBSUtLp6zExMQgKCuq9\nQD6CiwXzSfU6Mx7/9RgOV7SIjuLR5FIJvtz1LBRmvtMj+5M0OBThDz4N/8nTRUdhHohPhTC3q6qq\nwm233YaRI0dCLpfjsssuEx3JxYGyJtz2+X4uFefA5iCUDZssOgbzMI7WZtQ/9zCa3nsVZOM5ScwV\nFwvmdmazGeHh4Xj44Yc9qlQQET7ZXYL7VmWg0eBbi111R37cKNERmIfS/bYKtf/6O+yNvn1pNnPF\nxaKPEnkb4sTERCxduhR33313u5v7iNJitOKh1Zl4b2cR7Hz2r0vyA3hZY9Y5S04mqhfd3qsrdjLP\nxsWiDxJ9G2JPk1XVir+t2I9dRQ2io3ilHLNSdATm4RyN9aj99wLo1nwvOgrzAHzb9D7GE25D7El+\nyDiON7bkwWrnUYrzVa23oiVqIELq+OoZdgY2G5refRmWknyE3ftPSOT868VX8YhFH8O3IW5DRHh7\naz5e/l3DpcINipMvFB2BeQn92h9Q9+T/wN7aLDoKE4SLBWunu7chFs1qd+CpNdn48kC56Ch9Rn5k\nsugIzIuYjx5EzYN3wFpWLDoKE4CLRR/jCbchFklntuGB7zOwIadGdJQ+RSMLFx2BeRl7zXHUPjof\n5hy+14yv4WLRx3jCbYhPvkdGRgYaGxuh0+mcj3tSnc6Mv399CAfKeAjW3XJ1BIdUJjoG8zIObQvq\nnvgHjHu3i47CehGvvNkHecJtiCUSSafZekJRvR6LfshAdau5R/bPgHcqViGu4IDoGMwbSWUIu/9x\nqGddJToJ6wVcLHxMX7wNcUZFMx75MROtJl4BsCc9KCvA9M3LRcdgXizkvxci+Ka7RMdgPYxPhTCv\ntkVTi/u+y+BS0QvyQwaKjsC8XMuKd9uWAT9lQT7W93CxYF3iSbch/vZQOf796zGYbfxDqjfk2AJF\nR2B9gO63VWh45XGQF11pxrqGT4WwLvGU2xB/sLMIH+3uPAdzP6kEWLnvJaj0TaKjsD5AlXoRIp96\nHRKFn+gozM24WDCvs3xXET5MLxEdwye92LoVww+tEx2D9RGqCVMR+eTrkCgUoqMwN+JTIcyrfJhe\nzKVCoILu0IDDAAAgAElEQVTYFNERWB9iOrAL9S8+yqdF+hguFsxrfJRejOW7eCU/kfKUMaIjsD7G\ntG8H6l96DGTjCdh9BRcL5hU+3VOCD7hUCJdj5BtLMfcz7d2Ohpf/xeWij+BiwTzeVwfK8O6OItEx\nGIAGow0NcXzfEOZ+xt3b0PDKv0F2LhfejosF82g/ZVbira0FomOwUxQNmSw6AuujjOlb0fDKE1wu\nvBwXC+axNubW4KWNuaJjsNMUhA8WHYH1YcZdm9G09P9Ex2DdwMWCeaSdhfV4Zk02HHwxtMfJlYSK\njsD6OP3vv6Jl5QeiY7DzxMWCeZzDFc341y/HYONW4ZHyWh2w8aJGrIe1fv0hdBt+Eh2DnQcuFsyj\nVDQb8ehPR3mZbg9mtjtwfMgk0TGYD2ha9hKM+3eKjsG6iIsF8xg6sw0Pr85Es5EXy/F0hQPGiI7A\nfIHdjoaX/w1LfrboJKwLuFgwj2B3EJ74NQvFDXrRUdg5yFPHi47AfASZjKh79kHYqipER2HniIsF\n8wiLtxUgvbhBdAx2jnKt/qIjMB/iaG5E3dMPwN7SLDoKOwdcLJhwPx45jq8PlouOwbqgXGuFPpSX\n92a9x1ZZhvoXHuHVOb0AFwsm1MGyJry6KU90DNZFBKB46BTRMZiPsWQfQfPyN0THYGfBxYIJU95k\nwGM/H+XLSr1UQcww0RGYD9Kt+Q76Tb+JjsHOgIsFE+LkFSAtJh7W9FYaRaToCMxHNS17CZYCXpXX\nU3GxYL3O7iD8+5djKGk0iI7CuiFHzz8+mBhkMaP+//4JeytP5vRE/JOB9bp3thdiT0mj6Bism1rN\ndtQmjBIdg/koe20VGl55HGS3i47CTsPFgvWqPcUN+HJ/megYzE0KBqWKjsB8mDljH1pWvCs6BjsN\nFwvWa5oMFjy7Lgc8VbPvyA8bJDoC83Ha7z+HYddm0THYKbhYsF7z3PocNOgtomMwN9JQkOgIjKFx\n8Quw1VaLjsFO4GLBesWqQxXYWcgra/Y1Ba12WJWBomMwH0d6LRrffAbk4JsXegIuFqzHFdbrsOSP\nAtExWA+wOQhlwyaLjsEYzEcPQrv6C9ExGLhYsB5mttnx5K9ZfBv0Pqwgjq8MYZ6h5Yv3YSnUiI7h\n87hYsB619I9CFNTzHUv7sryAWNERGGtjs6Lh9afgMJtEJ/FpXCxYj9lVVI9vD/Gtjvu6HLNSdATG\nnGxlRWj5ZInoGD6NiwXrEQ16C55blyM6BusF1XorWiMHiI7BmJNuzXcwHkgXHcNncbFgPeK5dTlo\nNFhFx2C9pDD5QtERGPsTERrf/g8v+S0IFwvmduuyq5FezJeW+pKCqKGiIzDmwtHUgOaPF4uO4ZO4\nWDC30plteHsrX1rqazTycNERGGvHsOlXmI4eFB3D53CxYG717o5CNBp4dU1fk6slOKQy0TEYa6fp\nnRdBVj4t25u4WDC3yaluxQ8Zx0XHYAIYrA5UDx4nOgZj7dgqStH63WeiY/gULhbMLRxEePl3DRx8\nhzGfVZjAxYJ5ptZVn8J6nO+q3Fu4WDC3WJ1xHNnVWtExmEB5wQmiIzDWMasFTcteEp3CZ3CxYN3W\nqLfg3R1FomMwwXIdfDMy5rnMR/ZDv2WN6Bg+gYsF67bF2wqgNdtEx2CCFbdaYQoMFR2DsU41f/Q2\n7NoW0TH6PC4WrFsOljdhbXa16BjMAzgIKBk6RXQMxjrlaGlC65fLRcfo8+SiAzDvZbM78MrveaJj\nMA9SGJeC4YfXiY4h1PtF1Vhf3YwCXduNsIYGqfDAkFjMjApx2W5FaS0+K61DhcGMIIUM0yOD8fjw\n/ohSKjrd9ws5Fdhc24wqkxUyCTBU7Y/7hsQiLfrPfTdabHhVcxxb61rQaLFheJA/Hh/eH1Mignrm\ngL2Mbt0PUF95MxRxvAx9T+ERC3bevj5YjuIGvnMp+5NGGSM6gnDpDVrc2D8C3144FL9cNBypYWrc\neaAA+xt1zm1+q2rCs9nluGdQDDZPH4n3xiXhaIsBDx0pOeO+h6pVeH7kQKyfloKfLxqBSeFqzD9Y\ngMyWtr+HRIR7DhbiaIsBy8YNxsaLUzA9Mhj/vT8fGq2xJw/be9hsaPnsHdEp+jQuFuy86Mw2fLa3\nVHQM5mFyTTwIumJiMm4dGIWRwQEYrFbhieH9kaz2x/qaJuc2B5p0GB4UgFsGRGJAgBKTwtW4bWAU\nMprPXNRvHBCJaZHBSAxUYohahX8P749AmcxZWkoNZuxv0uH5kQMwIUyNQYEq/HNYPAYHqvB+EZ+y\nPMm4azPMuUdFx+izuFiw87JyfxlaTTxhk7mqN9jQGJcsOoZHcRBBZ7MjQPbnyqQTw9Qo0Bmxu0EL\nIkKt2Yo1VU0upzTOxuYg/HC8AQa7HZPC205zmE8sJKOUuf5oV8mk2HfKiAkDmj/h+4j0FP7nBeuy\nZqMV3xwsFx2DeaiipEkIr8wXHcNjvFNYjVarHbcOiHQ+Nzc2DFqbHXfsz4eNCDYCLo0Kwaujzr4W\nyKaaZtyXUQyT3YEghQwfpg7BqJAAAEBSoAoD/P3wmuY4Xh+diFCFHD9WNiCjWQ+FVNJjx+iNLFkZ\nMOzehoApM0VH6XN4xIJ12Rf7SqG32EXHYB4qLzxJdASPsaK0Fu8UVOG98YMR6+/nfH5voxavao7j\nieH9sWbqCHw+YQgqjGb88+jZTy9eFBGE9dNG4OeLhuPmAZF48EgxjrYYAAByqQQfpiah3mLD+M2Z\nSN5wCF+V1ePquHBwrWiv5bOlIDuPvLobj1iwLmnQW7DqcIXoGMyDaaS8lgUAfFBUjTfzq/DxhCG4\nODLY5bXXNJWYHROKOxKjAQAjgoEAuRQ37MnDw8mxSAxUdbrfALkMifK20ypjQgOR02rE+0XVWDZu\nMAAgJTgAv00dAZ3NDqPdgSilAv84VISEAGUPHan3slWUQr/+J6jnXi86Sp/CIxasSz7dUwKT1SE6\nBvNgeVoH7LLOL5n0BW/kVeLt/Cp83kGpAACD3QH5aacmZJK2x1293Y6DCGZH+7+TarkMUUoFmiw2\nbK9vwZx+YV3cs29o+epDOEwm0TH6FC4W7JzVaE348Uil6BjMw5ltDlQkTxIdQ5hns8vxflE13h4z\nCIPVKtSarag1W9Fq/fP04eyYUHxbXo/vKhpQZjBjb6MWT2eVY0SQv3NkIaNZj0v+OOa8UqTObMUb\neZU43KxHhdGM7FYDXsqtwK4GLa6Pj3Due21VE3bWt6LMYMa2uhbcuEeDGJUfFgzmS4E74mhugH7d\n96Jj9Cl8KoSds4/TS2Cx+95ohbYoEzXbv4OhsgCW5lrEzb4TcWm3u2xTm/4zatN/gqWpBjJVIIKH\npqL/X/8ORVB4h/s0N1bj6Mu3dfha1JQrkXDNIgBA9R+r0HBwI8xNNQA5oIzsj5hp1yJywmz3HqSb\nFQ4cg4TcXaJjCPFJSS0A4J5DhS7PXx8fgTfHJAIA7hvSDzIJsKywCo8fsyBEIcdFEUF4bFg8pCdG\nLox2Bwr1ZhhP/J1TSCXI0RrwdXk9miw2hCpkGBbkj88nDnFZfKvObMXzORWoNVsR6ifD7JhQ/O/Q\neATKZWAda/3hC6jn3gCJH58ucgcJEfGNrtlZVTQbccPHe2DzwfuiN+fsha7kKAJik1D+67uIuugq\nl2LRmPkHir/6Pwy8ZhGCk1NhaalD6eq34RcSiaHzX+lwn+Sww6Z3vWeBtvgoilY+h2H/eAtBg0Y7\n9y3zU0EZEQdIpGjOTkfF2uVI+tuzCBs5tecOuptmh9tw7+rHRcdg7JyF3vu/CLryZtEx+gQ+FcLO\nyUfpxT5ZKgAgdMRk9J8zH+FjL4FE3n7ugK7kGPxjByNq8lwow/shaNAoRF14OfTluZ3uUyKVQREU\n7vKn+dguqGISnKUCAMJHz0DI8MlQRQ2AKjIe/abfAP9+g6EtPNIjx+ouOVZ/0REY6xLtD1+ArFbR\nMfoELhbsrEoa9VifXSM6hsdSJ14AU20ZWgszQESwahvRlPkHQoZPPud9WPUtaDq2HVGTL+90G3I4\n0KLZB3NdOYKTxrojeo8p11phCIkWHYOxc2avr+HbqrsJz7FgZ7VyfxnsfMasU+GjZ8Bu0qPgk8dB\ndhvIYUfI8MlIvOF/z3kfDQc2QCKRIiJ1VrvXDFVFyF12Pxw2CyRSORKueQChIy9y5yG4HQEoGjoF\nF+z/WXQUxs6Z9ocVCPyvKyGR8r+5u4OLBTujFqOVRyvOQluciePrP0b/uX+HetAoWFvqUb5mOUpW\nvY7Bt559ngERoW7vbwgbPQNyf3W711VRA5Dy4HI4zAa05B1A2S/vQhEU3qUREREK+g3HBeBiwbyH\n7XgZjLu3ImBqmugoXo1rGTujX45WwmzzvStBuuL4+k8QNnIaoi+6GgGxSQgZPhkJ1y5CY8ZmmOqP\nn/XjtQWHYa4/jqgLr+jwdalcAVVkPALikxF7yS0IH3sJKjd94e7DcDuNIkp0BMa6TPv956IjeD0u\nFqxTDiJ8n3H2X4y+zmExATLXS/kkkhOPz+EUUt3e3+AfOxjqhJRze0MiOKyWrsbsdTl6XkSaeR9L\nXjZMxw6JjuHVuFiwTu0orEdlC69IZzcbYagsgKGyAGSzwapthKGywDkaETpyKhr2r0f9gQ0wN1ZB\nW5yJsp+Xwj92cNtlogB0Zbk49to86MpcrxSxahvRnLWr00mb5b++C21xJsyN1TBWl6B627doOLCh\nw7kYnqbVbEdtwijRMRjrMv0aXjCrO3iOBevUqkN8TxAA0FdokPfBI87Hdek/oy79Z6gHj8HwBW8i\n9tJbIZFKUbXlK5Sufhty/yAEJY1F/Jy7nZPAHFYTTHXlcFhdi1r9gQ2QyOSIGH9Zh+9taW1A8dcv\nwaptgkzpD2XUACTe9BgixnnHOeDCQamILj0qOgZjXWJI34rQ5kbIQjte4I6dGS+QxTpU3KDHjZ/s\nFR2DebmrQo2446dnRMdgrMtC/nshgm+6S3QMr8SnQliHeLSCuYMGQaIjMHZedOt/BHVwczd2dlws\nWDs6sw1rs6pFx2B9QEGrHVZloOgYjHWZvbYKpgO+eb+b7uJiwdr59VgVDKfciZGx82VzEMqGevZ6\nG4x1RseTOM8LFwvmgojw/WE+DcLcpyCerwxh3sl0aDdsNZWiY3gdLhbMxe6SRpQ1GUXHYH1IfkCs\n6AiMnR+HA7q1P4hO4XW4WDAX63huBXOzbLOf6AiMnTf9pl9Bdj413BVcLJiT2WbHjsJ60TFYH1Ot\nt6E1coDoGIydF0dzI8yZ+0XH8CpcLJjTrsIG6C3czJn7FSVfKDoCY+fN8McG0RG8ChcL5vS7plZ0\nBNZH5Ucli47A2HkzpG8FecH9eTwFFwsGADBa7NhZxKdBWM/QyCNER2DsvJFeB+OBdNExvAYXCwYA\n2F5YB5OVV5ljPSNXS3BIZWffkDEPxadDzh0XCwYA+D2XT4OwnmOwOlA1eKzoGIydN9O+7XAYDaJj\neAUuFgw6sw27ixtFx2B9XFHCeNERGDtvZDbDuOcP0TG8AhcLhm35dbDY+TQI61l5wQmiIzDWLXw6\n5NxwsWB8GoT1ilwH34yMeTfT4T1w6HWiY3g8LhY+rsVoxb5SPg3Cel5xqxWmwFDRMRg7fzYbTIf3\niE7h8bhY+Lit+XWwOUh0DOYDHASUDuWFsph3M/Flp2fFxcLHpRc1iI7AfEhB7EjRERjrFtOh3aIj\neDwuFj7MQYRD5U2iYzAfolHFiI7AWLfYG+pgKcoTHcOjcbHwYXm1OrSYbKJjMB+Sa5KLjsBYt5kO\n7BIdwaNxsfBh+3nSJutl9QYbGuOGiI7BWLfwPIsz42Lhw/aV8mkQ1vuKkiaLjsBYt5hzM/my0zPg\nYuGjrHYHMo43i47BfFB+eJLoCIx1j93Ol52eARcLH3W0soVvOsaEyJXyWhbM+/HpkM5xsfBRB8r4\nNAgTI0/rgF2mEB2DsW4xZx0WHcFjcbHwUft5fgUTxGxzoCJ5kugYjHWLrbIc9hb+OdoRLhY+yGix\n41hVq+gYzIcVDhgjOgJj3WbJPiI6gkfiYuGDDlU08zLeTKj8oP6iIzDWbeacTNERPBIXCx/E61cw\n0XKs/qIjMNZt5lwuFh3hYuGDjhxvER2B+bhyrRWGkGjRMRjrFmt+DsjGqxefjouFj7E5HMiv44Vd\nmFgEoHjoFNExGOsWsphhKcgVHcPjcLHwMcX1BphtvH4FE68gZrjoCIx1myWHJ3CejouFj8mt1YqO\nwBgAINcvUnQExrqNJ3C2x8XCx2hquFgwz5Br4B8/zPtZCnJER/A4/Dfbx+RysWAeosVkR23CBaJj\nMNYt9toqOIwG0TE8ChcLH0JESPVTY2ZMOCKVvKQyE69w0ATRERjrHiJYy4pEp/AoctEBWO/Rtloh\nLbdjCPwwBBHwD5FBppbBIHeg2mZBvs4ATasOvHYW6y35oYPA14Ywb2ctK4JyGI++ncTFwoc01ptd\nHhv1dkBvBwBEQ4poqDFDGQRVsBw2FdAEG0qNJhxt1qLFytdqM/fTIEh0BMa6zVbKIxan4mLhQ5oa\nzGfdxmYj6BqtAAB/AMOhxHAoERAqhzRQCp3MgSqbGRqtHoVaA3hwg3VHfqsdVmUgFGa96CiMnTdr\naaHoCB6Fi4UPOZdi0RmDzgacWFcrFjLEIhj/5R8KVbAcFiWhgWwoNRpxtFkLnc3upsSsr7M5CGVD\nJyPp6BbRURg7bzzHwhUXCx/S1Hj+xaIjVqsD1gYLAEANYCRUuECign+4HJIAKbQyByotZuRqtSjR\nmdz63qzvKIy/gIsF82r2+ho49DpIA9Wio3gELhY+goi6NWJx7u8DGFptQGvbJUf9IUN/hMIvUAq/\nIDksfoR6sqLIYERWixZGXgXU5+UFxGGW6BCMdZO1tBDKlDGiY3gELhY+orXFCrtd3IwIi9kBi7lt\ndCMYwFj4Y5zEHwERCiBAghaJHcctJuS06lBh6PkCxDxHjkUpOgJj3WYtL+ZicQIXCx+h01pFR2iH\nCNC3WIGWtm/EBCiQgDAo1TIogmQwKwh1DisK9AZktWhh5etg+6QqnRWtkf0RXF8hOgpj581eUyk6\ngsfgYuEjDHrvuVzUbLLDbGqbABoKYAICMEkegIBgBRz+ErRIbCg3m5DVqkON0SI2LHOLouQLMbb+\ne9ExGDtvtvoa0RE8BhcLH+FNxaIjDgega7YCzYACwGD4YTDCoQqWQa6Wwagg1NrbFvnKbdHBRjy6\n4U0KooZirOgQjHWDvb5WdASPwcXCRxj0nncqxB1MBjtgaBvdiIAEEQjEVD81/EPksKskaIINZSYj\nslp0aDD3zc9BX6CRR4iOwFi32Ot4xOIkLhY+wttHLLrCbv9zkS8VgKFQYiiU7ZYwz9MZkMdLmHuE\nXB3gkMogdfAaKMw72Ru4WJzExcJH+FKx6ExHS5jPdC5hLkEjWVFqMuEYL2He6/QWO6oHj0VcwUHR\nURg7L2Q2w97aDFlwqOgownGx8BEGHf+i7MipS5gHABgBJUZAiYAwOaQBUujkDlRZzMjV6VHES5j3\nqMKE8VwsmFez19VwsQAXC5/BIxZdY9DaAG3b/59cwnxWQCiUQXJYTyxhXmI04mhzK/S8yJdb5AUn\n4GLRIRjrBnt9DZA0THQM4bhY+ACr1QGLhX/5dZfV4rqE+QVQYdSpS5hL7ThuNSO3VYdSPS9h3lUa\nR6DoCIx1C18Z0oaLhQ/g0Yqec/oS5gMgx4ATS5grg+Uw+xHq7FYUGY3IatbCZOeC15niVitMgaFQ\n6ZtFR2HsvNgb60RH8AhcLHwAF4veZzE7YKlrG90IATAO/hgv80dAqAIUIEGrxI4KiwnZrTpU8hLm\nAAA7AaVDL8Sww+tFR2HsvDj0OtERPAIXCx/AxcIzkMN1CfNEKJCIMCiDZFCoZTCdGN0o9OElzAti\nR3KxYF7LYdCLjuARuFj4gL66OFZfYTbaYTa2XQYbhpNLmAciIEQOh0qC5pNLmLfoUGvq20uYa1Qx\nmCs6BGPnibhYAOBi4RN4xML7OBwEXVNbIfQDkAQ/JLksYe5Ajc2CfL0BmhZ9n1nCPNfEP5KY93IY\n+FQIwMXCJ1jMPGGwrzh1CfNISBEJNaYpg+Af7LqE+bFmHRot3jdSVW+woTF2CMKrCkRHYazL+FRI\nGy4WPsDhg+fqfYnd1tkS5nLI1FLo5Q5UW83O0Q1P/24oSprExYJ5JeIRCwBcLHwCFwvfZNTbgBP/\ngIqBDDEIwkxVMFQhctiUEjScXMK8qRWtNs+5R0d+xBBMEB2CsfPg0POIBcDFwicQnwlhJ9hsBF1D\n2+hGIIAUKJGCKASEySEJlEIvdaDSZoZGq0eh1iAko0bKSyIz70RGHrEAuFj4BEcfmdjHes6pS5jH\nQYa4E0uYq4LlsPgR6k9ZwtzQw0uYa7QO2GUKyOzeN0eE+TYym0F2GyQy3/7V6ttH7yOIT4Ww82C1\nOGCtb7u8NQjAKKgwWqJCQLgcCJBCK7PjuMWMHK0OZTr3LWFutjlQkTwJCbm73LZPxnoLmc2QBPj2\nr1bfPnofwb2CuQsRoO9oCXO1FMogOUwKQr3DikKDAdktuvNewrxwwBguFsw78QgxFwtfwCMWrKdZ\nTA5YTH8uYT4eAUiVBSAgTAHy/3MJ86wWHaqMZ1/CPD+oPy7t4cyM9QgHT2rjYuED+PuciUAOQN9s\nBZrbL2HuFySDUU6odVhOLGGug+2UApxj9RcXnLFuIP6By8XCF/CIBfMkpy5hHg4JwhGIyXJ1uyXM\nzYkjEKBvEpyWsa4h8pxLt0XhYuED+KoQ5ulOX8J8ZKANxdMvxTRlIKxVFTCXF8Ccn80LEDGPJ4FE\ndAThuFj4AF7HgnkbmzQfmw9rEJqWgLGjxiM4YSRo6hWwGlphqj/ORYN5LqlUdALhuFj4AF55k3kT\nuZ8VxSVZAIDVW0oRcoUB/SJGIbhBCr/AUPgFhgJcNJiHkkhloiMIx8XCBxCfCmFeRBFQAput7Y68\nRMDXGxpxz9x0NEelYEB9KCQnvp8lEi4azANJ+VQIFwvGmMeQSB0oKc90ec5otmP1DiVum3YAGZED\nMLY5BRKrrf3HctFgnoBHLM5cLIgIdXV1sFp9d2ldhUKBqKgoSCTe20IVfvyNzrxDQEglDFXtb+RU\nUWfA5uwIzB6mwdbgekw3zoTcYDnjvrhoMBEkcoXoCMKdsVjU1dXBZrPBz8+vt/J4HKvVirq6OkRH\nR4uOct6USi4WzPMRESprMzt9/YCmCf0jBuPC8Bys9f8FaX5zEdh87pf2tS8aV8JqaGkrGmX5MBfk\ncNFg3SJRqiCR84mAM34GrFarT5cKoG3EwmI587+MPJ1SxcWCeT51WANKNPVn3Oan9Fr0mzMMsygH\naxU/YVLEpejfEHhe7yeRSFyLxrSrfK5o/HC8AR8X16LMYIbZ4cAAfyVuGRCJ+YOiOx2lzW014mVN\nBQ4162F1EKZGBuGZEQMwIEDpst17hdVYUVqHOosVyWoV/j2sP6ZHBffGYQkjVQeJjuARuFr5AKWK\nL39inq9Jl3VO2y1fX49Hr0rAXEsJNqq2oyZ8CMa3DIPkPO9LcpIvFo1IPzkWDYnFYLUSflIp9jXq\n8GRWGaQS4O5BMe22rzVbcdNeDWZGheD7C4fBRoTX8ipx6758/H5xClSytp81HxXX4M38Srx0QQLG\nhAZgVUUD7jpYgF8vGo4RwQG9fZi9RhLIxQIAJHSGSwaOHz/u8yMWAGCxWBAfHy86xnnLOFCPvTtq\nRcdgrFP+QTpkF6w+5+2DAhR4ZJYZUnMttgRGwG6SYY75L5Cae24+GBGdVjSyQYb280G83T0HCwEA\nH6YmtXvt6/J6PJddjsz/GgvFiasfmi02jN50BK+PSsCNAyJBRJi05Siu7x+Bx4b9+XPz8l05GKr2\nx5tjEnvlOETwGz4aMW98IjqGcF0asTDNm+PWN1d9ts6t+2Md4zkWzNOZHbld2l5rsOKzvcG4e4IO\nafp67FTH4Avbx7g5aD6U2p45dXn2EQ3vLhpEhCMtBhxo0uH+IbEdbmO2OyCXSiA/5SyJUiaFFMDe\nRh1uHBCJcqMFNWYrZp522mNmVDB+ruzbS7RL1WrRETyCT4+RHzlyBDNmzMCkSZPw+OOP99n1HniO\nBfNkfioTiku6ViwAoKRKh3XFgyCRynCxvgZDggZguelVNIb3zlKzJ4tGcMJIRF18NeLn/Rsx8/6J\nkMtvhWr0REgCzm/uR29rtdoxfMNhDFl/GNfszsW8hGjcldjxZPWpkUEw2Bx4I78SJrsDepsdz+eU\nwwGg5sRoUe2J/0b5uV4dEeWncL7WV0n5VAgAH59j8eijj+KNN95AamoqbrnlFmzZsgVpaWmiY7kd\nFwvmySTKIjjO846Q6ccaEB92AcYEHcFkfRUU4ePweePr+GvEHRja2M+5mFZv8NYRDbVcivXTRsBo\nd+BAkx6vaI4jRqXAzQMi222brPbH4rGD8FxOOd4pqIZUAlwTF4FRwQG8LhQASSCPWABeUiy+/fZb\nvPvuu5BIJEhJSYFMJoNSqcSRI0eg1Wrx3HPPYdasWfjmm2+QkZGBl19+GQBw2223YeHChZg6dWq7\nfdbU1ECr1WLChAkAgBtvvBFr167tm8WCT4UwDyWT21FSdqxb+/huRy1i5o5EP8rCeP1x+EVMxrqG\nL1AdMgPT9VM6XEyrN3RUNCyGZpjrTqyj4SFFQyqRIDFQBQAYERyAFqsNr2mOd1gsAODy2DBcHhuG\nerMVflIpghUyjN90BOPD2kZoopVtIxV1FisGQ+X8uHqLzflaX8UjFm08vljk5ubirbfewpo1axAR\nEYGmpiY8/fTTKC8vx4YNG1BSUoJrrrkG06dP79J+q6qqEBv753nEuLg4VFdXuzu+R+ARC+aplEHl\nMB03dXs/761rwr+uHAR/SzEu0B2HX/gE/N60HdXKClynuOmsi2n1BolEAmVgGJSBYUDiBR5bNAiA\n+dQeJa8AACAASURBVBzuLxR5oiTsqG9FvcWGOf3CAAAD/P0Qo1Tgj7pWTA7/8xfttroWTAzr2/+i\nl/KIBQAvKBY7d+7ElVdeiYiICABAWFjbN+9VV10FqVSKwYMHIyEhAfn5+SJjejS+3JR5IonEgfLK\nI27Zl91BeGeTHQ9fFgWZpQ5D9ZVQhI7HupYj+BhLcFvo/0DdhcW0eoMnFI038ioxKVyNgQFK2ByE\nvY1avFdUjRv6t41WrK9uwiua4/h68lD0U7VdIfh5SS3GhgYiRCHD/iYd/pNdgWviwnFRRJDzuO4d\nHINXNccxRK3C6JBAfFdRjxytEa+MSujR4xGN17Fo4/HFojOnL94ikUggk8lcztWaTJ3/Syg2NhZV\nVVXOx5WVlejXr5/7g3oAPz8ZpFLgPE9jM9YjAkJr0Vrd4rb9teisWHkwDP89Vg+J3YBBhipcGTIK\nv7Vm40Pdy7ghYiHiGwLhqVMBRBQNnc2Ox4+VodpkgVIqxcAAJR4bGo/bE6IAAFqbHYV6M6ynjGAc\nbTXgrYIqaK129Pf3wz+S+mHBYNc1L+YPioHFQXhVcxz1FhuGBKrwcWoSUvrwGhYAIAuNEB3BI3Sp\nWIi4PHTatGmYN28eFixYgPDwcDQ1tV2u9Msvv+Cmm25CaWkpSktLMWTIEOh0Onz66adwOByoqqrC\n4cOHO91vTEwMgoKCcODAAaSmpmLVqlWYP39+bx1Wr/NTymAyeta/2Jhvq2vq3tyKjuSXa7E5IgmX\nxWUBcKC/oQZXq4fjF30+vmtdhunhV2N8y/BuL6bVG3qjaDyTMgDPpAzo9PUb+kc6Ry9Oen104jnt\ne2FSPyxM6pv/WOuMLMq3jrczHj9iMXz4cDz44IO4+uqrIZVKMWrUKABAfHw8Zs+eDa1Wi9deew0q\nlQqTJ0/GwIEDMW3aNCQnJ2P06NFn3Pcrr7yCBx54AEajEWlpaX1y4uZJKhUXC+Y5AoKbUZxf2SP7\n3pZRj/iwURjh33aapZ+pDtcGDMbPxjJs1/6E6sDUHl9Mqyd4wqkTdmayqParlXqrefPm4fPPP2/3\nvEQiQXV19Rnvn+WVK2/ef//9mDVrFq644opeeT9vX3kTANb8UIqKMv6hwzwDqXajpLRn50U9eEUY\nIu3ZzsfNfiH4yVIDrbkeYfJ+uEXec4tpiUBEXDQEkvgp0f/HXaJjuE1LSwuMRqPLc1dffTUCAwOx\nefPmM34sz+rzESHhnlcQmW9SBhpRWlbQ4++zbF0LTH5/ThYMtbTgOkUkwlSxaLJVY7npVTSE951R\nvJMjGsGJFzgX7Iqe978ImXuLVy3Y5a1kke6/A/ayZcuQkpICpVKJ6OhoXHfddQCAxMREPPHEE5g/\nfz6Cg4MRGRmJxx9/3GWOYWJiIl544QWX/c2fPx8zZ848p/cOCQlBv379nH9aW1uxd+9eLFiw4Kwf\n6/GnQjqydOnSLm3/l7/8BWaz2eW5k1+w/2fvvuObrvMHjr+y0920paUttKW0jDIVZJahQsHBEhW1\n6uFZESuceLjX8RPvHHjiOBDUO8Q7FbhDFGQKggi4EIqsQovdi+6RjqRNfn9UqrUzJck3ST/Px6OP\nI8nn+/m+43W88xnvT3fhq9N03EgQ7MAkT7FLlVtjvYk1++X8abIfcmMJAF7GKm5SePGZu5Ki6iw+\nqPw71/vfTb+SYLsW07KH1qdOShtHNDJ/GdGoqZY6TJdh7fUVf/nLX/j73//OSy+9RFxcHNXV1ezY\nsaPp9bfeeoslS5bwww8/8P3337Nw4UKCgoJ46KGHrBrHJWvXriUoKIjZs2d32NYpEwtL7dq1S+oQ\nJOerEyMWgvSUaiNpGZ07xdQaispr2XgikNsG65GZGj9cuDdUM0ehZZtnH/Kr0thR8QH5PldLWkzL\nHhoTDT80Hn4QMQTzhNki0bAiZc9eVutLr9fzyiuvsHz5chYtWtT0/PDhw5v+PWzYMJ5//nkA+vfv\nz9mzZ3n11VdtkljU1dWxfv167rvvPlSqjouciamQbsJHjFgIDkDlno7RaN9Fk6fTy/kqrx/8ZqOp\ntqGWWQ0yenn1A+CYfj+bNP+l3r37JOCXEg3viCH0mDiH0HueInD+UnxuuA3tkJHI3Fx7a6i1KXta\nbx3e6dOnqa2tJS4urs02Y8eObfZ4/PjxZGdnU1FRYbU4Lvnf//5HSUkJCxYs6FT7bjFiIYCnlxKl\nUkZ9vWsN9wrOQyY3kZH9kyT33vtjEb2mDCFK/ev91SYDMw0mdvnE8HP5GXLrUvin3DGLadmDGNG4\nPMpgx1rgL5fLW0w5djWpX7NmDXFxcfTp06dz9+7SXQSnI5PJ8BHTIYKE3H1y0eul26Xw/t5CSpUD\nmj2noJ7raqvo79u4Nb3aVMG7VS+R7V9Fd0/BxYiGZaw5FRITE4NWq2XPnj1ttvn222+bPT5y5Aih\noaF4ezceVx8YGEhubvMt3e3VdmrLmTNnOHToEPfff3+nr7FoxOL6909aHFR7dswfYtX+LPW3v/2N\nTZs2UVZWRnp6uqSx2IOPTkNxYV3HDQXBysxmM3mF1v390RWrdlXx2PW9UBuym56TY2JqdQkq3ZWc\nKj0GMjP/rVjtVMW07EGMaLRPGdJ2oTFLeXp6snTpUpYtW4abmxtTp06lpqaGHTt28OSTTwKQlJTE\nsmXLuOOOOzh69ChvvPEGy5cvb+pjypQprF69mjlz5hAeHs6aNWvIyMjAz8/PoljWrl1LcHCwReUd\nuvVUSFxcHPfeey+jR4+WOhS7EAs4Bal46kpIP1codRjUGhp456AbiRN8kBt/LScuk8HV1RfR+I3k\nx5KjABys/JQ89yu53ngd8lrnKqZlDyLR+JUiMNjqB5AtX76cHj168Oabb/Lwww+j0+maHba5ePFi\nMjIyGDlyJCqVikWLFjVbuPn444+TkZHBvHnzUKlUJCYmcsstt5Ca2vmt3jU1NXzwwQcsWrQIpbLz\n6YJFBbKkGrGwxbHpvxUREdHuiIUrFMgCSDlbzpe7cqQOQ+iGjMqDZOekSx1Gk2FRvtw84AIyU8sC\nWUc9Qvim5Pumx65YTMsezGYTBn05dUXZLp9oaEdPpMdzr9ntfhERESQkJPDMM8/Y7Z6WcPgRC1sd\nm94diRELQQpunlWkXUiXOoxmTqSWEeo/kHH+LU9XHanPRe03mq9KvgfMjcW06l/hdr/FBJQo7B+s\nk5LJ5Gg8dWg8db+MaMxy2URDHdlf6hAcisMv3hTHpluPqL4pSKHOfE7qEFq147uLpDe0Pmo6VJ/D\nFL+rkMkaf0XWY+DflX8n2T8Ps8xRz0d1bJcSjV8Xgz5J4B8ecYnFoKrIflKHYJHMzEw8PT3b/Prw\nww8vq3+HH7Foy+Uem94dqdUK3D2UVOtdtwiQ4FjU2jpSM5KlDqNN/9xTxKMzo/E2tvxgMlCfi1o3\ngt2lSTSYG9dY7Kz4N3k+k5msH+fSxbTsocMRjZQzmGudY0RD3Sfarve73M0GISEhJCUltfl6UNDl\nHabm8ImFrY5N7658dWqRWAh2I9P8TEOD49aEMJvhrV01PHZdMCpDXovX++rzuNF3GNvLT1L/S+XO\nJP0BLqqzmKu+HaVerLuwFmdNNGTuHiisWBzLHpRKJVFRUbbr35LGUmwPteWx6f/3f//HJ598Qk1N\nDcOGDSM+Pp7HHnvMHm9LMv49tORmO94Pp+B6FMoG0jOl32LakZq6Bv552J37x3ohq69s8XpYdT6z\nvAexrTIZQ0Pjz06u4QLvyV/nTt/F3bKYlj04S6Kh6hPdYgS9uxPHpneCq+wKAfg5pYIvPs/uuKEg\nXCZ3XTqnkw9KHUanjeyvY3bUeTC3PqJ3URvA1uqfqTH+pmSyWcbNPg/Qq9gT8afFvlrsOpEo0fC8\n8VZ0D7j2B1JLOfxUiGBdwaHOu0BKcCYmsvOkKd/dVUfPldLLfxAjfVvuFAEIrC3iJrdwPpXloDc0\nnpaKzMz/KlYT6zeLkeUDRTEtO2p1RKO6jLqLOdRlplCXetYuiYazLdy0B6ccsbDU5R6b7kojFgAb\n30+lrFTMDQu246Er4FTybqnD6JIHrvMnVHaqzdfL1d58aiiiou5is+ejtFdwg/EG5LXiZ8sRmM0m\nuyQaQa9/gDq6c39LuotukVhcLldLLL76IpfkU2VShyG4sBr2kV/gnMXY5DJ4fJY7HoYLbbapUnrw\nmamKkprm71GnDPqlmJao1OlobJFoyDQaQjd9hcyCqpTdgUgsOsHVEotzp8s4sCe344aC0AXu3mWc\nTtkqdRiXxctdxdK4OpSGgjbb1Cjd2IqBi/qMZs8rUXO7lyim5eiskWhoho4k8MU1NorQeYk0qxsS\n6ywEW9IbHLduRWdVVhtZ/503fxxZhayh9RNZ3eprmCNX87lXFDmVv56/cKmY1nX+d9G/JARZ25/d\nBAnJZPLGs076+EGfIZgnWp5oaAZdYadonYtILLohb1+1KJQl2ITWvYbkdNeogpuWV8XOtD5cH34W\nzK1vKVWbDMw0KtnhPYCMiuYJ1c6Kf5PrPYmrq8eLYlpOoCuJhmbQcImidWwiseimgkPduXC+ouOG\ngmCBBkUK7cyuOp0jp4rp5TeYoZ6t7xQBUJrruaGuhj0+Q0gtb16340T1VxSqs+1eTCvinrvJuHix\nxfMxYWGcfvudVq8x1tfz9Afv8+8v91Gm1zMiKoo3FjzAiOhfq0q+s3MHG78+SNLPFyiprOTrV14l\ndtBgm70PKXWYaKSdRz2w/VpJ3ZVFicUn/7Huscc33dnDqv1Zorq6moSEBNLT01EoFMTFxfHss89K\nFo+99RSJhWBlSpWRtIzTUodhdZsOXiTohkEEmdt+bwoamFZThlo3nDOlzUslXyqmFe+7CK8y+2xH\n/eH1N2n4zdbXqtpahi56gNsmTmrzmkf/9R7//nIf65b8mciewbyy+b9MefpJzq55h55+fgBU19Vx\nzdBh3DFpMglvvm7z9+FIWiQas7yRad2kDsshdesRi8TERGJjYzEYDMydO5d9+/Zx7bXXSh2WXXSH\ndRZ7vvwXx0/upeBiGmazmZDgKK6fcj+DBk5oapObn8rnu1eRlZNMUXEW40bdxF3znu+w76+/2cTR\npF1k5ySjry7nkUUfEBU5okW74pJcPt3xOmfOHaaurhp/XQhzZz7C0EFXW/W9OgKVZwbGbNfcDfH2\nrlIen9EHN0Nam23kMjPX6ItQ+40gqeTHZq/VmKp4r+pl5vovpHexl82LafXw8W32+N1dOzHW15Mw\nbXqr7Suq9azZsZ0373+AmWPGArBuyZ8JvftO1uzczrL4uwBYMnsOAOkF+TaM3jnI/AOkDsFhOUVi\nsXHjRlavXo1MJiMmJgaFQoFGo+HEiRNUVlby/PPPExcXx4YNG0hKSuKll14CID4+nsTERMaPH9+i\nT3d3d2JjYwFQq9UMHTqU3Nzus1PCL0CDWiPHUOe6BX3OpX7HuFFziAgbjFrlxqHv/seqfz7Inx98\nn6g+VwJgMNTg5xvM0EFXs++r9Z3u22CopX/UaEZdcQP/3vRcq21Kywp4+Y3b6R81igfvXY23dwAl\nJblotZ5WeX+ORC43kZHlXAWxLFHfYGb1PhNLrg1AYShqs51MBhP0Baj9ruL7kh9+96KZzRVvS1JM\na+3OHcwYNZpgP/9WX/8xJZU6o5HpI0Y2PadQKJh6xRUcOu16o1BW4e8ndQQOy+ETi+TkZFauXMn2\n7dvx9/entLSU5557jqysLHbv3k16ejpz5sxh4sSJXb5HeXk5u3fv5r777rNi5I5NJpPRM8SdzLQq\nqUOxmcUL1jZ7PHfGI5xJPkzST3ubEouIsCFEhDWeP3P4u0863fe1k+4GoKik7VoNn+14HX+/UO69\na0XTcwF+rrNt+bfcfPLQ57nu9xJAaaWB//zox93D9cgaatptO1qfh9p/NIeKv2vx2qHKz8h3z7Rb\nMa2jKef5MTWFv979hzbb5JU2VhLtqdM1e76nTsexC6mtXdK9yeWg8+24XTcllzqAjhw6dIiZM2fi\n79+Yaet++cafNWsWcrmcyMhIwsPDSUnp2kr0+vp67r//fu677z4iIiKsFbZT6A7TIb9lMpmoqa1C\nrbb9vKjJZCLp1JdERgzjvX8/wqPPTeD5V2aza++7NDS43g6B/ELXHa34rZSsSvZlRdGZX51XVOVw\njd9oZK20Ta09zgeyd6n1VtkgyubW7txBn6CexF3ZcqpO6CKdLyhEnZK2OHxi0ZbfnyYnk8lQKBSY\nTL8OL9bW1nbYz9KlS4mMjOT++++3eoyOrle4h9Qh2NWufe9QU1PJhLG32PxeVfoSamur+OrwBny9\nA1m84B2mXZvAnv3/YtvuVTa/vz15+BZRVGzdhd2O7EBSEWdrOrcTYpA+hzi/kchlLf8IldYX8E7N\nyxT52S7RrKjW8/FXB1gw/bp2T+AM1jUO6+eXljZ7vqCsrOk14TcCpdt44AwcPrGIjY1l69atlJQ0\nDtWV/vKNv3XrVkwmE2lpaWRkZBAVFUXv3r05deoUJpOJnJwcjh8/3m7fL774IhUVFbzwwgs2fx+O\nKCDQDW8f239icgQHDn/Mzr3vsmD+SnS+PW1+v0tbLkODo7l51mOE9RrI6BE3Mn3KAg4c+sjm97en\nMv0ZqUOwuw/3F1Kk6Nz5EP30uVzveyUKecsqxg3U8+/K1zjrn4vZBkdv/+fLLzHU13PP1Lh2242I\njkKjUrH72K+LTk0mE3uTjhM7aJDV43J6QYFSR+DQLFpjIcX20AEDBrBkyRJmz56NXC5nyJDG+fDQ\n0FCmTZtGZWUlK1asQKvVMnr0aMLCwoiNjSU6OpqhQ9veY5ybm8vKlSuJjo5u2gly7733cuedd9rl\nfTmKPlHenPixWOowbGrP/nV8vnsViff+g4H9xtrlnp4evigUSoJ7RjV7PqRnFLW1Veiry/Fw97FL\nLLbk5llF2oV0qcOQxOqd5Tw2IwxtXWaHbftU5zHTZwifV5zB2Mr6jF0V/yHPBsW01u7awewxYwn6\n3dqJLUcO8+T6dez760uEBgTg7e7Bwutv4Kn17xPs50efoCBWbP4fNXUG7r/u+qbr8ktKyC8tJbek\n8XdGam4unlo3eup0TVtSXZ6XJ7h3r2lkSzn84k2A2267jdtuu63p8eLFi5k0aRKvvvpqs3YymYw1\nazpXtz0kJISLrRSQ6W76RHu5dGKxdedb7Dv4AYsS3qZf1FV2u69CoaJP2FAKCppvTyy4mIab1ssl\nkgqAOvM5qUOQjKHexJr9av40SYfcWNph+17VBcz2HMBWfQp19S0XujYW08pirvoOqxTT+jb5LD+l\npfFawoIWr5Xr9ZzLzsb4m/U+K/6YgFqpJOGN1ynTVzEiKpov/vq3ZjtJ1uzczv999GHT43tefw2A\nv9wR37Ql1eWJ0YoOOUViIdhOULA7nl4qqlzwNMZNW17k62/+y713rSAoMILyisZ1AGqVFjc3LwDq\n6w3kFTSeYllXV42+upysnLMoFCpCfhltSMv4ifc/for5t/+NPuGNo2DlFYVUVBZRVt7Y58WiTDQa\nd7y9AvDxbhzZm3btfaz+ZyLbdv2DUSNmkF9wgZ173+Gaia4xKqbW1pGa4fznglyOorJaNv4UxG2D\nqpGZ6jps37O2kJvcI/msJpNqY8sThnMNP1utmNaYAQMxb9/V6mvzp8Yx/3fTIyqlklf+mMArf0xo\ns89l8Xd1nwSiLSKx6FC3ON10+vTp1NU1/6FftWoVMTGdmyN1tdNNf+/IgXxOHi+ROgyrW/jn1ueG\nx1w1i/m3/w1o3C76zAst55/9dCH87dkvADiX+j0rV9/Dw4nr6B81CoBtu1axfc/qFtfdEJfIjOkP\nNj0+enwn2/e8TWFxFn66YMaPuokpk+ejUDh/Tq/1Sebs+e+lDsMhTB3Rg0lBJ4HOlTMvU/vwqaGA\nyro2amKYZcz1sU8xLcECWi1c03b1UqFRt0gsLperJxb5OdV8tild6jAEJ6JQNJBdsrlTO6+6i/lT\nehCl7vy220qVJ5/Vl1Nam9dmm1ivmYwsH4SsofVD0AQ7C+sNgzv3gbQ7c/hdIYLtBYW44e7h/J+g\nBfvReGeLpOJ33t9bSJlyQKfbexmruEnuRYB77zbbHKrcyjaPHZi04gOeQxDTIJ0iEgsBmUxGnygv\nqcMQnIaJnPzuURDLUv/YVYVB06vT7d0bqpmDhp6efdpsc6HmBO/L1tqlmJbQDqVSlPHuJJFYCABE\nRntLHYLgJDx0RZSVdbwLojuqNTTwzldqTKrO7/rRNtQyq0FGL69+bbYpry/knZqXKbRhMS2hAz2D\nGkt5Cx0S/5UEAIJ7uePmLkrUCh0rKjspdQgOLb+khi1nQjG3UhCrLWqTgZkGA5E+bc/fN1DPfypf\n44yNimkJHegVInUETsOiifW///3vVr350qVLrdqfpebNm0dBQQENDQ2MHj2al19+GUU3rf8uk8mI\n6OvN2ZPik6jQNnfvctJS2j54TWh0PKWUEL8BjPXv/JSRgnquq61ir+9QzpW1fd3uiv+Q7z2Rq6tj\nrVpMS2iHmxv8rsiY0LZuPWLx3nvvceDAAQ4ePEhxcTFbt26VOiRJRUaLdRZC+/SGs1KH4DS2f1dI\nRsMQi66RY2JqdQmDdVe22+5E9UE2qD/G6CEWddpFaAiIUaJOc4rEYuPGjUyaNInJkyeTmJjI4sWL\neeSRR5g6dSpjxoxhz549AGzYsIEnnnii6br4+HgOHz7cZr9eXpeKJNVjNBrbPaSnOwjp7YHWrXuO\n2Agd07jXkJHZtVOEu6v39hRRqYq26BqZDK6uvsgIv5Httss3pPGe8XUqdU7xa9y5iWkQizj8d2Ry\ncjIrV67kk08+4cCBA/z1r38FICsri927d/PRRx/x6KOPdnnr26233kpMTAyenp7MmDHDmqE7Hblc\nRr+BrlFqWrA+kzKVdsreCK0wm+Efu2sxqoMtvnacPp+xfqPabVNrruK9qpfI9K/oZGkuwWI6nTgb\nxEIOn1gcOnSImTNn4u/fWK9e98s816xZs5DL5URGRhIeHk5KStc+SW3atImTJ09SV1fH119/bbW4\nnVXMMD8x4ie0oFTVk5Z+SuownJK+tp5/HfHArLR8qnGkPpdJfqOhg/qbmyvW8IPuLOZuukbMpsRo\nhcUcPrFoy++nLWQyGQqFApPp1/r6nR3F0Gq1TJ8+nV27Wq+r3534+KrpHeEpdRiCg1F5ZGA0ut55\nMvaSdVHP1vNhILO8EN1QfQ5T/K5CJmv/1/Xhqm1s89hBgyimZT1yOfTsKXUUTsfhE4vY2Fi2bt1K\nSUnjWRalpY27FrZu3YrJZCItLY2MjAyioqLo3bs3p06dwmQykZOTw/Hjx9vst6qqioKCAqBxjcXe\nvXuJjrZsLtRVDRomVj8Lv5LLTWTmnJA6DKf3Q3IJR0tbP7+mNV+fKOCmp76k762bGTryJdI316GQ\ntV8ka80/P2PgklvxvuUmZDdMJ7uosNnrZVVVLHlnDYMeWIDHTbPoGX87c/+6nOSsrC69J5fXMwhU\noiqxpSz6LybF9tABAwawZMkSZs+ejVwuZ8iQxlXWoaGhTJs2jcrKSlasWIFWq2X06NGEhYURGxtL\ndHQ0Q4cObbPf6upq7rrrLurq6jCbzYwfP54//OEP9npbDq13hCc+vmrKyy7/6GbB+bn55FOV1/KY\nb8Fynx65SPD1gwml42mlqhojAyN8uW1KH5a+dRQ/YyU3+o5le/lJ6ts4SbXeaKL/aB8GjNKx7Z8t\np4fzSkpIy8/n+TvvZnB4OFU1tTzz7/Vc89TjnF69Fp2X2BnWTFjb5daFtjnlIWSLFy8mLi7Obost\nXf0Qstb8dKyYb74qkDoMwQFUNuyiqOii1GG4DLkMHp/ljofhQqeviZq3mT/eEM1Tdw8l1y2QbZXJ\nGBqq22yfeqKU1Y8eZ9/WV7laOQRZO4tuiysqCLj9VrY+t4wZo8dY9F5cmrc3xI6VOgqn5PBTIYI0\n+g/yRakSqzi7Ow+fYpFUWJnJDP/YY6ReHdSl60NqLjLHMxo3Vcdl+L+q/IQvfY5gVrc9OF2u1wPg\nodV2KR6X1Sdc6gicllNOHr311lsWtZ8+fTp1dc2HDletWkVMjDj+ti0ajYLoAb6iEmc3V159RuoQ\nXFJltZEPvvfmnhFVyBr0Fl8fWFvMTW7hfCrLQW8oabftT/qvuajO5mZVPCp98+nNhoYGElf/g6v6\n9WPykLanjrsdjRqCxaLNrnLKxMJSYrdH1wwerhOJRTem9azi7IU0qcNwWT/nVrHTL4Lrw5PB3GDx\n9X51pczV9OQzuZLy2vZHlfINabwne51430V4lzXunGtoaODu117lfE4OB19ZgVwcsPWrsN7iwLHL\nIP7LCW3yC9AS0ksUhumujObzUofg8o6cKuGnysFdvt7HUMFNCh1+bh2vAas1V/FP/Utk+FdQZzRy\n60t/47tzyXz18gp6BfTocgwuRy4XizYvU7cYsRC6btBwP3Kz214kJrgmlcbAhQxxLoitZWVlMe+h\nzdRUFpFTUMb/3Tucp+5uf0ri5IVSnn7nGN+dKcRgNHHNiGD++tAEToSEc1GfQUl+Dasfbdxq/3z8\nkWbXjp8RiuG+VXz6Yj5ludUcfPlVQn4pPij8IrgnaDRSR+HUxIiF0K6Ivl54eon8s7tRaH+mocHy\n4XnBMgaDgYCAAEaNnUSQf/PCdFXVRpJSSkhKKcFgNJFfUsO+o3lc86fd6Lw0PPOHYfj7aNBX1zN7\nyTam15jR6HuirzAyY0FfAO58Mob7XxrGbUsHADBoTABrn0rifHoGC5+fiNlNQ35JCfklJdTUtb6F\ntduJEIs2L5dFfzF0Zx+x6s1LB75q1f4E65PLZQwcouOHI4UdNxZcglxRT3rmSanD6Bb69u1L376N\nScD+AwcwKX6devzxXDFTluxpevz2lnO8veUccjm898Q4PvriZzLy9fzvhau5KuFztnxxnm9OCVxY\nIgAAIABJREFUXOQ/u1KbrvnPi42Lb8MHeBMU7oFSLSftVDkAS+75kCV82NR23ZI/M39qnE3fr8Pz\n04FPx7tthPaJj6LAXXfdRUZGBgcPHpQ6FIcUM1RH0g/FGI2mjhsLTs/NO5ea3Bqpw+h2TCYzJ3Ld\nMCvckDXUMOmKnhi/urtZm1WfJPN//0pCqZDxh+ui+MN1UVTX1iOXy/j6RAHrnhzPe09OYI/Wm9Ty\nxuSwqtzA83cc4caEvkQN0/Hanmua9alAyW1eiwksab+qZ7fQN1LqCFxCt58K+fzzz/Hw8JA6DIem\ndVMyaLgo8909mMnOF+W7pVJcbmBfVhRt/Wq+5sqeVNXUs+xfSdTWNVBVbeTRVUcxmczkFTeuhVLQ\nwLSaMmJ0wwH4YU8+MjlcNbX17ZMN1PNh5UrO+Odg7s4nEPr6QI8AqaNwCU6RWGzcuJFJkyYxefJk\nEhMTWbx4MY888ghTp05lzJgx7NnTOFy4YcMGnnjiiabr4uPjOXz4cJv9VlVVsWbNGh5++GGbvwdn\nN2xkACq1U3y7CJfBw7eQsjKxxVhKB5KKSK4d0uprAyN8+eCZWNbvvIDP9I/oceMGag0NXNnfH/lv\nkgK5zMw1+iKG6a7k2x05DJ8YiJtn+yMSuys+7LCYlkuL6it1BC7D4b+DkpOTWblyJdu3b8ff35/S\n0lKee+45srKy2L17N+np6cyZM4eJEyda3PfLL7/MAw88gJubmw0idy1arYIhV/hx7LsiqUMRbKi4\nXByN7gj+8+VFHp4xEP+Gljtzbr46gpuvjuBiaQ0alQIfTzWhszcxOqb5p22ZDOq/PkFhTg23P9a5\nYoCNxbSyuFl1Z4tiWi7NxxsCxZZba3H4j6CHDh1i5syZ+P+yJUqnaxySnzVrFnK5nMjISMLDw0lJ\naXngTntOnjxJeno6N9xwg9VjdlVDr/RHrXH4bxmhi9y9y8nLz5Y6DOEXq3ZWUKcJa/P1QJ0bPp5q\n9h3N5WJpLTdNbLmb4d2t5xnSV8edsZ1flJlvSOc94+tU+Hajn/XoKKkjcClO+50j+91coEwmQ6FQ\nYDL9usCwtra2zeuPHj1KUlISI0aMYMaMGVy4cIHZs2fbLF5XoNEqGHKF2PPuqqqNyVKH0O0YDAYK\nCgooKCjAZDKh1+spKCigtLQUQ72JxH+cZ9Bd28gp/LWWzOotyRxNLiI1u4L1O1O57S8HuWNqJJOv\nbL6GoqCkhs8OZXHfjGiuqMrhGr/RyDr5K//XYlrltH18mYvw9RGjFVZm0VSIFNtDY2NjmT9/PgsX\nLsTPz4/S0sb5361btzJv3jwyMjLIyMggKiqKqqoq1q1bh8lkIi8vj+PHj7fZ7z333MM999wDQGZm\nJnfeeSeffvqpXd6TMxt6pR+nkkqoqxU1DlyJxq2Gcxmi0qa95efn8/HHHzc9PnbsGMeOHaN3797c\ncccdFJVUcT6zFIPp11/Vx84Vs3zdCcr1RiJ6evDoHYNYetugFn2v35mKWiUnPq5xp8MgfQ4qv5F8\nUfojpk6WEP+kYi3j/G5kVPkQZK5a16RftNQRWFVDQwMrVqxg3bp1pKen4+Pjw9y5c3n77bftFoPD\nr7EYMGAAS5YsYfbs2cjlcoYMaVzUFBoayrRp06isrGTFihVotVpGjx5NWFgYsbGxREdHM3SoOFTH\n2tQaBVeMCuDbg+JIdVdiVl3A3M7R2oJthIWF8fjjj7f5+pAhQxgyZAhZsh704SRg5r0nxneq78fi\nh/BYfPNFoP30uah8r2Rn+QkaTJ1bQ3Gk8nPy3DOYYZyFotbF1l346SDAtUZh58+fzzfffMMrr7zC\n8OHDqaysJD093a4xyMzt/DbJyclBrVbbM55OWbx4MXFxccyYMcMu9zMYDISGdlyLv7toqDexYf0F\nqiqMUociWIFSZSTj4mYMBhf7o+Fi7pnag76qn6zSV7Z7EJ9XnMHY0Pl6JT7KAO5Q3Y/WlX7ux44G\nna9Vu1y1ahWrVq3iwoUL+Pj4MGHCBDZv3kxERATx8fEUFBSwadMm1Go1CxYs4IUXXmg6AC4iIoKE\nhASeeeaZpv4SEhJITU3lwIEDHd57//79TJ06lRMnTjBoUMtRLHtx2jUWgnQUSjlXjRVzkq5C5Zkp\nkgonsO6LQsqU/a3SV6/qAmZ7DkCj9Oy48S/K64tYW/MSF/1d5HslJNjqScVf/vIXHn/8cRITEzl5\n8iR79uxhxIgRTa+/9dZbhISE8MMPP7By5UreeOMN3nrrLavdf/PmzURGRrJ3716ioqLo3bs3t956\nK5mZmVa7R2c4/FRIayz9P2L69OnU/a4O/qpVq4iJ6dwWLGfz2WefsXbtWo4dO0ZFRQV9+vRhwYIF\n/OlPf2qx6LWrogf68NOxYooLxfkCzkwmN5GZbZ1PwYLt/WOXnseuD0VtyLnsvnrWFnKTeySf1WRS\nbSzr1DUmGviw4nWm+t/OoJIwZM46faZQQP9+Vu1Sr9fzyiuvsHz5chYtWtT0/PDhw5v+PWzYMJ5/\n/nkA+vfvz9mzZ3n11Vd56KGHrBLDhQsXyMzM5IMPPuDdd99Fo9Hw9NNPc80113Dq1Cm0Wq1V7tMR\np0wsLLVr1y6pQ7CrAwcOMHbsWJ599lmCgoI4ePAgiYmJ1NbWtjufawmZTMbo2CB2bLFvJixYl7tP\nPlV5lVKHIXRSraGB9w65s3C8D3Jj+WX3F1BXwlxtKJ/KlVTWdb5GzRcVH5PnHcu1NRORG+ovOw67\n6xMBbtb9I3v69Glqa2uJi2t7a+/YsWObPR4/fjwvvvgiFRUVeHtf/hklJpOJuro6Pvjgg6apkI0b\nNxIcHMyOHTu46aabLvsenSGmQmzk0oiIRqMhMDCQuXPnAo1zaE8//TQJCQl4e3sTEBDAU0891Wyb\nbEREBC+88EKz/hISEpg8eXKn7r1y5UqeffZZxo4dS2RkJPPnzychIYFNmzZZ7f0B9I7wJLS3KIfu\nzAqKxWFjzia3qJotZ0Iwy62z/s3XUM5cVQA6bbBF152qPsRG1UcYPRxvHV67tFro20fqKFoll8tb\nLKI2Gju/piU4OBiZTMbAgQObngsMDCQgIICMjAyrxdkRkVjYgNTzbK0pKyuzyZkoYycHIRffRU7J\nw6eEwkKxu8cZHU8p47uigR037CQvYxU3yb0IcO9t0XX5hnTeNb5Ghc6JzhjpH904FWJlMTExaLXa\npiMmWvPtt982e3zkyBFCQ0ObRisCAwPJzc1t1qa9sgm/N2HCBMxmM+fP/7p1vLi4mKKiIiIiIjrd\nz+USfxKs7NI827Jly1i0aBH9+vVj+PDhPPXUU01tLs2z9e/fn7vuuouHHnqIV1+1XY2QAwcO8PHH\nH/Poo49avW//AC3DRoqDe5xRefUZqUMQLsPn314ko6H1M0W6wr2hmjlo6Olp2af5OnM1/6x6mXT/\nMscvpuXrC6EhNuna09OTpUuXsmzZMlatWsX58+c5ceIEL774YlObpKQkli1bxvnz5/noo4944403\nWLp0adPrU6ZMYePGjezZs4dz587x8MMPWzTScPvtt9OnTx/++Mc/cvToUX766SfuvPNOoqKiuO66\n66z6fttj0RqL/yTdZtWb3zl8g1X7cwSOMM/2W99++y2zZ89m2bJlNtuee+XoAH4+X0F5mYusFu8G\n3Dz1nLnws9RhCJfpvT1FPDYzGi+jZUcatEXbUMsss5rtXv3IrrSsYNqWincYo7ueMRXDHLeYVox1\ndtW0Zfny5fTo0YM333yThx9+GJ1O1+wcq8WLF5ORkcHIkSNRqVQsWrSo2cLNxx9/nIyMDObNm4dK\npSIxMZFbbrmF1NTUTt3f3d2dvXv3smTJEiZPnoy7uzuTJk1i7969dlu4Cd1k8WZbZs+eTUFBQdN/\n8E2bNtGjh/TbKC93nu2SAwcOMGPGDJ588slmIybWplTKmTglmG3/s98cnnB5DIgqm67AbIZ/7K7l\nkenBqAx5VulTbTIw02Bil08MP5dbNqr1bdUOCtyzmFE/C0WNg33QCA1pHLGwIZlMxkMPPdTmLg83\nNzfWrVvHunXrWn3dy8uLf//735cVQ2RkJFu3br2sPi5Xt58Kefvtt9m/fz/79++3SlLhCPNsANu3\nb+f6669n2bJlNk0qLgnp7cGAwbb9oRWsQ6UxkJYupkFchb62nn8d8cCs9LJanwrqua62iv6+llcv\nTqs9yfvmt6nxbv+YdrtSq2GgbUcrhF85RWKxceNGJk2axOTJk0lMTGTx4sU88sgjTJ06lTFjxjT9\nEd+wYQNPPPFE03Xx8fEcPnzYrrE6wjzbf//7X+bMmcMjjzxCfHw8+fn55OfnU1hYaNX3+ntjJgTh\n5m79RVGCdSnc0mhw1KFqoUuyLurZdj4MZNYbhJZjYmp1CYN1V1p8bUVDMe84UjGtQQMbkwsnlpmZ\niaenZ5tfH374odQhNnH4qZDk5GRWrlzJ9u3b8ff3p7S0lOeee46srCx2795Neno6c+bMaTaPZYnF\nixejVCq58cYb+fOf/2yVAlJSz7OtWrUKo9HI8uXLWb58edPz4eHhNq0Zr9EqGD+5J3t3XH7xHsE2\n5PIG0jNFQSxX9H1yCaH+gxjhc8JqfcpkcHX1RTR+I/mx5KhF1zpMMa2gQAju2XE7G7vc370hISEk\nJSW1+XpQUNBl9W9NDp9YHDp0iJkzZ+Lv33hQjE6nA2DWrFnI5XIiIyMJDw8nJcXyxUtvv/02wcHB\nVFVVcc8997Bp0ybmzZt32TFLPc/WmZryttK3vw/nz5aTmVYlWQxC29x8cqjJ6/z5EIJz2XL4IsHX\nDyaEU1btd5w+H7XfKL4p+d7iayUtpqVUwiDXqLCsVCqJioqSOoxOcYqpkNb8fmRBJpOhUCiaFZqq\nra1tt4/g4MaCMJ6ensydO9fidQxC6yZcG4xK7bTfWi7MTHa+GK1wdWt2FqNX97V6vyP1uUzyGw1Y\nPqp7qvoQG5QfYvS083TEwP6g1dj3noJlIxZSbA+NjY1l/vz5LFy4ED8/P0pLSwHYunUr8+bNIyMj\ng4yMDKKioqiqqmLdunWYTCby8vLaTRTq6+spLy/H398fo9HInj17ujydYk+ZmZntnnGydu1a4uPj\n7RhRS55eKkaNC+TwgXxJ4xCa89AVkpZcInUYgo2ZzPCPPUYeiQtEYbho1b6H6nNQ+41ib+kPmM2m\nji/4jQJjBu/KXiNetxifUjtMi/j7Qe9etr+P0ILDT4UMGDCAJUuWMHv2bORyOUOGNBaECQ0NZdq0\naVRWVrJixQq0Wi2jR48mLCyM2NhYoqOjGTq07RXNdXV1zJs3D6PRiMlkYuLEidx11102fz/dZZ5t\n0HAdKefKuSiG3R1Gcbl1h8cFx1VZbWT99z7cM0KPrEFv1b4H6HNQ6UawuzSJBrNl2+DrzNX8q+pl\n5vgvILzYtwtjH52kUMAQ6Y4N7+5k5t8XTPiNnJwc1A64knbx4sXExcXZrODT7xkMBkJDQ+1yL1dS\nXFTLJx/+jMmyDzaCDbh5V3Am5VOpw2hTVlYW33//PRcvXqSiooIJEyYwbty4ptc/+ugjsrKyWlyn\nUqn485//3Gqf5eXlrFmzptXXrrjiiqYidt999x2nTp2ioqICs9mMTqdj5MiRTR9inFnsEH+mh50F\ns/V3AWW692R7+UnqTV074XiM5/WMqRyGrN4GO5QGDoA+4dbvV+gUhx+xEJyXf4CWK0f34Og3tt3m\nKnSsxpgsdQjtMhgMBAQEEBMTw759+1q8PmfOnBZbZNevX0+fPm2Xn/by8uLBBx9s9lx2djafffZZ\ns0OafHx8mDx5MjqdDplMRkpKCjt37kSr1RIdHX2Z70xah04WE+o3mCEe1tspcklYdT6zvAexrTIZ\nQ0O1xdd/W7WDArdMZtTPtm4xrR4BEBFmvf4EizllYmHpgV3Tp0+nrq55Vn3p9FHBtq4cHUB+TjXZ\nmdYdjhU6T+NWy/lMx6602bdvX/r2bVxw2NquJjc3t2aP09LSqKqq4oorrmizT7lcjqenZ7PnUlJS\n8Pf3p3fvXw/bGjBgQLM2o0aN4vTp02RmZjp9YgGw8auLBN0YQ6DJ+kXRQmouMsczmq3VadQYKyy+\nPq32FO8r8rjDeyFuFZZXF25Bo4GhQxr3yQqSccrEwlK7du2SOoRuSyaTcc11oWz+8Gf0VXbeaiYA\nYFalNtst5QqSkpIICgpq2tnVGdXV1Zw7d47Jkye32cZsNpOWlkZJSQmxsbFWiNQxrN5ZxuMzInAz\npFu978DaYm5yC+dTWQ56g+WLgy8V07rNbzFBJZc59T5sCGgcb/q+uxF7AgWbc3NXMuX6XuJ4dQko\nVEbSMlxr0WZVVRWpqakMHz7coutOnjyJTCZj8ODBLV4rLCzktddeY8WKFWzZsoWpU6e6xGjFJfUN\nZt7+EhrUtjmJ2K+ulLmanvhoA7t0vYkGPqp8nVP+WZi7OtrQtw8E+HftWsGqxK96wS56hrpz1fiu\n/dIRuk7jmYXB4CBlla3kp59+QqlUNlsn0RGz2cyJEycYMGBAq6c8+vn5cc899/CHP/yB8ePHs2/f\nPi5cuGDNsCVXUlHHR8f8MStsc8qlj6GCmxQ6/Ny6vtD9i4qP2ev9NSa1heeM+PpCtHMUj+oORGIh\n2M2wEf6ER3p23FCwCpnMRGaO9RftSelSghATE4NG0/nCRxkZGZSWlrY5yqFQKNDpdAQFBTFmzBgG\nDhxo93OG7OFcZgVfZkfTlSJXneFZr+cmmTuBHl3fkXGq+ggblP/pfDEtpRKGD0UMiToOi9ZY9Pjh\nmFVvXniV5YfbCM5LJpNx9bTG9RaV1lioJbTL3TefyvxKqcOwqp9//pmKigqLp0GSkpLo0aNHp7eN\nm81mlz2obf/xIkJ1QxigtU0VVreGGubI1XzuFUVOZefON/o9i4ppDRkE7m7ttxHsqluneAaDgaVL\nlzJmzBjGjRvHtm3bpA7J5Wm0Cqbe2AuFQqzatrWC4pNSh9BpBoOBgoICCgoKMJlM6PV6CgoKmirt\nXpKUlERwcHCrheByc3N59913yc3Nbfa8Xq8nJSWlzWRk3759ZGVlUV5eTmFhYVNdi9bWYriK/3xZ\nSLGi81NJllKbDMw01hPuPaDjxm24VEwrzb+UNlOLsN4OccCY0Fy32BXSlpUrVxIQEMC3336LyWRq\n8UtMsI0eQW6MnRTEoS9FyW9b8fApJe18gdRhdFp+fj4ff/xx0+Njx45x7NgxevfuzR133AFAZWUl\nFy5cYNq0aa32UV9fT0lJCfX1zXcfnTx5EoVCwaBBrVdirKqq4vPPP0ev16NWq/Hz8+OGG25w+e3o\nq3ZW8PiMMDR1mTbpX2mu54a6Gvb4DCG1vOtJ7qcV7zJGdx1jKoc3L6al84WYricugu1YVHlTqqmQ\njRs3snr1amQyGTExMSgUCjQaDSdOnKCyspLnn3+euLg4NmzYQFJSEi+99BIA8fHxJCYmMn78+Fb7\nHT58OIcPH8bDw6Pd+4vKm7axb0c2qecs3/sudKxBfZjMLNdafChYX6BOy6KJZciNtvtQZTLL2O/h\nz5nSto8i6IwI7SBm1s9pLKal1cL4MY11KwSH4/BTIcnJyaxcuZJPPvmEAwcO8Ne//hVoLAG8e/du\nPvroIx599NEOTzL9vfLycgBeeuklrr32Wu69914uXrTugT1C+yZOCcHXT+w5tzath14kFUKnXCyt\nZdPJIMxy2/2BlsvMXKMvYrjfiMvqJ732NOvMq6n2VcGVw0RS4cAcPrE4dOgQM2fOxN+/cX+yTqcD\nYNasWcjlciIjIwkPDyclJcWifuvr68nNzWXUqFHs27ePkSNHsmzZMmuHL7RDpZYz9YZeKJVivYU1\n1cscu8qm4FhO/VzOofz+2GqnCDQWwpygL2CU31WX1U9lQwnpEQ2N20sFh+XwiUVbZL8roiKTyVAo\nFM0qDLY3iuHn54e7uzs33HADADNnzuTkSedZ7OYq/AK0TLlBFM+yFpXGQFrGWanDEJzM7qOFXDDa\n/tC10fo8Yv1Hd/n6EeG3EhMy1YoRCbZg0eJNKbaHxsbGMn/+fBYuXIifn1/TAsutW7cyb948MjIy\nyMjIICoqiqqqKtatW4fJZCIvL4/jx4+32a9MJiMuLo7Dhw8zYcIEvv76a/r162evtyX8RnikFxOm\nhPDVntyOGwvtUriltVi8KAidse6LQh6Z2R/f+nM2vc8VVTmo/Uazv+QHzHS+1HxkwFgmRN9nw8gE\na3GKY9M3bNjA6tWrkcvlTUcZt7Z402w288ADD/DTTz8RHR1NeXk5jz76aJuLN7OysnjwwQcpLy8n\nICCAN954g169erVoJxZv2sex7wv54bA4CbWr5PIGcss+oaamRupQBCelVSt47HozakOOze913iOE\nL0p/xNSJI92DvPtzy8jXUNmoaqhgXU6RWPze4sWLiYuLY8aMGXa5n0gs7OfQ/jxOJ4ltv13hrsvk\ndPIBqcMQnFxIgDsLxxchN5bb/F5p7sHsLD9Bg6ntsvPe2p7cNuotPDR+No9HsA4xsy04lPGTexIZ\n7S11GE7ITG6BbSopCt1LblE1W86EYJZZeF5HF/SpzmOmzxBUitYrZ2pVXsy58kWRVDgZpxyxsNT0\n6dOpq6tr9tyqVas6XQBHjFjYV0O9iR1bMsnNrpY6FKfh4VvIqXM7pQ5DcCE3junBGD/7JKv52h5s\n1adQV1/V9JxCrubmEa8S4tt6YTPBcXWLxOJyicTC/urqGti6KZ2SorqOGwvUyfeTm5cldRiCi1kw\nPYAwuX12yxVp/PisJpNqYxlymYIZw/6PyB5j7XJvwbrEVIjgkDQaBdfPCcPT2/bDsc7O3btCJBWC\nTby7u4hKVbRd7hVQV8JcbSjemh7EDXpMJBVOTCQWgsPy8FRxw5wwtG4KqUNxaDVG224PFLovsxn+\nsbsWozrYLvfzNZRzV9T9DAyeYpf7CbYhEgvBofn6aZg+q7eoztkGjVst6ZkisRBsR19bz7pvPDAr\nPW1+L3nk7ahDrrb5fQTbsqhAVu3866x6c+37YrGZ0LGgYHem3tiLPduyaWhoc0lQt2RWXWhWbVYQ\nbCGzQM/nKeHMiDwHZtsUYJNHzEXea7pN+pbSgQMHuPrqlsnSu+++S0JCggQR2V63PTa9qqqqWR2M\nvLw8br75Zl544QUJoxLaEtbHi+mze7N7axb1RpFcAChURtIyRBl6wT6+O1tCqP8grvQ+YfW+Zb1n\nIA+bafV+HcmxY8cIDv51SsnHx0fCaGyr206FeHp6sn///qavXr16NZ0bIjimXmGe3Dg3HI2m237b\nNqPxzMJgaLuwkCBY2yeHLpLLYKv2Kes9A0Wfm63a5+9dKi+g0WgIDAxk7ty5AERERPD000+TkJCA\nt7c3AQEBPPXUU81GASMiIlp84ExISGDy5MkWxdCjRw969uzZ9OXm1nrtDlfgFL+hN27cyKRJk5g8\neTKJiYksXryYRx55hKlTpzJmzBj27NkDNJb+fuKJJ5qui4+P5/Dhwx32f+HCBYqKihgzZozN3oNg\nHUHB7sy4JQI39+69oFMmM5GZIwpiCfa3dlcJenVfq/Qlj7jZ5knFX/7yFx5//HESExM5efIke/bs\nYcSIX49wf+uttwgJCeGHH35g5cqVvPHGG7z11ltWjyM2NpbAwEDGjRvH+vXraafSg9Nz+KmQ5ORk\nVq5cyfbt2/H396e0tJTnnnuOrKwsdu/eTXp6OnPmzGHixIldvseWLVuYNWtWixNTBcfk30PLrFsj\n+HxzJlWVRqnDkYS7bwGV+RVShyF0Qw0mM6v2GFkaF4jCcLGLvciQ970DeWicVWP7Pb1ezyuvvMLy\n5ctZtGhR0/PDhw9v+vewYcN4/vnnAejfvz9nz57l1Vdf5aGHHrJKDMHBwaxatYqRI0cil8vZuXMn\nCxYsIDU1leXLl1vlHo7G4UcsDh06xMyZM/H39wdAp9MBMGvWLORyOZGRkYSHh5OSktLle3z66afc\ndNNNVolXsA8fnYaZt0bgo+ueBdwuFou1FYJ0KqqNrP/eB7PCowtXy5BHz7d5UgFw+vRpamtriYtr\n+15jxzavlzF+/Hiys7OpqLBO4t6/f38SExMZNWoUI0eO5Nlnn+XJJ59k5cqVGI2u+cHI4ROLtvx+\ndEEmk6FQKJrNjdXW1nbYz6lTp6ivr2fYsGFWj1GwLS9vFbNujcC/h0bqUOzK3aeUi4X5UochdHM/\n51axJ70PyCyYlpQpkQ9MRB482WZxWZtcLm8xbXG5CcGYMWPQ6/UUFrrmac4WTYVIsT00NjaW+fPn\ns3DhQvz8/CgtbTz5cuvWrcybN4+MjAwyMjKIioqiqqqKdevWYTKZyMvL4/jx4x32v2XLFubMmWPr\ntyHYiJu7khk3R7Dz00wK8rrHceGVtWekDkEQAPj6ZDEhfoMZ4tGJnSIKLfKYPyHX2e/sj5iYGLRa\nLXv27GHo0KGttvn222+bPT5y5AihoaF4ezcehhgYGEhubm6zNsePH8fPr+sHox07dgw3NzcCAgK6\n3Icjc/g1FgMGDGDJkiXMnj0buVzOkCFDAAgNDWXatGlUVlayYsUKtFoto0ePJiwsjNjYWKKjo9v8\nRvqtzz77jI8//tjWb0OwIY1WwQ1zw9n9WRY5WXqpw7EprUc1yWk/Sx2GIDTZ+NVFgm4cRKDpdNuN\nlJ4ohixF5hVpv8Bo3P23dOlSli1bhpubG1OnTqWmpoYdO3bw5JNPApCUlMSyZcu44447OHr0KG+8\n8UaztQ9Tpkxh9erVzJkzh/DwcNasWUNGRkanE4uVK1cSFhbGoEGDkMlk7N69mxdeeIEHH3zQZc/i\ncspDyBYvXkxcXFyzOhS2JA4hcw4N9Sb27sgh/UKl1KHYjNIziZQLYjeI4FiUChlPzFCjNaS3fFHb\nA8XgPyNzD7F7XABms5k333yT1atXk5aWhk6nY+LEifz3v/8lIiKC+Ph4cnNz2bx5MyrKuRj/AAAO\nKElEQVSVivvuu4+//e1vyOWNKwUqKytJTEzk888/R6VSkZiYSHZ2NqmpqRw4cKDD+69YsYL33nuP\nrKwsVCoVUVFRLFy4kHvvvbfpHq5GJBadIBIL52Eymfl6Xx7Jp8qkDsXqVBoDP+f+j/p621Q+FITL\n4eet4aFrKlEYin990jsaRcyfkKm9pQusHRERESQkJPDMM89IHYpLcfipkNZYusd4+vTp1NU1P377\nUsEUwbXI5TImTQ2hR5Abhw/kY3KhEuAKt3SRVAgOq6Sijo+PBRA/TI+soRZZ4Djk/f6ITC5OKO5u\nnDKxsNSuXbukDkGws5ihOvwCNHzxeTbVeuf/YyxXNJCRJaZABMeWnFnBfv9+TBkb7fIlugEyMzPb\n/YC6du1a4uPj7RiRY2g3sVCpVBiNRlSq7ptxdvf378x6hrgzNz6SLz7PIj/XuXeMuHnnUp1bLXUY\ngtAutVpN6ODpyMPst/PjcqSnp3f52vz8fK666ir0ej0HDx5sdg7IJUFBQZcRnfNqd42F2WymsLDQ\nZYt4dIZKpaJHjx6iKqcTa2gwc+RAPmd+KpU6lC4xm81U1O+gpKS448aCIBF/f3/uvvvubvHH1GQy\nMXXqVDw8PNi2bRtZWVn06tVL6rAcRrsjFjKZjMDAQHvFIgg2oVDImHBtMD2CtBz6Mt/pjl731BWR\nfk4kFYLj6tevH7fddhvu7u42v9eqVatYtWoVFy5cwMfHhwkTJrB58+amHR4FBQVs2rQJtVrNggUL\neOGFF5p2X7S2WDMhIaHTOzwuWb58OWq1mocffpht27ZZ+y06Pdfc6yIIrRgwWMfMWyPw8HSupUUl\nle3UBxAECclkMiZOnMj8+fPtklQ4woFi+/fv591332X9+vViJLsNzvUbVhAuU2BPt8Z1F9uzyct2\n/DULbl4VpKVmSh2GILTg6enJLbfcQv/+/e1yP0c4UKygoIA777yT9evXExgYyJkzogpua8SIhdDt\nuLkruXFuOIOHd70kr73UNpyTOgRBaKF///4sWbLEbkkFOMaBYvHx8dx9991MmTLFKv25KpFYCN2S\nXC5j/NU9ufb6UDQax/wxULvVkp4hEgvBcSiVSmbOnMk999yDp6en1OFY7HIPFNu3bx8rVqxAqVSi\nVCq59tprgca1G/fff79VY3VmYipE6Nai+vsQHOrOwb15ZKZVSR1Oc+oLzU7rFQQpBQUFcfvtt9Oz\nZ09J7u8IB4qdPHmy2eMffviBP/7xj+zevZuBAwd29q24PJFYCN2eh6eK62aHcf5MGYcP5GOok/6P\nuUJVT3rGKanDEAQAxo0bx3XXXSdpTR9HOFBs8ODBzR4XFRUBjVNDISHSnIXiiERiIQi/6BfjS2iY\nh0OMXmg8s6jLruu4oSDYkKenJzfffDMDBgyQOhSgcZtnjx49ePPNN3n44YebDhS7ZPHixWRkZDBy\n5EhUKhWLFi1qtnDz8ccfJyMjg3nz5jUdKHbLLbeQmpoqxdtxWe0WyBKE7urc6TKOfCXN6IVMZqKo\nehsVFeV2v7cgXNK/f39uvvlmvLy8pA6lU8SBYo5DjFgIQiv6D/KlV7gHX32RR1a6fUcv3H0LqMgX\nSYUgDS8vL2688UaGDRsmdSiCk3LM5fCC4AA8PFVcPyeMSVODUdtx58jFkpMdNxIEK5PJZIwbN46l\nS5d2y6QiMzMTT0/PNr8+/PBDqUN0GmIqRBA6oarSyFdf5JKdobfpfdx9Sjl9XpQIFuyrV69ezJ49\nu1ufd1FfX9/uoWRBQUFOMy0kNZFYCIIFzp0u4/vDF212FLtJc4SMTLGQTLAPrVbLtGnTGD16dNN5\nGoJwuURiIQgWMhpNnDhaxIkfi6k3Wu/HR+tRTXLa5hYFfATBFoYNG8aNN94oPoULVicSC0HoIn2V\nkaPfFHLudBnW+ClSep0gJfXE5XckCO0ICAhg1qxZREdHSx2K4KJEYiEIl6m4qJbvvi4gK73r6y9U\nGgM/5/6P+nrbTLEIgoeHB1dffTVjxoxBqRQbAgXbEYmFIFhJdkYV335dQHGh5YWttL4pnD33jQ2i\nEro7rVbLhAkTiI2NRaPRSB2O0A2IxEIQrMhsNnPuTDlHj1xEX9W50Qe5ooG8sk+prrbtjhOhe1Gp\nVIwbN45Jkybh7u4udThCNyISC0GwAaPRxE8/FnPiaDFGY/vVOz102ZxK/tJOkQmuTqFQMGrUKK65\n5hqxMFOQhEgsBMGGqvX1HP++iORTpdTXt/xRM5vNVNTvpKSkSILoBFcil8sZPnw4U6ZM6fShWoJg\nCyKxEAQ7qK2p51RSCaeTSqmtbWh63sO3iFPndkgYmeDsZDIZgwcPZurUqQQGBkodjiCIxEIQ7Mlo\nNJF8spSfjpVQVWnEoPiKnNwMqcMSnJBGo+Gqq65i3LhxYoRCcCgisRAECZhMZlLPFbNzz4fk5eVJ\nHY7gRPz9/Rk3bhwjR44UuzwEhyQSC0GQ2M8//8yhQ4c4e/asqLoptCkyMpLx48czcOBAUX5bcGgi\nsRAEB1FSUsKRI0c4evQotbW1UocjOAClUsmwYcMYP348ISEhUocjCJ0iEgtBcDBGo5HTp09z7Ngx\nUlNTMZna364quB4/Pz+uvPJKxowZg6enp9ThCIJFRGIhCA6soqKC48ePc+zYMQoKCqQOR7AhDw8P\nhg4dyvDhwwkPD5c6HEHoMpFYCIKTyMnJ4dixY5w4cYKqqiqpwxGsQKVSERMTwxVXXEF0dDQKhULq\nkAThsonEQhCcTENDA+fPn+fYsWOcPXtWHFzmZORyOX379mX48OEMHjxY7OwQXI5ILATBidXU1HD+\n/HmSk5M5f/48er04b8QRyeVywsLCGDRoEMOHDxeltgWXJhILQXARJpOJ7OxskpOTOXfuHLm5uWL7\nqoR8fHzo168f/fr1Izo6Gq1WK3VIgmAXIrEQBBdVWVnJuXPnSE5OJiUlhbo6y49zFzpPqVTSp0+f\npmQiKChI6pAEQRIisRCEbqChoYH09HRSUlLIyMggJycHg8EgdVhOLyAgoCmRiIyMRK1WSx2SIEhO\nJBaC0A2ZTCby8/PJysoiMzOTrKwsCgsLxdRJO7y8vOjVqxe9evWid+/ehIaG4uHhIXVYguBwRGIh\nCAIAtbW1zRKNrKysbrsY1M3NrSmJuPTl4+MjdViC4BREYiEIQpvKysooKiqiuLiYoqKipn8XFxfT\n0NDQcQcOTqvVEhAQQEBAAP7+/gQGBhIaGkpAQIDUoQmC0xKJhSAIFjOZTK0mHWVlZVRXV1NdXe0Q\niYdSqcTX1xedTtf0v5e+AgICRLlsQbABkVgIgmATtbW1TUnGpS+9Xt/s8aXD1sxmc9P6jkv//v1j\nAJlMhpubG1qtFjc3t6avS4/d3d2bvSYWUwqC/YnEQhAEQRAEq5FLHYAgCIIgCK5DJBaCIAiCIFiN\nSCwEQRAEQbAakVgIgiAIgmA1IrEQBEEQBMFqRGIhCIIgCILViMRCEARBEASrEYmFIAiCIAhWIxIL\nQRAEQRCsRiQWgiAIDuD48eNMnjyZoKAgNBoNYWFhLFq0iLKyMqlDEwSLKKUOQBAEQQCNRsP8+fO5\n4oor0Ol0nDt3jgcffJCcnBy2bNkidXiC0GlixEIQBOEXq1atIiYmBo1GQ2BgIHPnzgUgIiKCp59+\nmoSEBLy9vQkICOCpp57CZDI1XRsREcELL7zQrL+EhAQmT57cqXvHxMQwf/58hg0bRlhYGFP/v537\n+Yjtj+M4/rqTYWJKRaUyatcv+qE2TUQ0LWMWidYtMk2S5Bii0WiTyDSkRdsWUdsWs2qVKE1UIkVT\n6Q+INDR0V3eYS9zrvk/f7709Hwxzfvicz9k9fT5jQiFNTU3p4ODA6vWAT0FYAICkxcVFOY6jSCSi\n8/NzpdNp9fT0FK6nUinV19fr+PhYa2trSiaTSqVSrs3n4eFBu7u7GhwcdO0ZgBvYCgHw5b28vGhl\nZUWJRELRaLRwvqurq/C9s7NTS0tLkqTm5mZdXV1pdXVVMzMzpnMJBoPKZDLK5XIaGRnR9va26fiA\n21ixAPDlXV5eKpfLaXh4+MN7+vr6io77+/v1+Pio5+dn07ns7Ozo9PRUe3t7ur6+1uTkpOn4gNtY\nsQAAAx6PR+/v70Xn3t7efnucQCAgSWptbVVdXZ2CwaBisZhaWlpM5gm4jRULAF9eW1ubfD6f0un0\nh/ccHR0VHR8eHqqhoUHl5eWSpJqaGj09PRXdk8lk/mheP34cmsvl/mgc4DOxYgHgy/P7/Zqbm1M8\nHldpaalCoZBeX1+1v7+vWCwmSTo7O1M8Htf4+LhOTk6UTCaVSCQKYwwNDWljY0PhcFiNjY3a3NxU\nNptVVVXVL81ha2tLFRUVam9vl8/n08XFhRzHUXd3tzo6Olx5b8ANhAUASEokEqqurtb6+rpmZ2dV\nWVmpgYGBwvXp6Wlls1n19vbK6/UqGo0W/XDTcRxls1mNjY3J6/UqEolodHRUNzc3v/T8kpISLS8v\n6/b2Vvl8XoFAQOFwWPPz8/J4WFzG3+Pb+8+bggCAIk1NTZqYmNDCwsJ/PRXgf48MBgAAZggLAHDZ\n/f29/H7/hx/+qwL/ErZCAMBl+Xxed3d3H16vra1VWVnZ500IcBFhAQAAzLAVAgAAzBAWAADADGEB\nAADMEBYAAMAMYQEAAMwQFgAAwAxhAQAAzBAWAADADGEBAADMEBYAAMAMYQEAAMwQFgAAwAxhAQAA\nzBAWAADADGEBAADMEBYAAMAMYQEAAMwQFgAAwAxhAQAAzBAWAADADGEBAADMEBYAAMAMYQEAAMwQ\nFgAAwAxhAQAAzBAWAADADGEBAADMEBYAAMAMYQEAAMx8B7MMeescpTdZAAAAAElFTkSuQmCC\n",
+      "text/plain": [
+       "<matplotlib.figure.Figure at 0x7f338a768910>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "tr.analysis.residency.plot_cgroup('schedtune', cgroup='root')"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 8,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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NGzdo//795OHhQe+8846xzaeffkp2dnb05Zdf0s2bN+n69ev0008/0UcffWRs4+vra7w+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\nmIZiAQAATEOxAAAApvk/iqywhx7S8zYAAAAASUVORK5CYII=\n",
+      "text/plain": [
+       "<matplotlib.figure.Figure at 0x7f33a4599850>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "tr.analysis.residency.plot_cgroup('schedtune', cgroup='top-app')"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 9,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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IdO/eHenp6Y2226dPnzYVHjKZrNFVJ/Hx8TAYDPjggw8wfvx49OvXr9Ev14EDByI+Pt5p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\nEQsAAMCIWAAAAEbEAgAAMPoBJt1mE6gEU0wAAAAASUVORK5CYII=\n",
+      "text/plain": [
+       "<matplotlib.figure.Figure at 0x7f338a6d57d0>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "tr.analysis.residency.plot_cgroup('schedtune', cgroup='foreground')"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Conclusions\n",
+    "-------------\n",
+    "* root CGroup ran considerably less on core 6 (7.5% to 2.6%) and slightly less on core 7 so there's definitely improvement with tasks that are not assigned to any CGroup with this patch stack\n",
+    "* Background group still runs on the big cores"
+   ]
+  }
+ ],
+ "metadata": {
+  "kernelspec": {
+   "display_name": "Python 2",
+   "language": "python",
+   "name": "python2"
+  },
+  "language_info": {
+   "codemirror_mode": {
+    "name": "ipython",
+    "version": 2
+   },
+   "file_extension": ".py",
+   "mimetype": "text/x-python",
+   "name": "python",
+   "nbconvert_exporter": "python",
+   "pygments_lexer": "ipython2",
+   "version": "2.7.13"
+  }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 2
+}
diff --git a/ipynb/residency/scratch/eas-fbt-july-15/task_residencies_youtube-eas-fbt.ipynb b/ipynb/residency/scratch/eas13-lowutil-mode/task_residencies_youtube-eas-fbt.ipynb
index a7f4aba..a7f4aba 100644
--- a/ipynb/residency/scratch/eas-fbt-july-15/task_residencies_youtube-eas-fbt.ipynb
+++ b/ipynb/residency/scratch/eas13-lowutil-mode/task_residencies_youtube-eas-fbt.ipynb
diff --git a/ipynb/residency/scratch/eas13-lowutil-mode/youtube_energy_lowutil_mode.ipynb b/ipynb/residency/scratch/eas13-lowutil-mode/youtube_energy_lowutil_mode.ipynb
new file mode 100644
index 0000000..4be47cb
--- /dev/null
+++ b/ipynb/residency/scratch/eas13-lowutil-mode/youtube_energy_lowutil_mode.ipynb
@@ -0,0 +1,253 @@
+{
+ "cells": [
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "run_control": {
+     "frozen": false,
+     "read_only": false
+    }
+   },
+   "source": [
+    "# YouTube energy comparison with and without low-util mode\n",
+    "\n",
+    "Test: Run YouTube red video (in offline mode) for 120 seconds, and collect energy around 10 times for each configuration\n",
+    "\n",
+    "Conclusion: YouTube saves around 1.5-2% energy due to low-utilization mode.\n",
+    "\n",
+    "(side note: following is the energy consumed when offlining big cpus, the savings is ~4%)\n",
+    "    \"output\": 20.935927396987264\n",
+    "    \"output\": 20.886319054545837\n",
+    "    \"output\": 20.873948319403212\n",
+    "    \"output\": 20.80955464619092\n",
+    "    \"output\": 20.816727961893836\n",
+    "    \"output\": 20.803202597131868"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 2,
+   "metadata": {
+    "collapsed": false,
+    "run_control": {
+     "frozen": false,
+     "marked": false,
+     "read_only": false
+    }
+   },
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Populating the interactive namespace from numpy and matplotlib\n"
+     ]
+    },
+    {
+     "data": {
+      "text/plain": [
+       "[21.33999307201658,\n",
+       " 21.365129290570263,\n",
+       " 21.34209450334471,\n",
+       " 21.289426409399248,\n",
+       " 21.263789089763883,\n",
+       " 21.329407238590395]"
+      ]
+     },
+     "execution_count": 2,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "%pylab inline\n",
+    "\n",
+    "import pandas as pd\n",
+    "import sqlite3\n",
+    "import matplotlib.cm as cm\n",
+    "import os, json\n",
+    "from collections import namedtuple\n",
+    "\n",
+    "# Provide the root path where your test folders are stored\n",
+    "results_dir = '/home/joelaf/repo/lisa-aosp/external/lisa/results/'\n",
+    "\n",
+    "# Provide the names of the results folders you want compared\n",
+    "all_test_dirs = [\n",
+    "                 (\"YouTubeRed_4.4.56-g0583b6191868\", 'top-of-tree'),\n",
+    "                 (\"YouTubeRed_4.4.56-g931b784e1a3f-30070-ga668ea9c5165\", 'tot+lowutil+25pc'),\n",
+    "                 (\"YouTubeRed_4.4.56-g931b784e1a3f-30071-g099f7067358a\", 'tot+lowutilmode+50pc')\n",
+    "                ]\n",
+    "\n",
+    "results_dirs = [x[0] for x in os.walk(results_dir)]\n",
+    "\n",
+    "def get_edir(test):\n",
+    "    edir = test + '_energy'\n",
+    "    return [x for x in results_dirs if edir in x]\n",
+    "\n",
+    "def get_samples(test):\n",
+    "    samples = []\n",
+    "    edirs = get_edir(test)\n",
+    "    for edir in edirs:\n",
+    "        with open(edir + '/energy.json') as f:\n",
+    "            output = json.load(f)['output']\n",
+    "        samples.append(output)\n",
+    "    return samples\n",
+    "\n",
+    "get_samples(all_test_dirs[2][0])\n",
+    "    "
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "collapsed": true,
+    "run_control": {
+     "frozen": false,
+     "read_only": false
+    }
+   },
+   "source": [
+    "# Plot histograms of energy consumed for tests"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 6,
+   "metadata": {
+    "collapsed": false,
+    "run_control": {
+     "frozen": false,
+     "read_only": false
+    },
+    "scrolled": false
+   },
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "('YouTubeRed_4.4.56-g0583b6191868', 'top-of-tree')\n",
+      "21.5895253595\n",
+      "21.6164255475\n",
+      "21.5485038682\n",
+      "22.0296997264\n",
+      "21.6493742035\n",
+      "21.5483970834\n",
+      "21.5943349871\n",
+      "21.6647268717\n",
+      "('YouTubeRed_4.4.56-g931b784e1a3f-30070-ga668ea9c5165', 'tot+lowutil+25pc')\n",
+      "21.3110673127\n",
+      "21.4832853056\n",
+      "21.4711717277\n",
+      "21.48856738\n",
+      "21.3084231193\n",
+      "21.3057657682\n",
+      "21.2137620153\n",
+      "21.198791322\n",
+      "21.3047078781\n",
+      "21.312377348\n",
+      "21.2130661441\n",
+      "('YouTubeRed_4.4.56-g931b784e1a3f-30071-g099f7067358a', 'tot+lowutilmode+50pc')\n",
+      "21.339993072\n",
+      "21.3651292906\n",
+      "21.3420945033\n",
+      "21.2894264094\n",
+      "21.2637890898\n",
+      "21.3294072386\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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kW2BFkmXASuAA4NhJyn8Y+EpVvSrJ/YEHblCLNxPb7nIUu336qOluxiax7S4AL53uZkiS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\nSFT09tCalQAAAABJRU5ErkJggg==\n",
+      "text/plain": [
+       "<matplotlib.figure.Figure at 0x7fc14487bb50>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "# Plot a box plot\n",
+    "fig, axes = plt.subplots()\n",
+    "df_all = []\n",
+    "for test in all_test_dirs:\n",
+    "    samples = get_samples(test[0])\n",
+    "    df = pd.DataFrame(samples, columns=[test[1]])\n",
+    "    # print df.describe()\n",
+    "    print test\n",
+    "    for s in samples:\n",
+    "        print s\n",
+    "    df_all.append(df)\n",
+    "\n",
+    "df_box = pd.concat(df_all, axis=1)\n",
+    "axes = df_box.plot.box(figsize=(10, 6), ax=axes, ylim=(21,21.8), title=\"Box plot comparing energy samples\")\n",
+    "\n",
+    "# Plot a histogram of energy values collected\n",
+    "# def plot_energy(test):\n",
+    "#    test_dir = results_dir + \"/\" + test\n",
+    "#    with open(test_dir + \"/energy_all_runs.json\") as f:\n",
+    "#        samples = json.load(f)['energy_samples']\n",
+    "#    df = pd.DataFrame(samples, columns=['energy'])\n",
+    "#    fig, axes = plt.subplots()\n",
+    "#    # print axes\n",
+    "#    df.plot(kind='hist', bins=32, xlim=(6,10), title=test, figsize=(16,5), ax=axes)\n",
+    "\n",
+    "# for t in all_test_dirs:\n",
+    "#    plot_energy(t)\n"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {
+    "collapsed": true
+   },
+   "outputs": [],
+   "source": []
+  }
+ ],
+ "metadata": {
+  "hide_input": false,
+  "kernelspec": {
+   "display_name": "Python 2",
+   "language": "python",
+   "name": "python2"
+  },
+  "language_info": {
+   "codemirror_mode": {
+    "name": "ipython",
+    "version": 2
+   },
+   "file_extension": ".py",
+   "mimetype": "text/x-python",
+   "name": "python",
+   "nbconvert_exporter": "python",
+   "pygments_lexer": "ipython2",
+   "version": "2.7.13"
+  },
+  "toc": {
+   "colors": {
+    "hover_highlight": "#DAA520",
+    "running_highlight": "#FF0000",
+    "selected_highlight": "#FFD700"
+   },
+   "moveMenuLeft": true,
+   "nav_menu": {
+    "height": "189px",
+    "width": "252px"
+   },
+   "navigate_menu": true,
+   "number_sections": true,
+   "sideBar": true,
+   "threshold": 4,
+   "toc_cell": false,
+   "toc_number_sections": true,
+   "toc_section_display": "block",
+   "toc_threshold": 6,
+   "toc_window_display": false
+  }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 1
+}
diff --git a/ipynb/residency/task_residencies_youtube-tgid.ipynb b/ipynb/residency/task_residencies_youtube-tgid.ipynb
index 0fbac77..2368d06 100644
--- a/ipynb/residency/task_residencies_youtube-tgid.ipynb
+++ b/ipynb/residency/task_residencies_youtube-tgid.ipynb
@@ -283,7 +283,7 @@
     }
    ],
    "source": [
-    "cdf = tr.data_frame.cpu_residencies('tgid_comm', 'sched_switch_cgroup')\n",
+    "cdf = tr.data_frame.cpu_residencies('tgid_comm', event_name='sched_switch_cgroup')\n",
     "# Due to the noise in the pie plots due to large number of TGIDs, drop any that\n",
     "# don't meet the bar (run on CPUs for a total of atleast 0.7s)\n",
     "cdf = cdf[~(cdf < 0.7).all(1)]\n",
diff --git a/ipynb/sched_tune/stune_juno_rampL.ipynb b/ipynb/sched_tune/stune_juno_rampL.ipynb
index 8b5ded5..0e67679 100644
--- a/ipynb/sched_tune/stune_juno_rampL.ipynb
+++ b/ipynb/sched_tune/stune_juno_rampL.ipynb
@@ -202,13 +202,13 @@
     "        \"cpu_frequency\",\n",
     "        \"cpu_capacity\"\n",
     "    ]\n",
-    "    trace = Trace(platform, run_dir, events, tasks=pa.tasks())\n",
+    "    trace = Trace(platform, run_dir, events)\n",
     "    \n",
     "    # Define time ranges for all the temporal plots\n",
     "    trace.setXTimeRange(t_min, t_max)\n",
     "    \n",
     "    # Tasks plots\n",
-    "    trace.analysis.tasks.plotTasks()\n",
+    "    trace.analysis.tasks.plotTasks(pa.tasks())\n",
     "    for task in pa.tasks():\n",
     "        pa.plotPerf(task)\n",
     "\n",
diff --git a/ipynb/sched_tune/stune_juno_taskonly_rampL.ipynb b/ipynb/sched_tune/stune_juno_taskonly_rampL.ipynb
index 94be1c5..6c120be 100644
--- a/ipynb/sched_tune/stune_juno_taskonly_rampL.ipynb
+++ b/ipynb/sched_tune/stune_juno_taskonly_rampL.ipynb
@@ -180,13 +180,13 @@
     "        \"cpu_frequency\",\n",
     "        \"cpu_capacity\"\n",
     "    ]\n",
-    "    trace = Trace(platform, run_dir, events, tasks=pa.tasks())\n",
+    "    trace = Trace(platform, run_dir, events)\n",
     "    \n",
     "    # Define time ranges for all the temporal plots\n",
     "    trace.setXTimeRange(t_min, t_max)\n",
     "    \n",
     "    # Tasks plots\n",
-    "    trace.analysis.tasks.plotTasks()\n",
+    "    trace.analysis.tasks.plotTasks(pa.tasks())\n",
     "    for task in pa.tasks():\n",
     "        pa.plotPerf(task)\n",
     "\n",
diff --git a/ipynb/sched_tune/stune_oak_rampL.ipynb b/ipynb/sched_tune/stune_oak_rampL.ipynb
index cc74fa3..3eeba8d 100644
--- a/ipynb/sched_tune/stune_oak_rampL.ipynb
+++ b/ipynb/sched_tune/stune_oak_rampL.ipynb
@@ -167,13 +167,13 @@
     "        \"cpu_frequency\",\n",
     "        \"cpu_capacity\"\n",
     "    ]\n",
-    "    trace = Trace(platform, run_dir, events, tasks=pa.tasks())\n",
+    "    trace = Trace(platform, run_dir, events)\n",
     "    \n",
     "    # Define time ranges for all the temporal plots\n",
     "    trace.setXTimeRange(t_min, t_max)\n",
     "    \n",
     "    # Tasks plots\n",
-    "    trace.analysis.tasks.plotTasks()\n",
+    "    trace.analysis.tasks.plotTasks(pa.tasks())\n",
     "    for task in pa.tasks():\n",
     "        pa.plotPerf(task)\n",
     "\n",
diff --git a/ipynb/scratchpad/pelt-error/pelt-3percent-error.png b/ipynb/scratchpad/pelt-error/pelt-3percent-error.png
new file mode 100644
index 0000000..cab4f7f
--- /dev/null
+++ b/ipynb/scratchpad/pelt-error/pelt-3percent-error.png
diff --git a/ipynb/scratchpad/pelt-error/pelt-error-fixed.ipynb b/ipynb/scratchpad/pelt-error/pelt-error-fixed.ipynb
new file mode 100644
index 0000000..093d889
--- /dev/null
+++ b/ipynb/scratchpad/pelt-error/pelt-error-fixed.ipynb
@@ -0,0 +1,627 @@
+{
+ "cells": [
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "run_control": {
+     "frozen": false,
+     "read_only": false
+    }
+   },
+   "source": [
+    "# Analysis of PELT signal error due to skip last window update"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 1,
+   "metadata": {
+    "collapsed": false,
+    "run_control": {
+     "frozen": false,
+     "marked": false,
+     "read_only": false
+    }
+   },
+   "outputs": [
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "2017-08-02 21:50:32,729 INFO    : root         : Using LISA logging configuration:\n",
+      "2017-08-02 21:50:32,732 INFO    : root         :   /home/joelaf/repo/lisa-aosp/external/lisa/logging.conf\n"
+     ]
+    }
+   ],
+   "source": [
+    "import logging\n",
+    "from conf import LisaLogging\n",
+    "LisaLogging.setup()"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 2,
+   "metadata": {
+    "collapsed": false,
+    "run_control": {
+     "frozen": false,
+     "marked": false,
+     "read_only": false
+    }
+   },
+   "outputs": [],
+   "source": [
+    "# Generate plots inline\n",
+    "%matplotlib inline\n",
+    "import json\n",
+    "import os\n",
+    "from trace import Trace\n",
+    "import numpy\n",
+    "import pandas as pd\n",
+    "import matplotlib.pyplot as plt\n",
+    "import trappy\n",
+    "\n",
+    "path_to_dat = \"/home/joelaf/repo/lisa-aosp/external/lisa/ipynb/scratchpad/pelt-error/trace-fixed-pc.dat\""
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "run_control": {
+     "frozen": false,
+     "read_only": false
+    }
+   },
+   "source": [
+    "## Parse Trace and Profiling Data"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 3,
+   "metadata": {
+    "collapsed": false,
+    "run_control": {
+     "frozen": false,
+     "marked": false,
+     "read_only": false
+    }
+   },
+   "outputs": [],
+   "source": [
+    "trace = Trace(None, path_to_dat, events=[ 'sched_switch', 'pelt_update' ])"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "collapsed": true,
+    "run_control": {
+     "frozen": false,
+     "read_only": false
+    }
+   },
+   "source": [
+    "## Trace visualization"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 4,
+   "metadata": {
+    "collapsed": false,
+    "run_control": {
+     "frozen": false,
+     "marked": false,
+     "read_only": false
+    }
+   },
+   "outputs": [
+    {
+     "data": {
+      "text/html": [
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+       " *\n",
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+       " * you may not use this file except in compliance with the License.\n",
+       " * You may obtain a copy of the License at\n",
+       " *\n",
+       " *     http://www.apache.org/licenses/LICENSE-2.0\n",
+       " *\n",
+       " * Unless required by applicable law or agreed to in writing, software\n",
+       " * distributed under the License is distributed on an \"AS IS\" BASIS,\n",
+       " * WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n",
+       " * See the License for the specific language governing permissions and\n",
+       " * limitations under the License.\n",
+       " */\n",
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+       "        }); /* TRAPPY_PUBLISH_REMOVE_LINE */\n",
+       "        </script>\n",
+       "        </div>"
+      ],
+      "text/plain": [
+       "<IPython.core.display.HTML object>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "trappy.plotter.plot_trace(trace.ftrace)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "run_control": {
+     "frozen": false,
+     "read_only": false
+    }
+   },
+   "source": [
+    "## Latency DataFrames"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 5,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "Index([u'__comm', u'__cpu', u'__line', u'__pid', u'__tgid', u'acc_load_avg',\n",
+       "       u'acc_util_avg', u'cfs_rq', u'delta_us', u'load_avg', u'load_err',\n",
+       "       u'load_sum', u'ret', u'sum_err', u'util_avg', u'util_err'],\n",
+       "      dtype='object')"
+      ]
+     },
+     "execution_count": 5,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "df = trace.data_frame.trace_event('pelt_update')\n",
+    "rq_df = df[df.cfs_rq == 1]\n",
+    "rq_df.columns"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 6,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "UTIL ERROR\n"
+     ]
+    },
+    {
+     "data": {
+      "text/html": [
+       "<table style=\"border-style: hidden;\">\n",
+       "<tr>\n",
+       "<td style=\"border-style: hidden;\"><div class=\"ilineplot\" id=\"fig_2a44386e9ebc4bb0ad443fb7e159cc20\"></div></td>\n",
+       "</tr>\n",
+       "<tr>\n",
+       "<td style=\"border-style: hidden;\"><div style=\"text-align:center\" id=\"fig_2a44386e9ebc4bb0ad443fb7e159cc20_legend\"></div></td>\n",
+       "</tr>\n",
+       "</table>\n",
+       "<script>\n",
+       "var fig_2a44386e9ebc4bb0ad443fb7e159cc20_data = {\"logscale\": false, \"strokeWidth\": 1.0, \"pointSize\": 2, \"name\": \"fig_2a44386e9ebc4bb0ad443fb7e159cc20\", \"step_plot\": false, \"fill_graph\": false, \"title\": \"\", \"drawPoints\": false, \"per_line\": 1, \"height\": 400, \"rangesel\": false, \"data\": {\"labels\": [\"index\", \"Trace 0:pelt_update:util_avg\", \"Trace 0:pelt_update:acc_util_avg\"], \"data\": [[8.881784197001252e-16, 489, 489], [4.999999999810711e-06, 585, 585], [0.0005420000000002645, 479, 479], [0.000548000000000215, 573, 573], [0.0006729999999999237, 482, 482], [0.0006770000000004828, 576, 576], [0.000760000000000538, 3, 3], [0.000764000000000209, 577, 577], [0.0007760000000001099, 578, 578], [0.0007869999999998711, 484, 484], [0.0007910000000004302, 3, 3], [0.0008090000000002817, 4, 4], [0.0008119999999998129, 579, 579], [0.0008170000000005118, 484, 484], [0.004400999999999655, 515, 515], [0.004406000000000354, 602, 602], [0.0044560000000002375, 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+      "LOAD ERROR\n"
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+       "</script>\n",
+       "<!-- TRAPPY_PUBLISH_SOURCE_LIB = \"http://cdnjs.cloudflare.com/ajax/libs/dygraph/1.1.1/dygraph-combined.js\" -->\n",
+       "<!-- TRAPPY_PUBLISH_SOURCE_LIB = \"http://dygraphs.com/extras/synchronizer.js\" -->\n",
+       "<!-- TRAPPY_PUBLISH_SOURCE_LIB = \"https://cdnjs.cloudflare.com/ajax/libs/underscore.js/1.8.3/underscore-min.js\" -->\n",
+       "\n",
+       "            <script>\n",
+       "            /* TRAPPY_PUBLISH_IMPORT = \"plotter/js/ILinePlot.js\" */\n",
+       "            /* TRAPPY_PUBLISH_REMOVE_START */\n",
+       "            var ilp_req = require.config( {\n",
+       "\n",
+       "                paths: {\n",
+       "                    \"dygraph-sync\": '/nbextensions/plotter_scripts/ILinePlot/synchronizer',\n",
+       "                    \"dygraph\": '/nbextensions/plotter_scripts/ILinePlot/dygraph-combined',\n",
+       "                    \"ILinePlot\": '/nbextensions/plotter_scripts/ILinePlot/ILinePlot',\n",
+       "                    \"underscore\": '/nbextensions/plotter_scripts/ILinePlot/underscore-min',\n",
+       "                },\n",
+       "\n",
+       "                shim: {\n",
+       "                    \"dygraph-sync\": [\"dygraph\"],\n",
+       "                    \"ILinePlot\": {\n",
+       "\n",
+       "                        \"deps\": [\"dygraph-sync\", \"dygraph\", \"underscore\"],\n",
+       "                        \"exports\":  \"ILinePlot\"\n",
+       "                    }\n",
+       "                }\n",
+       "            });\n",
+       "                /* TRAPPY_PUBLISH_REMOVE_STOP */\n",
+       "                ilp_req([\"require\", \"ILinePlot\"], function() { /* TRAPPY_PUBLISH_REMOVE_LINE */\n",
+       "                ILinePlot.generate(fig_bff82cfa68b046999d16a28d9ba494d1_data);\n",
+       "            }); /* TRAPPY_PUBLISH_REMOVE_LINE */\n",
+       "            </script>\n",
+       "        "
+      ],
+      "text/plain": [
+       "<IPython.core.display.HTML object>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "# Plot the accurate and the actual signals for the RQ\n",
+    "print 'UTIL ERROR'\n",
+    "trappy.ILinePlot(trace.ftrace,\n",
+    "                signals = [\n",
+    "                    'pelt_update:util_avg',\n",
+    "                    'pelt_update:acc_util_avg',\n",
+    "                ]).view()\n",
+    "\n",
+    "print 'LOAD ERROR'\n",
+    "trappy.ILinePlot(trace.ftrace,\n",
+    "                signals = [\n",
+    "                    'pelt_update:load_avg',\n",
+    "                    'pelt_update:acc_load_avg',\n",
+    "                ]).view()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Data showing highest load / util errors (> count of 2) on the RQ (cpu 1)\n",
+    "-------------------------------\n",
+    "Note that, as expected, the error exists only for cases where delta is < 1ms (now - last_update_time)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 7,
+   "metadata": {
+    "collapsed": false,
+    "scrolled": false
+   },
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "number of errors: 0\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "/home/joelaf/anaconda2/lib/python2.7/site-packages/ipykernel/__main__.py:1: UserWarning: Boolean Series key will be reindexed to match DataFrame index.\n",
+      "  if __name__ == '__main__':\n",
+      "/home/joelaf/anaconda2/lib/python2.7/site-packages/ipykernel/__main__.py:4: FutureWarning: sort(columns=....) is deprecated, use sort_values(by=.....)\n"
+     ]
+    },
+    {
+     "data": {
+      "text/html": [
+       "<div>\n",
+       "<table border=\"1\" class=\"dataframe\">\n",
+       "  <thead>\n",
+       "    <tr style=\"text-align: right;\">\n",
+       "      <th></th>\n",
+       "      <th>__comm</th>\n",
+       "      <th>acc_load_avg</th>\n",
+       "      <th>util_avg</th>\n",
+       "      <th>acc_util_avg</th>\n",
+       "      <th>util_err</th>\n",
+       "      <th>delta_us</th>\n",
+       "      <th>load_sum</th>\n",
+       "      <th>sum_err</th>\n",
+       "      <th>load_avg</th>\n",
+       "      <th>load_err</th>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>Time</th>\n",
+       "      <th></th>\n",
+       "      <th></th>\n",
+       "      <th></th>\n",
+       "      <th></th>\n",
+       "      <th></th>\n",
+       "      <th></th>\n",
+       "      <th></th>\n",
+       "      <th></th>\n",
+       "      <th></th>\n",
+       "      <th></th>\n",
+       "    </tr>\n",
+       "  </thead>\n",
+       "  <tbody>\n",
+       "  </tbody>\n",
+       "</table>\n",
+       "</div>"
+      ],
+      "text/plain": [
+       "Empty DataFrame\n",
+       "Columns: [__comm, acc_load_avg, util_avg, acc_util_avg, util_err, delta_us, load_sum, sum_err, load_avg, load_err]\n",
+       "Index: []"
+      ]
+     },
+     "execution_count": 7,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "err_df = rq_df[(rq_df.util_err > 10) | (rq_df.load_err > 10)][rq_df['__comm'] == 'thread0']\n",
+    "err_df = err_df[['__comm',  'acc_load_avg', 'util_avg', 'acc_util_avg', \\\n",
+    "                 'util_err', 'delta_us', 'load_sum', 'sum_err', 'load_avg', 'load_err']]\n",
+    "\n",
+    "err_df = err_df.sort(columns=['delta_us'], ascending=False)\n",
+    "print 'number of errors: ' + str(len(err_df))\n",
+    "err_df.head(20)\n"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 8,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "/home/joelaf/anaconda2/lib/python2.7/site-packages/ipykernel/__main__.py:1: UserWarning: Boolean Series key will be reindexed to match DataFrame index.\n",
+      "  if __name__ == '__main__':\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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VVnP6GhU8AADgPuFTn/pUjj766CxZsiS77rprHvvYx+bzn/98nvzkJ+c1r3lNzjnnnNzv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\n",
+      "text/plain": [
+       "<matplotlib.figure.Figure at 0x7fda10bc8fd0>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "df = rq_df[(rq_df.util_err > 0) | (rq_df.load_err > 0)][rq_df['__comm'] == 'thread0']\n",
+    "df = df[(df.util_err > 0) | (df.load_err > 0)]\n",
+    "df = df[['util_err', 'load_err']].plot(kind='hist', figsize=(15,7), bins=8, xlim=(0, 20), xticks=range(0,20), stacked=True, title = 'Occurence of errors > 10 counts', )"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {
+    "collapsed": true
+   },
+   "outputs": [],
+   "source": []
+  }
+ ],
+ "metadata": {
+  "_draft": {
+   "nbviewer_url": "https://gist.github.com/ec38b4edb2da1ef21e2aa9b1d6c64f65"
+  },
+  "gist": {
+   "data": {
+    "description": "TraceAnalysis_TasksLatencies.ipynb",
+    "public": false
+   },
+   "id": "ec38b4edb2da1ef21e2aa9b1d6c64f65"
+  },
+  "hide_input": false,
+  "kernelspec": {
+   "display_name": "Python 2",
+   "language": "python",
+   "name": "python2"
+  },
+  "language_info": {
+   "codemirror_mode": {
+    "name": "ipython",
+    "version": 2
+   },
+   "file_extension": ".py",
+   "mimetype": "text/x-python",
+   "name": "python",
+   "nbconvert_exporter": "python",
+   "pygments_lexer": "ipython2",
+   "version": "2.7.13"
+  },
+  "toc": {
+   "colors": {
+    "hover_highlight": "#DAA520",
+    "running_highlight": "#FF0000",
+    "selected_highlight": "#FFD700"
+   },
+   "moveMenuLeft": true,
+   "nav_menu": {
+    "height": "296px",
+    "width": "252px"
+   },
+   "navigate_menu": true,
+   "number_sections": true,
+   "sideBar": true,
+   "threshold": 4,
+   "toc_cell": false,
+   "toc_number_sections": true,
+   "toc_section_display": "block",
+   "toc_threshold": 6,
+   "toc_window_display": false
+  }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 0
+}
diff --git a/ipynb/scratchpad/pelt-error/pelt-error.ipynb b/ipynb/scratchpad/pelt-error/pelt-error.ipynb
new file mode 100644
index 0000000..0fec885
--- /dev/null
+++ b/ipynb/scratchpad/pelt-error/pelt-error.ipynb
@@ -0,0 +1,861 @@
+{
+ "cells": [
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "run_control": {
+     "frozen": false,
+     "read_only": false
+    }
+   },
+   "source": [
+    "# Analysis of PELT signal error due to skip last window update"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 1,
+   "metadata": {
+    "collapsed": false,
+    "run_control": {
+     "frozen": false,
+     "marked": false,
+     "read_only": false
+    }
+   },
+   "outputs": [
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "2017-07-25 18:34:56,088 INFO    : root         : Using LISA logging configuration:\n",
+      "2017-07-25 18:34:56,090 INFO    : root         :   /home/joelaf/repo/lisa-aosp/external/lisa/logging.conf\n"
+     ]
+    }
+   ],
+   "source": [
+    "import logging\n",
+    "from conf import LisaLogging\n",
+    "LisaLogging.setup()"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 2,
+   "metadata": {
+    "collapsed": false,
+    "run_control": {
+     "frozen": false,
+     "marked": false,
+     "read_only": false
+    }
+   },
+   "outputs": [],
+   "source": [
+    "# Generate plots inline\n",
+    "%matplotlib inline\n",
+    "import json\n",
+    "import os\n",
+    "from trace import Trace\n",
+    "import numpy\n",
+    "import pandas as pd\n",
+    "import matplotlib.pyplot as plt\n",
+    "import trappy\n",
+    "\n",
+    "path_to_dat = \"/home/joelaf/repo/lisa-aosp/external/lisa/ipynb/scratchpad/pelt-error/trace.dat\""
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "run_control": {
+     "frozen": false,
+     "read_only": false
+    }
+   },
+   "source": [
+    "## Parse Trace and Profiling Data"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 3,
+   "metadata": {
+    "collapsed": false,
+    "run_control": {
+     "frozen": false,
+     "marked": false,
+     "read_only": false
+    }
+   },
+   "outputs": [],
+   "source": [
+    "trace = Trace(None, path_to_dat, events=[ 'sched_switch', 'pelt_update' ])"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "collapsed": true,
+    "run_control": {
+     "frozen": false,
+     "read_only": false
+    }
+   },
+   "source": [
+    "## Trace visualization"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 4,
+   "metadata": {
+    "collapsed": false,
+    "run_control": {
+     "frozen": false,
+     "marked": false,
+     "read_only": false
+    }
+   },
+   "outputs": [
+    {
+     "data": {
+      "text/html": [
+       "<style>\n",
+       "/*\n",
+       " *    Copyright 2015-2017 ARM Limited\n",
+       " *\n",
+       " * Licensed under the Apache License, Version 2.0 (the \"License\");\n",
+       " * you may not use this file except in compliance with the License.\n",
+       " * You may obtain a copy of the License at\n",
+       " *\n",
+       " *     http://www.apache.org/licenses/LICENSE-2.0\n",
+       " *\n",
+       " * Unless required by applicable law or agreed to in writing, software\n",
+       " * distributed under the License is distributed on an \"AS IS\" BASIS,\n",
+       " * WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n",
+       " * See the License for the specific language governing permissions and\n",
+       " * limitations under the License.\n",
+       " */\n",
+       "\n",
+       ".d3-tip {\n",
+       "  line-height: 1;\n",
+       "  padding: 12px;\n",
+       "  background: rgba(0, 0, 0, 0.6);\n",
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+       "}\n",
+       "\n",
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+       "                        \"deps\": [\"d3-tip\", \"d3-plotter\" ],\n",
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+       "        }); /* TRAPPY_PUBLISH_REMOVE_LINE */\n",
+       "        </script>\n",
+       "        </div>"
+      ],
+      "text/plain": [
+       "<IPython.core.display.HTML object>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "trappy.plotter.plot_trace(trace.ftrace)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "run_control": {
+     "frozen": false,
+     "read_only": false
+    }
+   },
+   "source": [
+    "## Latency DataFrames"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 5,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "Index([u'__comm', u'__cpu', u'__line', u'__pid', u'__tgid', u'acc_load_avg',\n",
+       "       u'acc_util_avg', u'cfs_rq', u'delta_us', u'load_avg', u'load_err',\n",
+       "       u'load_sum', u'sum_err', u'util_avg', u'util_err'],\n",
+       "      dtype='object')"
+      ]
+     },
+     "execution_count": 5,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "df = trace.data_frame.trace_event('pelt_update')\n",
+    "rq_df = df[df.cfs_rq == 1]\n",
+    "rq_df.columns"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 6,
+   "metadata": {
+    "collapsed": false
+   },
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "UTIL ERROR\n"
+     ]
+    },
+    {
+     "data": {
+      "text/html": [
+       "<table style=\"border-style: hidden;\">\n",
+       "<tr>\n",
+       "<td style=\"border-style: hidden;\"><div class=\"ilineplot\" id=\"fig_9fb104a68b8b43debeafadd416b51f51\"></div></td>\n",
+       "</tr>\n",
+       "<tr>\n",
+       "<td style=\"border-style: hidden;\"><div style=\"text-align:center\" id=\"fig_9fb104a68b8b43debeafadd416b51f51_legend\"></div></td>\n",
+       "</tr>\n",
+       "</table>\n",
+       "<script>\n",
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+       "<!-- TRAPPY_PUBLISH_SOURCE_LIB = \"https://cdnjs.cloudflare.com/ajax/libs/underscore.js/1.8.3/underscore-min.js\" -->\n",
+       "\n",
+       "            <script>\n",
+       "            /* TRAPPY_PUBLISH_IMPORT = \"plotter/js/ILinePlot.js\" */\n",
+       "            /* TRAPPY_PUBLISH_REMOVE_START */\n",
+       "            var ilp_req = require.config( {\n",
+       "\n",
+       "                paths: {\n",
+       "                    \"dygraph-sync\": '/nbextensions/plotter_scripts/ILinePlot/synchronizer',\n",
+       "                    \"dygraph\": '/nbextensions/plotter_scripts/ILinePlot/dygraph-combined',\n",
+       "                    \"ILinePlot\": '/nbextensions/plotter_scripts/ILinePlot/ILinePlot',\n",
+       "                    \"underscore\": '/nbextensions/plotter_scripts/ILinePlot/underscore-min',\n",
+       "                },\n",
+       "\n",
+       "                shim: {\n",
+       "                    \"dygraph-sync\": [\"dygraph\"],\n",
+       "                    \"ILinePlot\": {\n",
+       "\n",
+       "                        \"deps\": [\"dygraph-sync\", \"dygraph\", \"underscore\"],\n",
+       "                        \"exports\":  \"ILinePlot\"\n",
+       "                    }\n",
+       "                }\n",
+       "            });\n",
+       "                /* TRAPPY_PUBLISH_REMOVE_STOP */\n",
+       "                ilp_req([\"require\", \"ILinePlot\"], function() { /* TRAPPY_PUBLISH_REMOVE_LINE */\n",
+       "                ILinePlot.generate(fig_9fb104a68b8b43debeafadd416b51f51_data);\n",
+       "            }); /* TRAPPY_PUBLISH_REMOVE_LINE */\n",
+       "            </script>\n",
+       "        "
+      ],
+      "text/plain": [
+       "<IPython.core.display.HTML object>"
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+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "LOAD ERROR\n"
+     ]
+    },
+    {
+     "data": {
+      "text/html": [
+       "<table style=\"border-style: hidden;\">\n",
+       "<tr>\n",
+       "<td style=\"border-style: hidden;\"><div class=\"ilineplot\" id=\"fig_1f01fdec8fa347758094d7b73cb64817\"></div></td>\n",
+       "</tr>\n",
+       "<tr>\n",
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+       "</tr>\n",
+       "</table>\n",
+       "<script>\n",
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[7.596290999999999, 242, 251], [7.596297, 157, 157], [7.598326, 0, 0], [7.598329, 282, 282], [7.598357999999999, 196, 196], [7.598378, 0, 1], [7.598381999999999, 86, 88], [7.598386999999999, 86, 88]]}};\n",
+       "</script>\n",
+       "<!-- TRAPPY_PUBLISH_SOURCE_LIB = \"http://cdnjs.cloudflare.com/ajax/libs/dygraph/1.1.1/dygraph-combined.js\" -->\n",
+       "<!-- TRAPPY_PUBLISH_SOURCE_LIB = \"http://dygraphs.com/extras/synchronizer.js\" -->\n",
+       "<!-- TRAPPY_PUBLISH_SOURCE_LIB = \"https://cdnjs.cloudflare.com/ajax/libs/underscore.js/1.8.3/underscore-min.js\" -->\n",
+       "\n",
+       "            <script>\n",
+       "            /* TRAPPY_PUBLISH_IMPORT = \"plotter/js/ILinePlot.js\" */\n",
+       "            /* TRAPPY_PUBLISH_REMOVE_START */\n",
+       "            var ilp_req = require.config( {\n",
+       "\n",
+       "                paths: {\n",
+       "                    \"dygraph-sync\": '/nbextensions/plotter_scripts/ILinePlot/synchronizer',\n",
+       "                    \"dygraph\": '/nbextensions/plotter_scripts/ILinePlot/dygraph-combined',\n",
+       "                    \"ILinePlot\": '/nbextensions/plotter_scripts/ILinePlot/ILinePlot',\n",
+       "                    \"underscore\": '/nbextensions/plotter_scripts/ILinePlot/underscore-min',\n",
+       "                },\n",
+       "\n",
+       "                shim: {\n",
+       "                    \"dygraph-sync\": [\"dygraph\"],\n",
+       "                    \"ILinePlot\": {\n",
+       "\n",
+       "                        \"deps\": [\"dygraph-sync\", \"dygraph\", \"underscore\"],\n",
+       "                        \"exports\":  \"ILinePlot\"\n",
+       "                    }\n",
+       "                }\n",
+       "            });\n",
+       "                /* TRAPPY_PUBLISH_REMOVE_STOP */\n",
+       "                ilp_req([\"require\", \"ILinePlot\"], function() { /* TRAPPY_PUBLISH_REMOVE_LINE */\n",
+       "                ILinePlot.generate(fig_1f01fdec8fa347758094d7b73cb64817_data);\n",
+       "            }); /* TRAPPY_PUBLISH_REMOVE_LINE */\n",
+       "            </script>\n",
+       "        "
+      ],
+      "text/plain": [
+       "<IPython.core.display.HTML object>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "# Plot the accurate and the actual signals for the RQ\n",
+    "print 'UTIL ERROR'\n",
+    "trappy.ILinePlot(trace.ftrace,\n",
+    "                signals = [\n",
+    "                    'pelt_update:util_avg',\n",
+    "                    'pelt_update:acc_util_avg',\n",
+    "                ]).view()\n",
+    "\n",
+    "print 'LOAD ERROR'\n",
+    "trappy.ILinePlot(trace.ftrace,\n",
+    "                signals = [\n",
+    "                    'pelt_update:load_avg',\n",
+    "                    'pelt_update:acc_load_avg',\n",
+    "                ]).view()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "Data showing util/load errors on the RQ (cpu 1) when thread0 running\n",
+    "-------------------------------\n",
+    "Note that, as expected, the error exists only for cases where delta is < 1ms (now - last_update_time)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 31,
+   "metadata": {
+    "collapsed": false,
+    "scrolled": false
+   },
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "number of errors: 11\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "/home/joelaf/anaconda2/lib/python2.7/site-packages/ipykernel/__main__.py:3: UserWarning: Boolean Series key will be reindexed to match DataFrame index.\n",
+      "  app.launch_new_instance()\n",
+      "/home/joelaf/anaconda2/lib/python2.7/site-packages/ipykernel/__main__.py:8: FutureWarning: sort(columns=....) is deprecated, use sort_values(by=.....)\n"
+     ]
+    },
+    {
+     "data": {
+      "text/html": [
+       "<div>\n",
+       "<table border=\"1\" class=\"dataframe\">\n",
+       "  <thead>\n",
+       "    <tr style=\"text-align: right;\">\n",
+       "      <th></th>\n",
+       "      <th>__comm</th>\n",
+       "      <th>acc_load_avg</th>\n",
+       "      <th>util_avg</th>\n",
+       "      <th>acc_util_avg</th>\n",
+       "      <th>util_err</th>\n",
+       "      <th>delta_us</th>\n",
+       "      <th>load_sum</th>\n",
+       "      <th>sum_err</th>\n",
+       "      <th>load_avg</th>\n",
+       "      <th>load_err</th>\n",
+       "      <th>util_err_pc</th>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>Time</th>\n",
+       "      <th></th>\n",
+       "      <th></th>\n",
+       "      <th></th>\n",
+       "      <th></th>\n",
+       "      <th></th>\n",
+       "      <th></th>\n",
+       "      <th></th>\n",
+       "      <th></th>\n",
+       "      <th></th>\n",
+       "      <th></th>\n",
+       "      <th></th>\n",
+       "    </tr>\n",
+       "  </thead>\n",
+       "  <tbody>\n",
+       "    <tr>\n",
+       "      <th>6.986053</th>\n",
+       "      <td>thread0</td>\n",
+       "      <td>91</td>\n",
+       "      <td>76</td>\n",
+       "      <td>89</td>\n",
+       "      <td>13</td>\n",
+       "      <td>45</td>\n",
+       "      <td>4356860</td>\n",
+       "      <td>-46080</td>\n",
+       "      <td>76</td>\n",
+       "      <td>15</td>\n",
+       "      <td>17.105263</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>3.749162</th>\n",
+       "      <td>thread0</td>\n",
+       "      <td>88</td>\n",
+       "      <td>75</td>\n",
+       "      <td>87</td>\n",
+       "      <td>12</td>\n",
+       "      <td>519</td>\n",
+       "      <td>4219977</td>\n",
+       "      <td>-531456</td>\n",
+       "      <td>76</td>\n",
+       "      <td>12</td>\n",
+       "      <td>16.000000</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>3.749187</th>\n",
+       "      <td>thread0</td>\n",
+       "      <td>88</td>\n",
+       "      <td>75</td>\n",
+       "      <td>87</td>\n",
+       "      <td>12</td>\n",
+       "      <td>28</td>\n",
+       "      <td>4248649</td>\n",
+       "      <td>-28672</td>\n",
+       "      <td>76</td>\n",
+       "      <td>12</td>\n",
+       "      <td>16.000000</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>6.986014</th>\n",
+       "      <td>thread0</td>\n",
+       "      <td>90</td>\n",
+       "      <td>76</td>\n",
+       "      <td>88</td>\n",
+       "      <td>12</td>\n",
+       "      <td>590</td>\n",
+       "      <td>4310780</td>\n",
+       "      <td>-604160</td>\n",
+       "      <td>76</td>\n",
+       "      <td>14</td>\n",
+       "      <td>15.789474</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>4.355859</th>\n",
+       "      <td>thread0</td>\n",
+       "      <td>85</td>\n",
+       "      <td>73</td>\n",
+       "      <td>83</td>\n",
+       "      <td>10</td>\n",
+       "      <td>435</td>\n",
+       "      <td>4059408</td>\n",
+       "      <td>-445440</td>\n",
+       "      <td>74</td>\n",
+       "      <td>11</td>\n",
+       "      <td>13.698630</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>4.355883</th>\n",
+       "      <td>thread0</td>\n",
+       "      <td>85</td>\n",
+       "      <td>73</td>\n",
+       "      <td>83</td>\n",
+       "      <td>10</td>\n",
+       "      <td>27</td>\n",
+       "      <td>4087056</td>\n",
+       "      <td>-27648</td>\n",
+       "      <td>74</td>\n",
+       "      <td>11</td>\n",
+       "      <td>13.698630</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>6.075973</th>\n",
+       "      <td>thread0</td>\n",
+       "      <td>86</td>\n",
+       "      <td>75</td>\n",
+       "      <td>85</td>\n",
+       "      <td>10</td>\n",
+       "      <td>27</td>\n",
+       "      <td>4125064</td>\n",
+       "      <td>-27648</td>\n",
+       "      <td>75</td>\n",
+       "      <td>11</td>\n",
+       "      <td>13.333333</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>5.982620</th>\n",
+       "      <td>thread0</td>\n",
+       "      <td>227</td>\n",
+       "      <td>211</td>\n",
+       "      <td>225</td>\n",
+       "      <td>14</td>\n",
+       "      <td>684</td>\n",
+       "      <td>10844301</td>\n",
+       "      <td>-700416</td>\n",
+       "      <td>212</td>\n",
+       "      <td>15</td>\n",
+       "      <td>6.635071</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>0.736533</th>\n",
+       "      <td>thread0</td>\n",
+       "      <td>401</td>\n",
+       "      <td>380</td>\n",
+       "      <td>398</td>\n",
+       "      <td>18</td>\n",
+       "      <td>854</td>\n",
+       "      <td>19171804</td>\n",
+       "      <td>-874496</td>\n",
+       "      <td>383</td>\n",
+       "      <td>18</td>\n",
+       "      <td>4.736842</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>4.983089</th>\n",
+       "      <td>thread0</td>\n",
+       "      <td>398</td>\n",
+       "      <td>385</td>\n",
+       "      <td>396</td>\n",
+       "      <td>11</td>\n",
+       "      <td>545</td>\n",
+       "      <td>19047561</td>\n",
+       "      <td>-558080</td>\n",
+       "      <td>387</td>\n",
+       "      <td>11</td>\n",
+       "      <td>2.857143</td>\n",
+       "    </tr>\n",
+       "    <tr>\n",
+       "      <th>4.983090</th>\n",
+       "      <td>thread0</td>\n",
+       "      <td>398</td>\n",
+       "      <td>385</td>\n",
+       "      <td>396</td>\n",
+       "      <td>11</td>\n",
+       "      <td>1</td>\n",
+       "      <td>19047561</td>\n",
+       "      <td>0</td>\n",
+       "      <td>387</td>\n",
+       "      <td>11</td>\n",
+       "      <td>2.857143</td>\n",
+       "    </tr>\n",
+       "  </tbody>\n",
+       "</table>\n",
+       "</div>"
+      ],
+      "text/plain": [
+       "           __comm  acc_load_avg  util_avg  acc_util_avg  util_err  delta_us  \\\n",
+       "Time                                                                          \n",
+       "6.986053  thread0            91        76            89        13        45   \n",
+       "3.749162  thread0            88        75            87        12       519   \n",
+       "3.749187  thread0            88        75            87        12        28   \n",
+       "6.986014  thread0            90        76            88        12       590   \n",
+       "4.355859  thread0            85        73            83        10       435   \n",
+       "4.355883  thread0            85        73            83        10        27   \n",
+       "6.075973  thread0            86        75            85        10        27   \n",
+       "5.982620  thread0           227       211           225        14       684   \n",
+       "0.736533  thread0           401       380           398        18       854   \n",
+       "4.983089  thread0           398       385           396        11       545   \n",
+       "4.983090  thread0           398       385           396        11         1   \n",
+       "\n",
+       "          load_sum  sum_err  load_avg  load_err  util_err_pc  \n",
+       "Time                                                          \n",
+       "6.986053   4356860   -46080        76        15    17.105263  \n",
+       "3.749162   4219977  -531456        76        12    16.000000  \n",
+       "3.749187   4248649   -28672        76        12    16.000000  \n",
+       "6.986014   4310780  -604160        76        14    15.789474  \n",
+       "4.355859   4059408  -445440        74        11    13.698630  \n",
+       "4.355883   4087056   -27648        74        11    13.698630  \n",
+       "6.075973   4125064   -27648        75        11    13.333333  \n",
+       "5.982620  10844301  -700416       212        15     6.635071  \n",
+       "0.736533  19171804  -874496       383        18     4.736842  \n",
+       "4.983089  19047561  -558080       387        11     2.857143  \n",
+       "4.983090  19047561        0       387        11     2.857143  "
+      ]
+     },
+     "execution_count": 31,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "errpc_fn = (lambda row: (row['util_err'] * 100.0 / row['util_avg']))\n",
+    "\n",
+    "err_df = rq_df[(rq_df.util_err > 10) | (rq_df.load_err > 10)][rq_df['__comm'] == 'thread0']\n",
+    "err_df = err_df[['__comm',  'acc_load_avg', 'util_avg', 'acc_util_avg', \\\n",
+    "                 'util_err', 'delta_us', 'load_sum', 'sum_err', 'load_avg', 'load_err']]\n",
+    "\n",
+    "err_df['util_err_pc'] = err_df.apply(errpc_fn ,axis=1)\n",
+    "\n",
+    "err_df = err_df.sort(columns=['util_err_pc'], ascending=False)\n",
+    "print 'number of errors: ' + str(len(err_df))\n",
+    "\n",
+    "err_df.head(40)\n"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "# Summary of issues\n",
+    "\n",
+    "### * At 5.98s, there is a 6% error in util_avg 225 vs 211) - this causes a glitch and makes the signal less smooth\n",
+    "----\n",
+    "![glitch](pelt-signal-glitch-error-6pc.png)\n",
+    "\n",
+    "\n",
+    "### * At 3.06s, there is a 3% error in util_avg - causing lowered peak of util_avg (397 -> 387) with delta ~450us\n",
+    "![lower-peak](pelt-3percent-error.png)\n"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "<p style=\"page-break-after:always;\"></p>\n",
+    "# Histogram of Errors before and after fix\n",
+    "\n",
+    "## BEFORE: util_avg and load_avg occurences of errors"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 8,
+   "metadata": {
+    "collapsed": false,
+    "scrolled": false
+   },
+   "outputs": [
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "/home/joelaf/anaconda2/lib/python2.7/site-packages/ipykernel/__main__.py:1: UserWarning: Boolean Series key will be reindexed to match DataFrame index.\n",
+      "  if __name__ == '__main__':\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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PAABgBJQ/AACAEVD+AAAARkD5AwAAGAHlDwAAYASUPwAAgBFQ/gAAAEZA+QMA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\nBJQ/AACAEVD+AAAARkD5AwAAGIH/HxwhhzDVW9h+AAAAAElFTkSuQmCC\n",
+      "text/plain": [
+       "<matplotlib.figure.Figure at 0x7f31e572f0d0>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "df = rq_df[(rq_df.util_err > 0) | (rq_df.load_err > 0)][rq_df['__comm'] == 'thread0']\n",
+    "df = df[(df.util_err > 0) | (df.load_err > 0)]\n",
+    "df = df[['util_err', 'load_err']].plot(kind='hist', figsize=(15,7), bins=60, xlim=(0, 20), xticks=range(0,20), stacked=True, title = 'Occurence of errors > 10 counts', )"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## AFTER fix: util_avg and load_avg occurences of errors"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "![fixed](pelt-hist-fixed.png)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {
+    "collapsed": true
+   },
+   "outputs": [],
+   "source": []
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {
+    "collapsed": true
+   },
+   "outputs": [],
+   "source": []
+  }
+ ],
+ "metadata": {
+  "_draft": {
+   "nbviewer_url": "https://gist.github.com/ec38b4edb2da1ef21e2aa9b1d6c64f65"
+  },
+  "gist": {
+   "data": {
+    "description": "TraceAnalysis_TasksLatencies.ipynb",
+    "public": false
+   },
+   "id": "ec38b4edb2da1ef21e2aa9b1d6c64f65"
+  },
+  "hide_input": false,
+  "kernelspec": {
+   "display_name": "Python 2",
+   "language": "python",
+   "name": "python2"
+  },
+  "language_info": {
+   "codemirror_mode": {
+    "name": "ipython",
+    "version": 2
+   },
+   "file_extension": ".py",
+   "mimetype": "text/x-python",
+   "name": "python",
+   "nbconvert_exporter": "python",
+   "pygments_lexer": "ipython2",
+   "version": "2.7.13"
+  },
+  "toc": {
+   "colors": {
+    "hover_highlight": "#DAA520",
+    "running_highlight": "#FF0000",
+    "selected_highlight": "#FFD700"
+   },
+   "moveMenuLeft": true,
+   "nav_menu": {
+    "height": "296px",
+    "width": "252px"
+   },
+   "navigate_menu": true,
+   "number_sections": true,
+   "sideBar": true,
+   "threshold": 4,
+   "toc_cell": false,
+   "toc_number_sections": true,
+   "toc_section_display": "block",
+   "toc_threshold": 6,
+   "toc_window_display": false
+  }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 0
+}
diff --git a/ipynb/scratchpad/pelt-error/pelt-signal-glitch-error-6pc.png b/ipynb/scratchpad/pelt-error/pelt-signal-glitch-error-6pc.png
new file mode 100644
index 0000000..4562195
--- /dev/null
+++ b/ipynb/scratchpad/pelt-error/pelt-signal-glitch-error-6pc.png
diff --git a/ipynb/scratchpad/pelt-error/trace-fixed-pc.dat b/ipynb/scratchpad/pelt-error/trace-fixed-pc.dat
new file mode 100644
index 0000000..61b4f0a
--- /dev/null
+++ b/ipynb/scratchpad/pelt-error/trace-fixed-pc.dat
diff --git a/ipynb/scratchpad/pelt-error/trace-fixed.dat b/ipynb/scratchpad/pelt-error/trace-fixed.dat
new file mode 100644
index 0000000..f6d886d
--- /dev/null
+++ b/ipynb/scratchpad/pelt-error/trace-fixed.dat
diff --git a/ipynb/scratchpad/pelt-error/trace.dat b/ipynb/scratchpad/pelt-error/trace.dat
new file mode 100644
index 0000000..5aa9cbc
--- /dev/null
+++ b/ipynb/scratchpad/pelt-error/trace.dat
diff --git a/ipynb/tests/Frequency_Invariance_Test.ipynb b/ipynb/tests/Frequency_Invariance_Test.ipynb
index f142325..83af807 100644
--- a/ipynb/tests/Frequency_Invariance_Test.ipynb
+++ b/ipynb/tests/Frequency_Invariance_Test.ipynb
@@ -409,9 +409,6 @@
     "    print \"Experiment ran at frequency {}\".format(freq)\n",
     "    events = t.te.test_conf[\"ftrace\"][\"events\"]\n",
     "    \n",
-    "    # todo add get_trace method\n",
-    "    tasks = experiment.wload.tasks.keys()\n",
-    "    #trace = Trace(t.te.platform, experiment.out_dir, events, tasks)\n",
     "    print 'Trace plot:'\n",
     "    plot_trace(t.get_trace(experiment).ftrace)\n",
     "    \n",
diff --git a/ipynb/tutorial/00_LisaInANutshell.ipynb b/ipynb/tutorial/00_LisaInANutshell.ipynb
index 836b0ba..1907636 100644
--- a/ipynb/tutorial/00_LisaInANutshell.ipynb
+++ b/ipynb/tutorial/00_LisaInANutshell.ipynb
@@ -63,7 +63,11 @@
     "http://127.0.0.1:8888/\n",
     "\n",
     "While the tutorial notebooks are accessible starting from this link:<br>\n",
-    "http://127.0.0.1:8888/notebooks/tutorial/00_LisaInANutshell.ipynb\n"
+    "http://127.0.0.1:8888/notebooks/tutorial/00_LisaInANutshell.ipynb\n",
+    "\n",
+    "Note that the `lisa-ipython` command allows to specify also interface and port in case you have several network interfaces on your host:\n",
+    "\n",
+    "```lisa-ipython start [interface [port]]```\n"
    ]
   },
   {
@@ -167,7 +171,8 @@
     "    \n",
     "    # Target is localhost\n",
     "    \"platform\"    : 'linux',\n",
-    "    \"board\"       : \"juno\",\n",
+    "    # Board descriptions are described through json files in lisa/libs/utils/platforms/\n",
+    "    \"board\"       : \"juno\", \n",
     "    \n",
     "    # Login credentials\n",
     "    \"host\"        : \"192.168.0.1\",\n",
@@ -747,6 +752,9 @@
     "    loadref='LITTLE',\n",
     "    run_dir=target.working_directory\n",
     "    \n",
+    "    # Alternatively, it is possible to specify a json file for rt-app through:\n",
+    "    # kind = 'custom',\n",
+    "    # params = '/path/file.json',\n",
     ");"
    ]
   },
@@ -2200,7 +2208,7 @@
     "            \"cpu_frequency\",\n",
     "            \"cpu_capacity\",\n",
     "    ]\n",
-    "    trace = Trace(platform, test_dir, events, tasks=pa.tasks())\n",
+    "    trace = Trace(platform, test_dir, events)\n",
     "    \n",
     "    # Define time ranges for all the temporal plots\n",
     "    trace.setXTimeRange(t_min, t_max)\n",
@@ -2210,7 +2218,7 @@
     "        pa.plotPerf(task)\n",
     "    \n",
     "    # Tasks plots\n",
-    "    trace.analysis.tasks.plotTasks()\n",
+    "    trace.analysis.tasks.plotTasks(pa.tasks())\n",
     "\n",
     "    # Cluster and CPUs plots\n",
     "    trace.analysis.frequency.plotClusterFrequencies()"
@@ -2308,7 +2316,7 @@
    "name": "python",
    "nbconvert_exporter": "python",
    "pygments_lexer": "ipython2",
-   "version": "2.7.9"
+   "version": "2.7.13"
   },
   "toc": {
    "toc_cell": false,
diff --git a/ipynb/tutorial/05_TrappyUsage.ipynb b/ipynb/tutorial/05_TrappyUsage.ipynb
index 27ed4d6..fc82f16 100644
--- a/ipynb/tutorial/05_TrappyUsage.ipynb
+++ b/ipynb/tutorial/05_TrappyUsage.ipynb
@@ -4804,7 +4804,7 @@
    "name": "python",
    "nbconvert_exporter": "python",
    "pygments_lexer": "ipython2",
-   "version": "2.7.9"
+   "version": "2.7.13"
   }
  },
  "nbformat": 4,
diff --git a/ipynb/tutorial/UseCaseExamples_SchedTuneAnalysis.ipynb b/ipynb/tutorial/UseCaseExamples_SchedTuneAnalysis.ipynb
index a11e663..6e8658f 100644
--- a/ipynb/tutorial/UseCaseExamples_SchedTuneAnalysis.ipynb
+++ b/ipynb/tutorial/UseCaseExamples_SchedTuneAnalysis.ipynb
@@ -1098,7 +1098,6 @@
     "               \"cpu_frequency\",\n",
     "               \"cpu_capacity\",\n",
     "              ],\n",
-    "              tasks=['task_ramp'],\n",
     "              plots_prefix='boost15_'\n",
     "             )"
    ]
@@ -1142,6 +1141,7 @@
    ],
    "source": [
     "trace.analysis.tasks.plotTasks(\n",
+    "    tasks=['task_ramp'],\n",
     "    signals=['util_avg', 'boosted_util', 'sched_overutilized', 'residencies'],\n",
     ")"
    ]
diff --git a/libs/devlib b/libs/devlib
-Subproject 2e106c9f70b626acea9c879abb891e2d32769c2
+Subproject dc453ad8916cfb914c9dafaad8b0b440d3a4b44
diff --git a/libs/trappy b/libs/trappy
-Subproject 5a8aec8eb8f5b6c950587dc1c4c0eddb85cdd7c
+Subproject 101592273c8bdf29d95d321a86189666d88a9dd
diff --git a/libs/utils/analysis/binder_transaction_analysis.py b/libs/utils/analysis/binder_transaction_analysis.py
new file mode 100644
index 0000000..82a0f5f
--- /dev/null
+++ b/libs/utils/analysis/binder_transaction_analysis.py
@@ -0,0 +1,145 @@
+# SPDX-License-Identifier: Apache-2.0
+#
+# Copyright (C) 2017, ARM Limited, Google, and contributors.
+#
+# Licensed under the Apache License, Version 2.0 (the "License"); you may
+# not use this file except in compliance with the License.
+# You may obtain a copy of the License at
+#
+# http://www.apache.org/licenses/LICENSE-2.0
+#
+# Unless required by applicable law or agreed to in writing, software
+# distributed under the License is distributed on an "AS IS" BASIS, WITHOUT
+# WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
+# See the License for the specific language governing permissions and
+# limitations under the License.
+#
+from trace import Trace
+import pandas as pd
+import matplotlib.pyplot as plt
+from analysis_module import AnalysisModule
+
+from devlib.utils.misc import memoized
+
+class BinderTransactionAnalysis(AnalysisModule):
+    """
+    An analysis wrapper for visualizing binder transactions.
+
+    This class is currently used to plot transaction buffer
+    sizes and queuing delays.
+    """
+    to_micro_second = 1000000
+
+    def __init__(self, trace):
+        """
+        Initialized by the directory that contains systrace output
+
+        :param trace: input Trace object
+        :type trace: :mod:`libs.utils.Trace`
+        """
+        super(BinderTransactionAnalysis, self).__init__(trace)
+
+    @memoized
+    def _dfg_alloc_df(self):
+        """
+        Get a dataframe that captures the time spent in a transaction
+        allocation and the size of the buffer allocated sorted by time.
+
+        Transaction and transaction_alloc_buf dataframes are joined
+        on transaction(debug_id)
+
+        Example of df returned:
+        transaction (debug_id) | pid | delta_t | size
+        """
+        df_start = self._dfg_trace_event("binder_transaction")
+        df_start["start_time"] = df_start.index
+        df_end = self._dfg_trace_event("binder_transaction_alloc_buf")
+        df_end["end_time"] = df_end.index
+        df = pd.merge(df_start, df_end, on="transaction")
+        df = df[["transaction", "__comm_x", "__pid_x",
+                 "start_time", "end_time",
+                 "data_size", "offsets_size"]]
+        df["delta_t"] = (df["end_time"] - df["start_time"]) \
+                        * BinderTransactionAnalysis.to_micro_second
+        df["size"] = df["data_size"] - df["offsets_size"]
+        df = df.loc[df["__comm_x"] == "binderThroughpu"] \
+             [["transaction", "__pid_x", "delta_t", "size"]].sort("delta_t")
+        return df
+
+    @memoized
+    def _dfg_queue_df(self):
+        """
+        Get a dataframe that captures start time, end time,
+        and the delta between when a transaction is issued and
+        when it is received by the target.
+
+        Transaction and transaction_received dataframes are joined
+        on transaction(debug_id)
+
+        Example df:
+        transaction (debug_id) | name | start | end | delta
+        """
+        df_send = self._dfg_trace_event("binder_transaction")
+        df_send["start_time"] = df_send.index
+
+        df_recv = self._dfg_trace_event("binder_transaction_received")
+        df_recv["end_time"] = df_recv.index
+
+        df = pd.merge(df_send, df_recv, on="transaction")
+        df = df[["transaction", "__comm_x", "start_time", "end_time"]]
+        df["delta_t"] = (df["end_time"] - df["start_time"]) \
+                        * BinderTransactionAnalysis.to_micro_second
+        return df
+
+    def plot_samples(self, df, y_axis, xlabel, ylabel,
+                     ymin=0, ymax=None, x_axis="index"):
+        """
+        Generate a plot that features the distribution of y_axis column
+        in the given dataframe. x_axis represents the sample points.
+
+        :param y_axis: column name of the dataframe we want to plot
+        :type y_axis: str
+
+        :param xlabel: label that appears on the plot's x-axis
+        :type xlabel: str
+
+        :param ylabel: label that appears on the plot's y-axis
+        :type ylabel: str
+        """
+        df_sorted = df.sort_values(by=y_axis, ascending=True)
+        df_sorted[x_axis] = range(len(df_sorted.index))
+        df_sorted.plot(kind="scatter", x=x_axis, y=y_axis)
+        ax = plt.gca()
+        ax.set_xlabel(xlabel)
+        ax.set_ylabel(ylabel)
+        ax.set_ylim(ymin=ymin)
+        if ymax:
+            ax.set_ylim(ymax=ymax)
+        plt.show()
+
+    def plot_tasks(self, df, threshold, x_axis, y_axis, xlabel, ylabel):
+        """
+        Generate a plot that features the tasks whose y_axis column
+        in the dataframe is above a certain threshold.
+
+        :param x_axis: column name of the dataframe we want to group
+        together and use as the x-axis index in the plot
+        :type x_axis: str
+
+        :param y_axis: column name of the dataframe we want to plot
+        :type y_axis: str
+
+        :param xlabel: label that appears on the plot's x-axis
+        :type xlabel: str
+
+        :param ylabel: label that appears on the plot's y-axis
+        :type ylabel: str
+        """
+        df_sorted = df.sort_values(by=y_axis, ascending=False)
+        df_top = df_sorted[df_sorted[y_axis] > threshold]\
+                 .groupby(x_axis).head(1)
+        df_top.plot(kind="bar", y=y_axis, x=x_axis)
+        ax = plt.gca()
+        ax.set_xlabel(xlabel)
+        ax.set_ylabel(ylabel)
+        plt.show()
diff --git a/libs/utils/analysis/cpus_analysis.py b/libs/utils/analysis/cpus_analysis.py
index bb4a1f0..416be84 100644
--- a/libs/utils/analysis/cpus_analysis.py
+++ b/libs/utils/analysis/cpus_analysis.py
@@ -21,8 +21,6 @@ import matplotlib.pyplot as plt
 import pylab as pl
 import pandas as pd
 
-from trappy.utils import listify
-
 from analysis_module import AnalysisModule
 
 
@@ -63,6 +61,32 @@ class CpusAnalysis(AnalysisModule):
         ctx_sw_df.index.name = 'cpu'
         return ctx_sw_df
 
+    def _dfg_cpu_wakeups(self, cpus=None):
+        """"
+        Get a DataFrame showing when a CPU was woken from idle
+
+        :param cpus: List of CPUs to find wakeups for. If None, all CPUs.
+        :type cpus: list(int) or None
+
+        :returns: :mod:`pandas.DataFrame` with one column ``cpu``, where each
+                  row shows a time when the given ``cpu`` was woken up from
+                  idle.
+        """
+        if not self._trace.hasEvents('cpu_idle'):
+            self._log.warning('Events [cpu_idle] not found, cannot '
+                              'get CPU wakeup events.')
+            return None
+
+        cpus = cpus or range(self._trace.platform['cpus_count'])
+
+        sr = pd.Series()
+        for cpu in cpus:
+            cpu_sr = self._trace.getCPUActiveSignal(cpu)
+            cpu_sr = cpu_sr[cpu_sr == 1]
+            cpu_sr = cpu_sr.replace(1, cpu)
+            sr = sr.append(cpu_sr)
+
+        return pd.DataFrame({'cpu': sr}).sort_index()
 
 ###############################################################################
 # Plotting Methods
@@ -82,17 +106,15 @@ class CpusAnalysis(AnalysisModule):
 
         # Filter on specified cpus
         if cpus is None:
-            cpus = sorted(self._platform['clusters']['little'] +
-                          self._platform['clusters']['big'])
-        cpus = listify(cpus)
+            cpus = sorted(self._big_cpus + self._little_cpus)
 
         # Plot: big CPUs
-        bcpus = set(cpus) & set(self._platform['clusters']['big'])
+        bcpus = set(cpus).intersection(self._big_cpus)
         if bcpus:
             self._plotCPU(bcpus, "big")
 
         # Plot: LITTLE CPUs
-        lcpus = set(cpus) & set(self._platform['clusters']['little'])
+        lcpus = set(cpus).intersection(self._little_cpus)
         if lcpus:
             self._plotCPU(lcpus, "LITTLE")
 
diff --git a/libs/utils/analysis/frequency_analysis.py b/libs/utils/analysis/frequency_analysis.py
index e9fce89..d14a194 100644
--- a/libs/utils/analysis/frequency_analysis.py
+++ b/libs/utils/analysis/frequency_analysis.py
@@ -29,6 +29,7 @@ from analysis_module import AnalysisModule
 from trace import ResidencyTime, ResidencyData
 from bart.common.Utils import area_under_curve
 
+import numpy as np
 
 class FrequencyAnalysis(AnalysisModule):
     """
@@ -115,6 +116,126 @@ class FrequencyAnalysis(AnalysisModule):
 # Plotting Methods
 ###############################################################################
 
+    def plotPeripheralClock(self, title='Peripheral Frequency', clk='unknown'):
+        """
+        Produce graph plotting the frequency of a particular peripheral clock
+
+        :param title: The title for the chart
+        :type  title: str
+
+        :param clk: The clk name to chart
+        :type  clk: str
+
+        :raises: KeyError
+        """
+        if not self._trace.hasEvents('clock_set_rate'):
+            self._log.warning('Events [clock_set_rate] not found, plot DISABLED!')
+            return
+        rate_df = self._dfg_trace_event('clock_set_rate')
+        enable_df = self._dfg_trace_event('clock_enable')
+        disable_df = self._dfg_trace_event('clock_disable')
+        pd.options.mode.chained_assignment = None
+
+        rate_df = rate_df[rate_df.clk_name == clk]
+        rate_df['clock_setting'] = rate_df['rate']/1e6
+        rate_df['state'] = -1
+
+        pd.set_option('display.expand_frame_repr', False)
+
+        if not enable_df.empty:
+          enable_df = enable_df[enable_df.clk_name == clk]
+          enable_df['clock_setting'] = 1;
+        if not disable_df.empty:
+          disable_df = disable_df[disable_df.clk_name == clk]
+          disable_df['clock_setting'] = 0;
+
+        freq = pd.concat([rate_df, enable_df, disable_df])
+        freq.sort_index(inplace=True)
+
+        if freq.empty:
+            self._log.warning('No events for clock ' + clk + ' found in trace')
+            return
+
+        last = freq.tail(n=1)
+        last.index = { self._trace.x_max }
+        freq = pd.concat([freq, last])
+        freq['timestamp'] = freq.index
+        freq['frequency'] = 0;
+
+        max_freq = 0
+        last_state = 1
+        last_freq = rate_df.iloc[0]['clock_setting']
+        for index, row in freq.iterrows():
+            if row.state == -1 :
+                last_freq = row.clock_setting
+                if max_freq < last_freq: max_freq = last_freq
+                if last_state == 0:
+                    freq.loc[index, 'frequency'] = 0
+                else:
+                    freq.loc[index, 'frequency'] = last_freq
+
+            if row.state == 1:
+                freq.loc[index, 'frequency'] = last_freq
+                last_state = row.state
+
+            if row.state == 0:
+                freq.loc[index, 'frequency'] = 0
+                last_state = row.state
+
+        gs = gridspec.GridSpec(5,1)
+        freq_axis = plt.subplot(gs[:4, 0])
+        state_axis = plt.subplot(gs[4:, 0])
+        plt.suptitle(title, y=.97, fontsize=16, horizontalalignment='center')
+
+        gs.update(hspace=1.7)
+
+        #plot frequency information
+        freq_axis.set_title("Clock frequency for " + clk)
+        freq_axis.set_ylim(0, max_freq * 1.1)
+        if len(freq) > 0:
+            freq['frequency'].plot(style=['b-'], ax=freq_axis, drawstyle='steps-post', alpha=0.4)
+        else:
+            self._log.warning('NO frequency events to plot')
+
+        freq_axis.set_xlim(self._trace.x_min, self._trace.x_max)
+        freq_axis.set_ylabel('MHz')
+        freq_axis.set_xlabel('')
+        freq_axis.grid(True)
+
+        #figure out when clocks are on and off
+        onoff = freq.loc[freq.state != -1, :]
+        first_onoff = self._trace.x_max
+        if len(onoff):
+            #edge detect when the state changes
+            onoff['statechange'] = onoff['state'].diff()
+            onoff = onoff[onoff.statechange != 0]
+
+            #compute delta as the time period between state changes
+            onoff['delta'] = (onoff['timestamp'] - onoff['timestamp'].shift()).fillna(0).shift(-1)
+            onoff.iloc[-1, onoff.columns.get_loc('delta')] = self._trace.x_max - onoff.iloc[-1].timestamp
+
+            #plot state on as green and off as red
+            enable_events = onoff[onoff.state == 1]
+            disable_events = onoff[onoff.state == 0]
+            state_axis.hlines([0] * len(enable_events),
+                          enable_events['timestamp'], enable_events['timestamp'] + enable_events['delta'],
+                          linewidth = 10.0, label='clock on', color='green')
+            state_axis.hlines([0] * len(disable_events),
+                          disable_events['timestamp'], disable_events['timestamp'] + disable_events['delta'],
+                          linewidth = 10.0, label='clock off', color='red')
+            first_onoff = onoff.iloc[0].timestamp
+
+        #plot time period that the clock state was unknown from the trace
+        state_axis.hlines(0, 0, first_onoff, linewidth = 1.0, label='indeterminate clock state', linestyle='--')
+        state_axis.set_yticks([])
+        state_axis.set_xlabel('seconds')
+        state_axis.set_xlim(self._trace.x_min, self._trace.x_max)
+        state_axis.legend(bbox_to_anchor=(0., 1.02, 1., 0.102), loc=3, ncol=3, mode='expand')
+
+        figname = '{}/{}{}.png'\
+                  .format(self._trace.plots_dir, self._trace.plots_prefix, clk)
+        pl.savefig(figname, bbox_inches='tight')
+
     def plotClusterFrequencies(self, title='Clusters Frequencies'):
         """
         Plot frequency trend for all clusters. If sched_overutilized events are
@@ -133,13 +254,13 @@ class FrequencyAnalysis(AnalysisModule):
 
         # Extract LITTLE and big clusters frequencies
         # and scale them to [MHz]
-        if len(self._platform['clusters']['little']):
-            lfreq = df[df.cpu == self._platform['clusters']['little'][-1]]
+        if self._little_cpus:
+            lfreq = df[df.cpu == self._little_cpus[-1]]
             lfreq['frequency'] = lfreq['frequency']/1e3
         else:
             lfreq = []
-        if len(self._platform['clusters']['big']):
-            bfreq = df[df.cpu == self._platform['clusters']['big'][-1]]
+        if self._big_cpus:
+            bfreq = df[df.cpu == self._big_cpus[-1]]
             bfreq['frequency'] = bfreq['frequency']/1e3
         else:
             bfreq = []
@@ -263,7 +384,7 @@ class FrequencyAnalysis(AnalysisModule):
             avg_freq = 0
             if len(_df) > 1:
                 timespan = _df.index[-1] - _df.index[0]
-                avg_freq = area_under_curve(_df['frequency']) / timespan
+                avg_freq = area_under_curve(_df['frequency'], method='rect') / timespan
 
             # Store DF for plotting
             freq[cpu_id] = {
@@ -296,14 +417,17 @@ class FrequencyAnalysis(AnalysisModule):
             axes.axhline(_avg, color='r', linestyle='--', linewidth=2)
 
             # Set plot limit based on CPU min/max frequencies
-            for cluster,cpus in self._platform['clusters'].iteritems():
-                if cpu_id not in cpus:
-                    continue
-                axes.set_ylim(
-                        (self._platform['freqs'][cluster][0] - 100000)/1e3,
-                        (self._platform['freqs'][cluster][-1] + 100000)/1e3
-                )
-                break
+            if 'clusters' in self._platform:
+                for cluster,cpus in self._platform['clusters'].iteritems():
+                    if cpu_id not in cpus:
+                        continue
+                    freqs = self._platform['freqs'][cluster]
+                    break
+            else:
+                freqs = df['frequency'].unique()
+
+            axes.set_ylim((min(freqs) - 100000) / 1e3,
+                          (max(freqs) + 100000) / 1e3)
 
             # Plot CPU frequency transitions
             _df['frequency'].plot(style=['r-'], ax=axes,
@@ -367,9 +491,8 @@ class FrequencyAnalysis(AnalysisModule):
 
         # Split between big and LITTLE CPUs ordered from higher to lower ID
         _cpus.reverse()
-        big_cpus = [c for c in _cpus if c in self._platform['clusters']['big']]
-        little_cpus = [c for c in _cpus if c in
-                       self._platform['clusters']['little']]
+        big_cpus = [c for c in _cpus if c in self._big_cpus]
+        little_cpus = [c for c in _cpus if c in self._little_cpus]
         _cpus = big_cpus + little_cpus
 
         # Precompute active and total time for each CPU
@@ -413,6 +536,9 @@ class FrequencyAnalysis(AnalysisModule):
         if not self._trace.hasEvents('cpu_idle'):
             self._log.warning('Events [cpu_idle] not found, plot DISABLED!')
             return
+        if 'clusters' not in self._platform:
+            self._log.warning('No platform cluster info. Plot DISABLED!')
+            return
 
         # Assumption: all CPUs in a cluster run at the same frequency, i.e. the
         # frequency is scaled per-cluster not per-CPU. Hence, we can limit the
diff --git a/libs/utils/analysis/idle_analysis.py b/libs/utils/analysis/idle_analysis.py
index 3f3d660..0076364 100644
--- a/libs/utils/analysis/idle_analysis.py
+++ b/libs/utils/analysis/idle_analysis.py
@@ -191,9 +191,8 @@ class IdleAnalysis(AnalysisModule):
 
         # Split between big and LITTLE CPUs ordered from higher to lower ID
         _cpus.reverse()
-        big_cpus = [c for c in _cpus if c in self._platform['clusters']['big']]
-        little_cpus = [c for c in _cpus if c in
-                       self._platform['clusters']['little']]
+        big_cpus = [c for c in _cpus if c in self._big_cpus]
+        little_cpus = [c for c in _cpus if c in self._little_cpus]
         _cpus = big_cpus + little_cpus
 
         residencies = []
@@ -222,6 +221,9 @@ class IdleAnalysis(AnalysisModule):
         if not self._trace.hasEvents('cpu_idle'):
             self._log.warning('Events [cpu_idle] not found, plot DISABLED!')
             return
+        if 'clusters' not in self._platform:
+            self._log.warning('No platform cluster info. Plot DISABLED!')
+            return
 
         # Sanitize clusters
         if clusters is None:
diff --git a/libs/utils/analysis/irq_analysis.py b/libs/utils/analysis/irq_analysis.py
new file mode 100644
index 0000000..64ea383
--- /dev/null
+++ b/libs/utils/analysis/irq_analysis.py
@@ -0,0 +1,86 @@
+# SPDX-License-Identifier: Apache-2.0
+#
+# Copyright (C) 2017, Google, ARM Limited and contributors.
+#
+# Licensed under the Apache License, Version 2.0 (the "License"); you may
+# not use this file except in compliance with the License.
+# You may obtain a copy of the License at
+#
+# http://www.apache.org/licenses/LICENSE-2.0
+#
+# Unless required by applicable law or agreed to in writing, software
+# distributed under the License is distributed on an "AS IS" BASIS, WITHOUT
+# WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
+# See the License for the specific language governing permissions and
+# limitations under the License.
+#
+
+""" IRQ Analysis Module"""
+from analysis_module import AnalysisModule
+import matplotlib.pyplot as plt
+import pylab as pl
+import pandas as pd
+import math
+
+class IRQAnalysis(AnalysisModule):
+    """
+    Support for plotting IRQ Analysis data
+
+    :param trace: input Trace object
+    :type trace: :mod:`libs.utils.Trace`
+    """
+    def __init__(self, trace):
+        super(IRQAnalysis, self).__init__(trace)
+
+    def plotIRQHistogram(self, title="Histogram of IRQ events", irq=None, bin_size_s=0.25):
+        """
+        plot a histogram of irq events.
+        :param title: title to afix to the plot
+        :type  title: str
+
+        :param name: the irq name or number to plot
+        :type  name: str or int
+
+        :param bin_size_s: the size of the bins for the histogram in seconds
+        :type  bin_size_s: float
+        """
+        df = self._dfg_trace_event('irq_handler_entry')
+
+        if len(df) == 0:
+            self._log.warning('no irq events to plot')
+            return
+
+        if type(irq) is int:
+            irqs = df[df.irq == irq]
+        elif type(irq) is str:
+            irqs = df[df.name == irq]
+        else:
+            raise TypeError('must give an irq number or name to plot')
+
+        pd.options.mode.chained_assignment = None
+        irqs['timestamp'] = irqs.index
+
+        fig, axes = plt.subplots()
+        plt.suptitle(title, y=.97, fontsize=16, horizontalalignment='center')
+
+        if len(irqs) > 0:
+            name = irqs.iloc[0]["name"]
+            irq_number = irqs.iloc[0]["irq"]
+
+            bin_range = pl.frange(self._trace.x_min, self._trace.x_max, bin_size_s)
+            irqs.hist(ax=axes, column='timestamp', bins=bin_range,
+                      grid=True, facecolor='green', alpha=0.5, edgecolor="b",
+                      range=(self._trace.x_min, self._trace.x_max))
+        else:
+            self._log.warning('no irq events to plot')
+            return
+
+        axes.set_title("irq_name = " + str(name) + ", bin size (s) " + str(bin_size_s))
+        axes.set_xlim(self._trace.x_min, self._trace.x_max)
+        axes.set_ylabel('number of IRQs')
+        axes.set_xlabel('seconds')
+        axes.grid(True)
+
+        figname = '{}/{}{}.png'\
+            .format(self._trace.plots_dir, self._trace.plots_prefix, "irq_" + str(irq_number) + "_" + str(name))
+        pl.savefig(figname, bbox_inches='tight')
diff --git a/libs/utils/analysis/residency_analysis.py b/libs/utils/analysis/residency_analysis.py
index 797e2f4..7cfed3d 100644
--- a/libs/utils/analysis/residency_analysis.py
+++ b/libs/utils/analysis/residency_analysis.py
@@ -20,6 +20,8 @@
 import matplotlib.gridspec as gridspec
 import matplotlib.pyplot as plt
 from matplotlib import font_manager as fm
+from matplotlib import __version__ as matplotlib_version
+from packaging import version
 import pandas as pd
 import pylab as pl
 import operator
@@ -214,6 +216,17 @@ class ResidencyAnalysis(AnalysisModule):
         controller: name of the controller
         idle: Consider idle time?
         """
+        required_version = '1.4'
+        if version.parse(matplotlib_version) >= version.parse(required_version):
+            plt.style.use('ggplot')
+        else:
+            logging.info("matplotlib version ({}) is too old to support ggplot. Upgrade to version {}"\
+                         .format(matplotlib_version, required_version))
+
+        suffix = 'with_idle' if idle else 'without_idle'
+        figname = '{}/residency_for_{}_{}_{}.png'\
+            .format(self._trace.plots_dir, cgroup, controller, suffix)
+
         df = self._dfg_cpu_residencies_cgroup(controller)
 	# Plot per-CPU break down for a single CGroup (Single pie plot)
         if cgroup != 'all':
@@ -221,7 +234,6 @@ class ResidencyAnalysis(AnalysisModule):
             df = df.drop('total', 1)
             df = df.apply(lambda x: x*10)
 
-            plt.style.use('ggplot')
             colors = plt.rcParams['axes.color_cycle']
             fig, axes = plt.subplots(nrows=1, ncols=1, figsize=(8,8))
             patches, texts, autotexts = axes.pie(df.loc[cgroup], labels=df.columns, autopct='%.2f', colors=colors)
@@ -233,7 +245,7 @@ class ResidencyAnalysis(AnalysisModule):
             plt.setp(autotexts, fontproperties=proptease)
             plt.setp(texts, fontproperties=proptease)
 
-            plt.show()
+            pl.savefig(figname, bbox_inches='tight')
             return
 
 	# Otherwise, Plot per-CGroup of a Controller down for each CPU
@@ -241,7 +253,6 @@ class ResidencyAnalysis(AnalysisModule):
             df = df[pd.isnull(df.index) != True]
         # Bug in matplot lib causes plotting issues when residency is < 1
         df = df.apply(lambda x: x*10)
-        plt.style.use('ggplot')
         colors = plt.rcParams['axes.color_cycle']
         fig, axes = plt.subplots(nrows=5, ncols=2, figsize=(12,30))
 
@@ -250,7 +261,7 @@ class ResidencyAnalysis(AnalysisModule):
             ax.set(ylabel='', title=col, aspect='equal')
 
         axes[0, 0].legend(bbox_to_anchor=(0, 0.5))
-        plt.show()
+        pl.savefig(figname, bbox_inches='tight')
 
 
 
diff --git a/libs/utils/analysis/tasks_analysis.py b/libs/utils/analysis/tasks_analysis.py
index 7fc749b..42beae6 100644
--- a/libs/utils/analysis/tasks_analysis.py
+++ b/libs/utils/analysis/tasks_analysis.py
@@ -94,7 +94,7 @@ class TasksAnalysis(AnalysisModule):
 
         # Add task name column
         big_tasks_stats['comm'] = big_tasks_stats.index.map(
-            lambda pid: ', '.join(self._trace.getTaskByPid(pid)))
+            lambda pid: self._trace.getTaskByPid(pid))
 
         # Filter columns of interest
         big_tasks_stats = big_tasks_stats[['count', 'comm']]
@@ -132,7 +132,7 @@ class TasksAnalysis(AnalysisModule):
 
         # Add task name column
         wkp_tasks_stats['comm'] = wkp_tasks_stats.index.map(
-            lambda pid: ', '.join(self._trace.getTaskByPid(pid)))
+            lambda pid: self._trace.getTaskByPid(pid))
 
         # Filter columns of interest
         wkp_tasks_stats = wkp_tasks_stats[['count', 'comm']]
@@ -178,7 +178,7 @@ class TasksAnalysis(AnalysisModule):
 
         # Add task name column
         rt_tasks['comm'] = rt_tasks.index.map(
-            lambda pid: ', '.join(self._trace.getTaskByPid(pid)))
+            lambda pid: self._trace.getTaskByPid(pid))
 
         return rt_tasks
 
@@ -187,7 +187,7 @@ class TasksAnalysis(AnalysisModule):
 # Plotting Methods
 ###############################################################################
 
-    def plotTasks(self, tasks=None, signals=None):
+    def plotTasks(self, tasks, signals=None):
         """
         Generate a common set of useful plots for each of the specified tasks
 
@@ -215,8 +215,6 @@ class TasksAnalysis(AnalysisModule):
         :param tasks: the list of task names and/or PIDs to plot.
                       Numerical PIDs and string task names can be mixed
                       in the same list.
-                      default: all tasks defined in Trace
-                      creation time are plotted
         :type tasks: list(str) or list(int)
 
         :param signals: list of signals (and thus plots) to generate
@@ -244,8 +242,6 @@ class TasksAnalysis(AnalysisModule):
 
         if tasks:
             tasks_to_plot = listify(tasks)
-        elif self._tasks:
-            tasks_to_plot = sorted(self._tasks)
         else:
             raise ValueError('No tasks to plot specified')
 
@@ -287,11 +283,7 @@ class TasksAnalysis(AnalysisModule):
             savefig = False
 
             task_name = self._trace.getTaskByPid(tid)
-            if len(task_name) == 1:
-                task_name = task_name[0]
-                self._log.info('Plotting %5d: %s...', tid, task_name)
-            else:
-                self._log.info('Plotting %5d: %s...', tid, ', '.join(task_name))
+            self._log.info('Plotting [%d:%s]...', tid, task_name)
             plot_id = 0
 
             # For each task create a figure with plots_count plots
@@ -396,8 +388,7 @@ class TasksAnalysis(AnalysisModule):
         for pid, group in big_frequent_tasks_events.groupby('pid'):
 
             # # Build task names (there could be multiple, during the task lifetime)
-            task_name = 'PID: {} | {}'.format(
-                pid, ' | '.join(self._trace.getTaskByPid(pid)))
+            task_name = 'Task [%d:%s]'.format(pid, self._trace.getTaskByPid(pid))
 
             # Plot title
             if big_frequent_tasks_count == 1:
@@ -459,14 +450,10 @@ class TasksAnalysis(AnalysisModule):
 
             # Get per cluster wakeup events
             df = self._dfg_trace_event('sched_wakeup_new')
-            big_frequent = (
-                    (df.target_cpu.isin(self._big_cpus))
-                    )
+            big_frequent = df.target_cpu.isin(self._big_cpus)
             ntbc = df[big_frequent]
             ntbc_count = len(ntbc)
-            little_frequent = (
-                    (df.target_cpu.isin(self._little_cpus))
-                    )
+            little_frequent = df.target_cpu.isin(self._little_cpus)
             ntlc = df[little_frequent];
             ntlc_count = len(ntlc)
 
@@ -576,14 +563,11 @@ class TasksAnalysis(AnalysisModule):
         # Add column of expected cluster depending on:
         # a) task utilization value
         # b) capacity of the selected cluster
-        bu_bc = ( \
-                (df['util_avg'] > self._little_cap) & \
-                (df['cpu'].isin(self._big_cpus))
-            )
-        su_lc = ( \
-                (df['util_avg'] <= self._little_cap) & \
-                (df['cpu'].isin(self._little_cpus))
-            )
+        bu_bc = ((df['util_avg'] > self._little_cap) &
+                 (df['cpu'].isin(self._big_cpus)))
+        su_lc = ((df['util_avg'] <= self._little_cap) &
+                 (df['cpu'].isin(self._little_cpus)))
+
         # The Cluster CAPacity Matches the UTILization (ccap_mutil) iff:
         # - tasks with util_avg  > little_cap are running on a BIG cpu
         # - tasks with util_avg <= little_cap are running on a LITTLe cpu
@@ -708,16 +692,19 @@ class TasksAnalysis(AnalysisModule):
         :type is_last: bool
         """
         util_df = self._dfg_trace_event('sched_load_avg_task')
-        data = util_df[util_df.pid == tid][['cluster', 'cpu']]
-        for ccolor, clabel in zip('gr', ['LITTLE', 'big']):
-            cdata = data[data.cluster == clabel]
-            if len(cdata) > 0:
-                cdata.plot(ax=axes, style=[ccolor+'+'], legend=False)
+
+        if 'cluster' in util_df:
+            data = util_df[util_df.pid == tid][['cluster', 'cpu']]
+            for ccolor, clabel in zip('gr', ['LITTLE', 'big']):
+                cdata = data[data.cluster == clabel]
+                if len(cdata) > 0:
+                    cdata.plot(ax=axes, style=[ccolor+'+'], legend=False)
+
         # Y Axis - placeholders for legend, acutal CPUs. topmost empty lane
         cpus = [str(n) for n in range(self._platform['cpus_count'])]
         ylabels = [''] + cpus
         axes.set_yticklabels(ylabels)
-        axes.set_ylim(-1, self._platform['cpus_count'])
+        axes.set_ylim(-1, len(cpus))
         axes.set_ylabel('CPUs')
         # X Axis
         axes.set_xlim(self._trace.x_min, self._trace.x_max)
diff --git a/libs/utils/analysis_module.py b/libs/utils/analysis_module.py
index 8544b13..87a02e9 100644
--- a/libs/utils/analysis_module.py
+++ b/libs/utils/analysis_module.py
@@ -34,7 +34,6 @@ class AnalysisModule(object):
 
         self._trace = trace
         self._platform = trace.platform
-        self._tasks = trace.tasks
         self._data_dir = trace.data_dir
 
         self._dfg_trace_event = trace._dfg_trace_event
@@ -48,26 +47,12 @@ class AnalysisModule(object):
         # By default assume SMP system
         self._big_cap = 1024
         self._little_cap = 1024
-        nrg_model = self._platform.get('nrg_model', None)
-        if nrg_model:
-            try:
-                self._big_cap = nrg_model['big']['cpu']['cap_max']
-                self._little_cap = nrg_model['little']['cpu']['cap_max']
-            except TypeError:
-                self._log.debug('Failed parsing EM from platform data')
-        else:
-            self._log.debug('Platform data without Energy Model info')
-
-        # By default assume SMP system
-        self._big_cpus = []
+        self._big_cpus = range(self._platform['cpus_count'])
         self._little_cpus = []
-        if 'big' in self._platform['clusters']:
-            self._log.debug('Parsing big.LITTLE system clusters')
+
+        if self._trace.has_big_little:
+            self._little_cap = self._platform['nrg_model']['little']['cpu']['cap_max']
             self._big_cpus = self._platform['clusters']['big']
             self._little_cpus = self._platform['clusters']['little']
-        else:
-            self._log.debug('Parsing SMP clusters')
-            for cid in self._platform['clusters']:
-                self._big_cpus.append(self._platform['clusters'][cid])
 
 # vim :set tabstop=4 shiftwidth=4 expandtab
diff --git a/libs/utils/android/__init__.py b/libs/utils/android/__init__.py
index 3255d69..8969970 100644
--- a/libs/utils/android/__init__.py
+++ b/libs/utils/android/__init__.py
@@ -20,6 +20,7 @@
 from screen import Screen
 from system import System
 from workload import Workload
+from viewer import ViewerWorkload
 from benchmark import LisaBenchmark
 
 # Initialization of Android Workloads
diff --git a/libs/utils/android/system.py b/libs/utils/android/system.py
index 2ce8184..7382de7 100644
--- a/libs/utils/android/system.py
+++ b/libs/utils/android/system.py
@@ -19,10 +19,22 @@ import logging
 
 from devlib.utils.android import adb_command
 from devlib import TargetError
+from devlib.utils.android_build import Build
+from time import sleep
 import os
+import re
+import time
+import json
 import pexpect as pe
+from time import sleep
 
 GET_FRAMESTATS_CMD = 'shell dumpsys gfxinfo {} > {}'
+ADB_INSTALL_CMD = 'install -g -r {}'
+BOARD_CONFIG_FILE = 'board.json'
+
+# See https://developer.android.com/reference/android/content/Intent.html#setFlags(int)
+FLAG_ACTIVITY_NEW_TASK = 0x10000000
+FLAG_ACTIVITY_CLEAR_TASK = 0x00008000
 
 class System(object):
     """
@@ -141,6 +153,51 @@ class System(object):
         System._set_svc(target, 'nfc', on)
 
     @staticmethod
+    def get_property(target, prop):
+        """
+        Get the value of a system property
+        """
+        try:
+            value = target.execute('getprop {}'.format(prop), as_root=True)
+        except TargetError:
+            log = logging.getLogger('System')
+            log.warning('Failed to get prop {}'.format(prop))
+        return value.strip()
+
+    @staticmethod
+    def get_boolean_property(target, prop):
+        """
+        Get a boolean system property and return whether its value corresponds to True
+        """
+        return System.get_property(target, prop) in {'yes', 'true', 'on', '1', 'y'}
+
+    @staticmethod
+    def set_property(target, prop, value, restart=False):
+        """
+        Set a system property, then run adb shell stop && start if necessary
+
+        When restart=True, this function clears logcat to avoid detecting old
+        "Boot is finished" messages.
+        """
+        try:
+            target.execute('setprop {} {}'.format(prop, value), as_root=True)
+        except TargetError:
+            log = logging.getLogger('System')
+            log.warning('Failed to set {} to {}.'.format(prop, value))
+        if not restart:
+            return
+
+        target.execute('logcat -c', check_exit_code=False)
+        BOOT_FINISHED_RE = re.compile(r'Boot is finished')
+        logcat = target.background('logcat SurfaceFlinger:* *:S')
+        target.execute('stop && start', as_root=True)
+        while True:
+            message = logcat.stdout.readline(1024)
+            match = BOOT_FINISHED_RE.search(message)
+            if match:
+                return
+
+    @staticmethod
     def start_app(target, apk_name):
         """
         Start the main activity of the specified application
@@ -193,6 +250,29 @@ class System(object):
         target.execute('svc power stayon {}'.format(param))
 
     @staticmethod
+    def view_uri(target, uri, force_new=True):
+        """
+        Start a view activity by specifying a URI
+
+        :param uri: URI of the item to display
+        :type uri: str
+
+        :param force_new: Force the viewing application to be
+            relaunched if it is already running
+        :type force_new: bool
+        """
+        arguments = '-d {}'.format(uri)
+
+        if force_new:
+            # Activity flags ensure the app is restarted
+            arguments = '{} -f {}'.format(arguments,
+                FLAG_ACTIVITY_NEW_TASK | FLAG_ACTIVITY_CLEAR_TASK)
+
+        System.start_action(target, 'android.intent.action.VIEW', arguments)
+        # Wait for the viewing application to be completely loaded
+        sleep(5)
+
+    @staticmethod
     def force_stop(target, apk_name, clear=False):
         """
         Stop the application and clear its data if necessary.
@@ -211,6 +291,29 @@ class System(object):
             target.execute('pm clear {}'.format(apk_name))
 
     @staticmethod
+    def force_suspend_start(target):
+        """
+        Force the device to go into suspend. If a wakelock is held, the device
+        will go into idle instead.
+
+        :param target: instance of devlib Android target
+        :type target: devlib.target.AndroidTarget
+
+        """
+        target.execute('dumpsys deviceidle force-idle deep')
+
+    @staticmethod
+    def force_suspend_stop(target):
+        """
+        Stop forcing the device to suspend/idle.
+
+        :param target: instance of devlib Android target
+        :type target: devlib.target.AndroidTarget
+
+        """
+        target.execute('dumpsys deviceidle unforce')
+
+    @staticmethod
     def tap(target, x, y, absolute=False):
         """
         Tap a given point on the screen.
@@ -397,6 +500,7 @@ class System(object):
         :type apk_name: str
         """
         target.execute('dumpsys gfxinfo {} reset'.format(apk_name))
+        sleep(1)
 
     @staticmethod
     def surfaceflinger_reset(target, apk_name):
@@ -545,4 +649,125 @@ class System(object):
             return packages
         return None
 
+
+    @staticmethod
+    def install_apk(target, apk_path):
+        """
+        Get a dictionary of installed APKs and related information
+
+        :param target: instance of devlib Android target
+        :type target: devlib.target.AndroidTarget
+
+        :param apk_path: path to application
+        :type apk_path: str
+        """
+        adb_command(target.adb_name, ADB_INSTALL_CMD.format(apk_path))
+
+    @staticmethod
+    def contains_package(target, package):
+        """
+        Returns true if the package exists on the device
+
+        :param target: instance of devlib Android target
+        :type target: devlib.target.AndroidTarget
+
+        :param package: the name of the package
+        :type package: str
+        """
+        packages = System.list_packages(target)
+        if not packages:
+            return None
+
+        return package in packages
+
+    @staticmethod
+    def grant_permission(target, package, permission):
+        """
+        Grant permission to a package
+
+        :param target: instance of devlib Android target
+        :type target: devlib.target.AndroidTarget
+
+        :param package: the name of the package
+        :type package: str
+
+        :param permission: the name of the permission
+        :type permission: str
+        """
+        target.execute('pm grant {} {}'.format(package, permission))
+
+    @staticmethod
+    def reset_permissions(target, package):
+        """
+        Reset the permission for a package
+
+        :param target: instance of devlib Android target
+        :type target: devlib.target.AndroidTarget
+
+        :param package: the name of the package
+        :type package: str
+        """
+        target.execute('pm reset-permissions {}'.format(package))
+
+    @staticmethod
+    def find_config_file(test_env):
+        # Try device-specific config file first
+        board_cfg_file = os.path.join(test_env.DEVICE_LISA_HOME, BOARD_CONFIG_FILE)
+
+        if not os.path.exists(board_cfg_file):
+            # Try local config file $LISA_HOME/libs/utils/platforms/$TARGET_PRODUCT.json
+            board_cfg_file = 'libs/utils/platforms/{}.json'.format(test_env.TARGET_PRODUCT)
+            board_cfg_file = os.path.join(test_env.LISA_HOME, board_cfg_file)
+            if not os.path.exists(board_cfg_file):
+                return None
+        return board_cfg_file
+
+    @staticmethod
+    def read_config_file(board_cfg_file):
+        with open(board_cfg_file, "r") as fh:
+            board_config = json.load(fh)
+        return board_config
+
+    @staticmethod
+    def reimage(test_env, kernel_path='', update_cfg=''):
+        """
+        Get a reference to the specified Android workload
+
+        :param test_env: target test environment
+        :type test_env: TestEnv
+
+        :param kernel_path: path to kernel sources, required if reimage option is used
+        :type kernel_path: str
+
+        :param update_cfg: update configuration name from board_cfg.json
+        :type update_cfg: str
+
+        """
+        # Find board config file from device-specific or local directory
+        board_cfg_file = System.find_config_file(test_env)
+        if board_cfg_file == None:
+            raise RuntimeError('Board config file is not found')
+
+        # Read build config file
+        board_config = System.read_config_file(board_cfg_file)
+        if board_config == None:
+            raise RuntimeError('Board config file {} is invalid'.format(board_cfg_file))
+
+        # Read update-config section and execute appropriate scripts
+        update_config = board_config['update-config'][update_cfg]
+        if update_config == None:
+            raise RuntimeError('Update config \'{}\' is not found'.format(update_cfg))
+
+        board_cfg_dir = os.path.dirname(os.path.realpath(board_cfg_file))
+        build_script = update_config['build-script']
+        flash_script = update_config['flash-script']
+        build_script = os.path.join(board_cfg_dir, build_script)
+        flash_script = os.path.join(board_cfg_dir, flash_script)
+
+        cmd_prefix = "LOCAL_KERNEL_HOME='{}' ".format(kernel_path)
+        bld = Build(test_env)
+        bld.exec_cmd(cmd_prefix + build_script)
+        bld.exec_cmd(cmd_prefix + flash_script)
+
+
 # vim :set tabstop=4 shiftwidth=4 expandtab
diff --git a/libs/utils/android/viewer.py b/libs/utils/android/viewer.py
new file mode 100644
index 0000000..18ff0f5
--- /dev/null
+++ b/libs/utils/android/viewer.py
@@ -0,0 +1,152 @@
+# SPDX-License-Identifier: Apache-2.0
+#
+# Copyright (C) 2017, ARM Limited and contributors.
+#
+# Licensed under the Apache License, Version 2.0 (the "License"); you may
+# not use this file except in compliance with the License.
+# You may obtain a copy of the License at
+#
+# http://www.apache.org/licenses/LICENSE-2.0
+#
+# Unless required by applicable law or agreed to in writing, software
+# distributed under the License is distributed on an "AS IS" BASIS, WITHOUT
+# WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
+# See the License for the specific language governing permissions and
+# limitations under the License.
+#
+
+import re
+import os
+import logging
+
+from time import sleep
+
+from android import Screen, System, Workload
+
+class ViewerWorkload(Workload):
+    """
+    Android generic Viewer workload
+
+    This workload will use a given URI and will let Android pick the best
+    application for viewing the item designated by that URI. For instance,
+    a Youtube video URL would lead to opening the Youtube App if Google
+    Services are available, if not the default web browser will be used
+    to load the Youtube page.
+
+    Three methods are available for customizing the workload in a subclass,
+    see their respective docstring for more details. At least interact() must
+    be implemented.
+
+    Here's a minimalist example use case of this class, that loads a gif
+    and keeps it on display for 10 seconds:
+
+    definition
+    -----------
+    class Example(ViewerWorkload):
+        def interact(self):
+            sleep(10)
+
+    execution
+    ----------
+    wload = Workload.getInstance(te, 'Example')
+    wload.run(out_dir=te.res_dir,
+        uri="https://media.giphy.com/media/XIqCQx02E1U9W/giphy.gif")        
+    """
+    
+    # Let the system pick the best package
+    package = ''
+
+    def __init__(self, test_env):
+        super(ViewerWorkload, self).__init__(test_env)
+
+        # Set of output data reported by the viewer
+        self.db_file = None
+
+    def pre_interact(self):
+        """
+        This method will be called right before tracing starts, but after the
+        item-viewing app has been launched. This can be useful to configure
+        some app-specific settings, to press buttons, start a video, etc.
+        """
+        pass
+
+    def interact(self):
+        """
+        This method will be called right after the tracing starts. Tracing will
+        continue as long as this method is running, so it can be tailored to
+        your workload requirements. It could simply be sleeping for x seconds,
+        or monitoring logcat to wait for a certain event, or issuing input
+        commands to swipe around a gallery/web page/app, etc.
+        """
+        raise NotImplemented("interact() must be implemented")
+
+    def post_interact(self):
+        """
+        This method will be called right after tracing stops, but before the
+        item-viewing app has been closed. This can be useful to dump some
+        app-specific statistics.
+        """
+        pass
+
+    def run(self, out_dir, uri, portrait=True, collect=''):
+        """
+        Run viewer workload
+
+        :param out_dir: Path to experiment directory where to store results.
+        :type out_dir: str
+
+        :param uri: The URI of the item to display
+        :type location_search: str
+
+        :param portrait: If True, display mode will be set to 'portrait' prior
+            to viewing the item. If False, 'landscape' mode will be set.
+
+        :param collect: Specifies what to collect. Possible values:
+            - 'energy'
+            - 'systrace'
+            - 'ftrace'
+            - any combination of the above
+        :type collect: list(str)
+        """
+
+        # Keep track of mandatory parameters
+        self.out_dir = out_dir
+        self.collect = collect
+
+        # Set min brightness
+        Screen.set_brightness(self._target, auto=False, percent=0)
+        # Unlock device screen (assume no password required)
+        Screen.unlock(self._target)
+
+        # Force screen in requested orientation
+        Screen.set_orientation(self._target, portrait=portrait)
+
+        System.gfxinfo_reset(self._target, self.package)
+        # Wait for gfxinfo reset to be completed
+        sleep(1)
+
+        # Open the requested uri
+        System.view_uri(self._target, uri)
+
+        self.pre_interact()
+        self.tracingStart()
+
+        self.interact()
+
+        self.tracingStop()
+        self.post_interact()
+
+        # Get frame stats
+        self.db_file = os.path.join(out_dir, "framestats.txt")
+        System.gfxinfo_get(self._target, self.package, self.db_file)
+
+        # Go back to home screen
+        System.home(self._target)
+
+        # Set brightness back to auto
+        Screen.set_brightness(self._target, auto=True)
+
+        # Switch back to screen auto rotation
+        Screen.set_orientation(self._target, auto=True)
+
+# vim :set tabstop=4 shiftwidth=4 expandtab
diff --git a/libs/utils/android/workload.py b/libs/utils/android/workload.py
index b7f2539..9415a85 100644
--- a/libs/utils/android/workload.py
+++ b/libs/utils/android/workload.py
@@ -20,9 +20,11 @@ import os
 import re
 import webbrowser
 import time
+from collections import namedtuple
 
 from gfxinfo import GfxInfo
 from surfaceflinger import SurfaceFlinger
+from devlib.utils.android_build import Build
 
 from . import System
 
@@ -34,6 +36,8 @@ class Workload(object):
     _packages = None
     _availables = {}
 
+    WorkloadPackage = namedtuple("WorkloadPackage", "package_name apk_path src_path")
+
     def __init__(self, test_env):
         """
         Initialized workloads available on the specified test environment
@@ -55,6 +59,41 @@ class Workload(object):
         return 'adb -s {} {}'.format(self._target.adb_name, cmd)
 
     @classmethod
+    def _packages_installed(cls, sc, allow_install):
+        # If workload does not have packages just return
+        if not hasattr(sc, 'packages'):
+            return True
+        # Require package to be installed unless it can be installed when allowed
+        if allow_install:
+            required_packages = [package.package_name for package in sc.packages if package.apk_path==None]
+        else:
+            required_packages = [package.package_name for package in sc.packages]
+        return all(p in cls._packages for p in required_packages)
+
+    @classmethod
+    def _build_packages(cls, sc, te):
+        bld = Build(te)
+        for p in sc.packages:
+            if p.src_path != None:
+                bld.build_module(p.src_path)
+        return True
+
+    @classmethod
+    def _install_packages(cls, sc, te):
+        for p in sc.packages:
+            System.install_apk(te.target,
+                '{}/{}'.format(te.ANDROID_PRODUCT_OUT, p.apk_path))
+        return True;
+
+    @classmethod
+    def _subclasses(cls):
+        """
+        Recursively get all subclasses
+        """
+        nodes = cls.__subclasses__()
+        return nodes + [child for node in nodes for child in node._subclasses()]
+
+    @classmethod
     def _check_availables(cls, test_env):
         """
         List the supported android workloads which are available on the target
@@ -67,27 +106,30 @@ class Workload(object):
         _log.debug('Packages:\n%s', cls._packages)
 
         _log.debug('Building list of available workloads...')
-        for sc in Workload.__subclasses__():
+        for sc in Workload._subclasses():
             _log.debug('Checking workload [%s]...', sc.__name__)
 
-            if sc.package == 'optional':
-                cls._availables[sc.__name__.lower()] = sc
-                continue
-
-            required_packages = [sc.package]
-            if hasattr(sc, 'test_package'):
-                required_packages.append(sc.test_package)
-
-            if all(p in cls._packages for p in required_packages):
+            # Check if all required packages are installed or can be installed
+            if cls._packages_installed(sc, True):
                 cls._availables[sc.__name__.lower()] = sc
 
         _log.info('Supported workloads available on target:')
         _log.info('  %s', ', '.join(cls._availables.keys()))
 
     @classmethod
-    def getInstance(cls, test_env, name):
+    def getInstance(cls, test_env, name, reinstall=False):
         """
         Get a reference to the specified Android workload
+
+        :param test_env: target test environment
+        :type test_env: TestEnv
+
+        :param name: workload name
+        :type name: str
+
+        :param reinstall: flag to reinstall workload applications
+        :type reinstall: boolean
+
         """
 
         # Initialize list of available workloads
@@ -98,7 +140,15 @@ class Workload(object):
             msg = 'Workload [{}] not available on target'.format(name)
             raise ValueError(msg)
 
-        ret_cls = cls._availables[name.lower()](test_env)
+        sc = cls._availables[name.lower()]
+
+        if (reinstall or not cls._packages_installed(sc, False)):
+            if (not cls._build_packages(sc, test_env) or
+                not cls._install_packages(sc, test_env)):
+                msg = 'Unable to install packages required for [{}] workload'.format(name)
+                raise RuntimeError(msg)
+
+        ret_cls = sc(test_env)
 
         # Add generic support for cgroup tracing (detect if cgroup module exists)
         if ('modules' in test_env.conf) and ('cgroups' in test_env.conf['modules']):
@@ -109,10 +159,10 @@ class Workload(object):
                 if not 'systrace' in test_env.conf:
                     test_env.conf['systrace'] = { 'extra_events': ['cgroup_attach_task', 'sched_process_fork'] }
                 else:
-                    if not 'extra_events' in test_env.conf:
+                    if not 'extra_events' in test_env.conf['systrace']:
                         test_env.conf['systrace']['extra_events'] = ['cgroup_attach_task', 'sched_process_fork']
                     else:
-                        test_env.conf['systrace']['extra_events'].append(['cgroup_attach_task', 'sched_process_fork'])
+                        test_env.conf['systrace']['extra_events'].extend(['cgroup_attach_task', 'sched_process_fork'])
 
         return ret_cls
 
@@ -187,6 +237,10 @@ class Workload(object):
                         time.sleep(0.1)
                         continue
                     break
+        # Initializing frequency times
+        if 'time_in_state' in self.collect:
+            self._time_in_state_start = self._te.target.cpufreq.get_time_in_state(
+                    self._te.topology.get_level('cluster'))
         # Initialize energy meter results
         if 'energy' in self.collect and self._te.emeter:
             self._te.emeter.reset()
@@ -202,6 +256,12 @@ class Workload(object):
         if 'energy' in self.collect and self._te.emeter:
             self.nrg_report = self._te.emeter.report(self.out_dir)
             self._log.info('Energy meter STOPPED')
+        # Calculate the delta in frequency times
+        if 'time_in_state' in self.collect:
+            self._te.target.cpufreq.dump_time_in_state_delta(
+                    self._time_in_state_start,
+                    self._te.topology.get_level('cluster'),
+                    os.path.join(self.out_dir, 'time_in_state.json'))
         # Stop FTrace
         if 'ftrace' in self.collect:
             self._te.ftrace.stop()
diff --git a/libs/utils/android/workloads/__init__.py b/libs/utils/android/workloads/__init__.py
new file mode 100644
index 0000000..e69de29
--- /dev/null
+++ b/libs/utils/android/workloads/__init__.py
diff --git a/libs/utils/android/workloads/app_startup.py b/libs/utils/android/workloads/app_startup.py
new file mode 100755
index 0000000..f9bb174
--- /dev/null
+++ b/libs/utils/android/workloads/app_startup.py
@@ -0,0 +1,121 @@
+# SPDX-License-Identifier: Apache-2.0
+#
+# Copyright (C) 2015, ARM Limited and contributors.
+#
+# Licensed under the Apache License, Version 2.0 (the "License"); you may
+# not use this file except in compliance with the License.
+# You may obtain a copy of the License at
+#
+# http://www.apache.org/licenses/LICENSE-2.0
+#
+# Unless required by applicable law or agreed to in writing, software
+# distributed under the License is distributed on an "AS IS" BASIS, WITHOUT
+# WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
+# See the License for the specific language governing permissions and
+# limitations under the License.
+#
+
+import re
+import os
+import logging
+
+from subprocess import Popen, PIPE
+from time import sleep
+
+from android import Screen, System, Workload
+
+class AppStartup(Workload):
+    """
+    Android AppStartup workload
+    """
+
+    # Package required by this workload
+    package = 'optional'
+
+    def __init__(self, test_env):
+        super(AppStartup, self).__init__(test_env)
+        self._log = logging.getLogger('AppStartup')
+        self._log.debug('Workload created')
+
+        # Set of output data reported by AppStartup
+        self.db_file = None
+
+    def run(self, out_dir, package, permissions, duration_s, collect=''):
+        """
+        Run single AppStartup workload.
+
+        :param out_dir: Path to experiment directory where to store results.
+        :type out_dir: str
+
+        :param package: Name of the apk package
+        :type package: str
+
+        :param permissions: List of permissions the app requires
+        :type permissions: list of str
+
+        :param duration_s: Run benchmak for this required number of seconds
+        :type duration_s: int
+
+        :param collect: Specifies what to collect. Possible values:
+            - 'energy'
+            - 'time_in_state'
+            - 'systrace'
+            - 'ftrace'
+            - any combination of the above
+        :type collect: list(str)
+        """
+
+        # Keep track of mandatory parameters
+        self.out_dir = out_dir
+        self.collect = collect
+
+        # Check if the package exists on the device
+        if not System.contains_package(self._target, package):
+            raise RuntimeError('System does not contain the requried package')
+
+        # Unlock device screen (assume no password required)
+        Screen.unlock(self._target)
+
+        # Close and clear application
+        System.force_stop(self._target, package, clear=True)
+        sleep(3)
+
+        # Grant permissions
+        for permission in permissions:
+            System.grant_permission(self._target, package, permission)
+        sleep(3)
+
+        # Set min brightness
+        Screen.set_brightness(self._target, auto=False, percent=100)
+
+        # Set screen timeout
+        Screen.set_timeout(self._target, seconds=duration_s+60)
+
+        # Force screen in PORTRAIT mode
+        Screen.set_orientation(self._target, portrait=True)
+
+        # Start the main view of the app
+        System.monkey(self._target, package)
+
+        # Start tracing
+        self.tracingStart()
+
+        # Sleep for duration
+        sleep(duration_s)
+
+        # Stop tracing
+        self.tracingStop()
+
+        # Reset permissions
+        System.reset_permissions(self._target, package)
+
+        # Close and clear application
+        System.force_stop(self._target, package, clear=True)
+
+        # Go back to home screen
+        System.home(self._target)
+
+        # Switch back to original settings
+        Screen.set_defaults(self._target)
+
+# vim :set tabstop=4 shiftwidth=4 expandtab
diff --git a/libs/utils/android/workloads/camera_preview.py b/libs/utils/android/workloads/camera_preview.py
index 1ec5a17..7616b42 100644
--- a/libs/utils/android/workloads/camera_preview.py
+++ b/libs/utils/android/workloads/camera_preview.py
@@ -40,7 +40,7 @@ class CameraPreview(Workload):
         self._log = logging.getLogger('CameraPreview')
         self._log.debug('Workload created')
 
-    def run(self, out_dir, duration_s=30, collect='surfaceflinger'):
+    def run(self, out_dir, duration_s=30, collect='surfaceflinger, systrace'):
         """
         Run a camera preview workload
 
diff --git a/libs/utils/android/workloads/camera_startup.py b/libs/utils/android/workloads/camera_startup.py
index b2227e8..1a3ab12 100644
--- a/libs/utils/android/workloads/camera_startup.py
+++ b/libs/utils/android/workloads/camera_startup.py
@@ -29,6 +29,11 @@ from android.workload import Workload
 class CameraStartup(Workload):
     """
     Android CameraStartup workload
+
+    This workload is intended to be used to collect traces of the camera starting
+    up to debug issues related to camera startup. For this reason, the camera app
+    is started after sleeping for 3 seconds after tracingStart. For this same
+    reason, energy cannot be collected since that disconnects USB.
     """
 
     # Package required by this workload
@@ -40,7 +45,7 @@ class CameraStartup(Workload):
         self._log = logging.getLogger('CameraStartup')
         self._log.debug('Workload created')
 
-    def run(self, out_dir, duration_s=10, collect='surfaceflinger'):
+    def run(self, out_dir, duration_s=10, collect='systrace'):
         """
         Run a camera startup workload
 
@@ -58,6 +63,9 @@ class CameraStartup(Workload):
         :type collect: list(str)
         """
 
+        if 'energy' in collect:
+            raise RuntimeError('CameraStartup cannot do energy collection as app is started after tracingStart')
+
         self._log.info("Running CameraStartup for {}s and collecting {}".format(duration_s, collect))
 
         # Keep track of mandatory parameters
diff --git a/libs/utils/android/workloads/display_image.py b/libs/utils/android/workloads/display_image.py
new file mode 100644
index 0000000..fee4425
--- /dev/null
+++ b/libs/utils/android/workloads/display_image.py
@@ -0,0 +1,118 @@
+# SPDX-License-Identifier: Apache-2.0
+#
+# Copyright (C) 2015, ARM Limited and contributors.
+#
+# Licensed under the Apache License, Version 2.0 (the "License"); you may
+# not use this file except in compliance with the License.
+# You may obtain a copy of the License at
+#
+# http://www.apache.org/licenses/LICENSE-2.0
+#
+# Unless required by applicable law or agreed to in writing, software
+# distributed under the License is distributed on an "AS IS" BASIS, WITHOUT
+# WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
+# See the License for the specific language governing permissions and
+# limitations under the License.
+#
+
+import re
+import os
+import logging
+
+from time import sleep
+
+from target_script import TargetScript
+from android import Screen, System
+from android.workload import Workload
+
+
+class DisplayImage(Workload):
+    """
+    Android DisplayImage workload
+    """
+
+    package = 'com.google.android.apps.photos'
+    action = 'android.intent.action.VIEW'
+
+    def __init__(self, test_env):
+        super(DisplayImage, self).__init__(test_env)
+        self._log = logging.getLogger('DisplayImage')
+        self._log.debug('Workload created')
+
+        # Set of output data reported by DisplayImage
+        self.db_file = None
+
+    def run(self, out_dir, duration_s, brightness, filepath, collect=''):
+        """
+        Run single display image workload.
+
+        :param out_dir: Path to experiment directory where to store results.
+        :type out_dir: str
+
+        :param duration_s: Duration of test
+        :type duration_s: int
+
+        :param brightness: Brightness of the screen 0-100
+        :type brightness: int
+
+        :param out_dir: Path to the image to display
+        :type out_dir: str
+
+        :param collect: Specifies what to collect. Possible values:
+            - 'energy'
+            - 'time_in_state'
+            - 'systrace'
+            - 'ftrace'
+            - any combination of the above, except energy and display-energy
+              cannot be collected simultaneously.
+        :type collect: list(str)
+        """
+
+        # Keep track of mandatory parameters
+        self.out_dir = out_dir
+        self.collect = collect
+
+        # Set brightness
+        Screen.set_brightness(self._target, auto=False, percent=brightness)
+
+        # Set timeout to be sufficiently longer than the duration of the test
+        Screen.set_timeout(self._target, seconds=(duration_s+60))
+
+        # Turn on airplane mode
+        System.set_airplane_mode(self._target, on=True)
+
+        # Unlock device screen (assume no password required)
+        Screen.unlock(self._target)
+
+        # Push the image to the device
+        device_filepath = '/data/local/tmp/image'
+        self._target.push(filepath, device_filepath)
+        sleep(1)
+
+        # Put image on the screen
+        System.start_action(self._target, self.action,
+                '-t image/* -d file://{}'.format(device_filepath))
+        sleep(1)
+
+        # Dimiss the navigation bar by tapping the center of the screen
+        System.tap(self._target, 50, 50)
+
+        self.tracingStart(screen_always_on=False)
+
+        self._log.info('Waiting for duration {}'.format(duration_s))
+        sleep(duration_s)
+
+        self.tracingStop(screen_always_on=False)
+
+        # Close app and dismiss image
+        System.force_stop(self._target, self.package, clear=True)
+
+        # Remove image
+        self._target.execute('rm /data/local/tmp/image')
+
+        Screen.set_defaults(self._target)
+        System.set_airplane_mode(self._target, on=False)
+
+        Screen.set_screen(self._target, on=False)
+
+# vim :set tabstop=4 shiftwidth=4 expandtab
diff --git a/libs/utils/android/workloads/exoplayer.py b/libs/utils/android/workloads/exoplayer.py
new file mode 100644
index 0000000..595b8e0
--- /dev/null
+++ b/libs/utils/android/workloads/exoplayer.py
@@ -0,0 +1,193 @@
+# SPDX-License-Identifier: Apache-2.0
+#
+# Copyright (C) 2017, Arm Limited and contributors.
+#
+# Licensed under the Apache License, Version 2.0 (the "License"); you may
+# not use this file except in compliance with the License.
+# You may obtain a copy of the License at
+#
+# http://www.apache.org/licenses/LICENSE-2.0
+#
+# Unless required by applicable law or agreed to in writing, software
+# distributed under the License is distributed on an "AS IS" BASIS, WITHOUT
+# WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
+# See the License for the specific language governing permissions and
+# limitations under the License.
+#
+
+import re
+import os
+import logging
+
+from subprocess import Popen, PIPE
+
+from time import sleep
+
+from android import Screen, System, Workload
+from devlib.utils.android import grant_app_permissions
+
+# Regexps for benchmark synchronization
+
+REGEXPS = {
+    'start'    : '.*Displayed com.google.android.exoplayer2.demo/.PlayerActivity',
+    'duration' : '.*period \[(?P<duration>[0-9]+.*)\]',
+    'end'      : '.*state \[.+, .+, E\]'
+}
+
+class ExoPlayer(Workload):
+    """
+    Android ExoPlayer workload
+
+    Exoplayer sources: https://github.com/google/ExoPlayer
+
+    The 'demo' application is used by this workload.
+    It can easily be built by loading the ExoPlayer sources
+    into Android Studio
+
+    Expected apk is 'demo-noExtensions-debug.apk'
+
+    Version r2.4.0 (d979469) is known to work
+    """
+
+    # Package required by this workload
+    package = 'com.google.android.exoplayer2.demo'
+    action = 'com.google.android.exoplayer.demo.action.VIEW'
+
+    def __init__(self, test_env):
+        super(ExoPlayer, self).__init__(test_env)
+        self._log = logging.getLogger('ExoPlayer')
+
+    def _play(self):
+
+        # Grant app all permissions
+        grant_app_permissions(self._target, self.package)
+
+        # Handle media file location
+        if not self.from_device:
+            remote_file = self._target.path.join(
+                self._target.working_directory,
+                os.path.basename(self.media_file)
+            )
+
+            self._log.info('Pushing media file to device...')
+            self._target.push(
+                self.media_file,
+                remote_file,
+                timeout = 60
+            )
+            self._log.info('Media file transfer complete')
+        else:
+            remote_file = self.media_file
+
+        # Prepare logcat monitor
+        monitor = self._target.get_logcat_monitor(REGEXPS.values())
+        monitor.start()
+
+        # Play media file
+        play_cmd = 'am start -a "{}" -d "file://{}"'\
+                   .format(self.action, remote_file)
+        self._log.info(play_cmd)
+        self._target.execute(play_cmd)
+
+        monitor.wait_for(REGEXPS['start'])
+        self.tracingStart()
+        self._log.info('Playing media file')
+
+        line = monitor.wait_for(REGEXPS['duration'])[0]
+        media_duration_s = int(round(float(re.search(REGEXPS['duration'], line)
+                                   .group('duration'))))
+
+        self._log.info('Media duration is {}'.format(media_duration_s))
+
+        if self.play_duration_s and self.play_duration_s < media_duration_s:
+            self._log.info('Waiting {} seconds before ending playback'
+                           .format(self.play_duration_s))
+            sleep(self.play_duration_s)
+        else:
+            self._log.info('Waiting for playback completion ({} seconds)'
+                           .format(media_duration_s))
+            monitor.wait_for(REGEXPS['end'], timeout = media_duration_s + 30)
+
+        self.tracingStop()
+        monitor.stop()
+        self._log.info('Media file playback completed')
+
+        # Remove file if it was pushed
+        if not self.from_device:
+            self._target.remove(remote_file)
+
+    def run(self, out_dir, collect, media_file, from_device=False, play_duration_s=None):
+        """
+        Run Exoplayer workload
+
+        :param out_dir: Path to experiment directory on the host
+                        where to store results.
+        :type out_dir: str
+
+        :param collect: Specifies what to collect. Possible values:
+            - 'energy'
+            - 'systrace'
+            - 'ftrace'
+            - any combination of the above as a single space-separated string.
+        :type collect: list(str)
+
+        :param media_file: Filepath of the media to play
+            Path on device if 'from_device' is True
+            Path on host   if 'from_device' is False (default)
+        :type media_file: str
+
+        :param from_device: Whether file to play is already on the device
+        :type from_device: bool
+
+        :param play_duration_s: If set, maximum duration (seconds) of the media playback
+                                If not set, media will play to completion
+        :type play_duration_s: int
+        """
+
+        # Keep track of mandatory parameters
+        self.out_dir = out_dir
+        self.collect = collect
+        self.media_file = media_file
+        self.from_device = from_device
+        self.play_duration_s = play_duration_s
+
+        # Check media file exists
+        if from_device and not self._target.file_exists(self.media_file):
+            raise RuntimeError('Cannot find "{}" on target'.format(self.media_file))
+        elif not from_device and not os.path.isfile(self.media_file):
+            raise RuntimeError('Cannot find "{}" on host'.format(self.media_file))
+
+        # Unlock device screen (assume no password required)
+        Screen.unlock(self._target)
+
+        # Close and clear application
+        System.force_stop(self._target, self.package, clear=True)
+
+        # Enable airplane mode
+        System.set_airplane_mode(self._target, on=True)
+
+        # Set min brightness
+        Screen.set_brightness(self._target, auto=False, percent=0)
+
+        # Force screen in PORTRAIT mode
+        Screen.set_orientation(self._target, portrait=True)
+
+        # Launch Exoplayer benchmark
+        self._play()
+
+        # Go back to home screen
+        System.home(self._target)
+
+        # Set orientation back to auto
+        Screen.set_orientation(self._target, auto=True)
+
+        # Set brightness back to auto
+        Screen.set_brightness(self._target, auto=True)
+
+        # Turn off airplane mode
+        System.set_airplane_mode(self._target, on=False)
+
+        # Close and clear application
+        System.force_stop(self._target, self.package, clear=True)
+
+# vim :set tabstop=4 shiftwidth=4 expandtab
diff --git a/libs/utils/android/workloads/idle_resume.py b/libs/utils/android/workloads/idle_resume.py
index efb0c78..f8871ba 100644
--- a/libs/utils/android/workloads/idle_resume.py
+++ b/libs/utils/android/workloads/idle_resume.py
@@ -26,17 +26,17 @@ from android import Screen, System
 from android.workload import Workload
 
 
-# Description: This experiments tests suspend/resume by turning off
-# the screen and cutting off USB
-# REQUIRES DEVICE TO BE CONNECTED THROUGH MONSOON SO THAT PASSTHROUGH
-# CAN BE TURNED OFF.
-# The dirty hack we have is we forcefully add 'energy' into the
-# collect parameters so that the USB is cut off (as a side effect, we
-# also measure energy while idle). There's no way of knowing for
-# sure if device did enter idle.
 class IdleResume(Workload):
     """
     Android IdleResume workload
+
+    This workload tests suspend/resume by turning off the screen and cutting off
+    USB. You can collect energy and traces with it.
+    IT REQUIRES DEVICE TO BE CONNECTED THROUGH MONSOON SO THAT PASSTHROUGH CAN
+    BE TURNED OFF.  The dirty hack we have is we forcefully add 'energy' into the
+    collect parameters so that the USB is cut off (as a side effect, we also
+    measure energy while idle). There's no way of knowing for sure if device did
+    enter idle.
     """
 
     # Package is optional for this test
@@ -96,7 +96,7 @@ class IdleResume(Workload):
         Screen.unlock(self._target)
 
         # Force the device to suspend
-        self._target.execute('dumpsys deviceidle force-idle deep')
+        System.force_suspend_start(self._target)
 
         # Prevent the device from fully suspending by holding a partial wakelock
         System.wakelock(self._target, take=True)
@@ -112,7 +112,7 @@ class IdleResume(Workload):
         self.tracingStop(screen_always_on=False)
 
         # Resume normal function
-        self._target.execute('dumpsys deviceidle unforce')
+        System.force_suspend_stop(self._target)
 
         # Release wakelock
         System.wakelock(self._target, take=False)
diff --git a/libs/utils/android/workloads/jankbench.py b/libs/utils/android/workloads/jankbench.py
index 3c9133f..a1d959d 100644
--- a/libs/utils/android/workloads/jankbench.py
+++ b/libs/utils/android/workloads/jankbench.py
@@ -18,6 +18,8 @@
 import re
 import os
 import logging
+import sqlite3
+import pandas as pd
 
 from subprocess import Popen, PIPE
 from time import sleep
@@ -32,6 +34,7 @@ _jankbench = {
     'low_hitrate_text'  : 3,
     'high_hitrate_text' : 4,
     'edit_text'         : 5,
+    'overdraw'		: 6,
 }
 
 # Regexps for benchmark synchronization
@@ -42,10 +45,22 @@ JANKBENCH_BENCHMARK_START_RE = re.compile(
 JANKBENCH_ITERATION_COUNT_RE = re.compile(
     r'System.out: iteration: (?P<iteration>[0-9]+)'
 )
+
+# Meaning of different jankbench metrics output in the logs:
+#
+# BAD FRAME STATS:
+# mean: Mean frame duration time of all frames that are > 12ms completion time
+# std_dev: Standard deviation of all frame times > 12ms completion time
+# count_bad: Total number of frames
+#
+# JANK FRAME STATS:
+# JankP: Percent of all total frames that missed their deadline (2*16ms for
+#        tripple buffering, 16ms for double buffering).
+# count_jank: Total frames that missed their deadline (as described above).
 JANKBENCH_ITERATION_METRICS_RE = re.compile(
-    r'System.out: Mean: (?P<mean>[0-9\.]+)\s+JankP: (?P<junk_p>[0-9\.]+)\s+'
+    r'System.out: Mean: (?P<mean>[0-9\.]+)\s+JankP: (?P<jank_p>[0-9\.]+)\s+'
     'StdDev: (?P<std_dev>[0-9\.]+)\s+Count Bad: (?P<count_bad>[0-9]+)\s+'
-    'Count Jank: (?P<count_junk>[0-9]+)'
+    'Count Jank: (?P<count_jank>[0-9]+)'
 )
 JANKBENCH_BENCHMARK_DONE_RE = re.compile(
     r'I BENCH\s+:\s+BenchmarkDone!'
@@ -74,6 +89,15 @@ class Jankbench(Workload):
     # Package required by this workload
     package = 'com.android.benchmark'
 
+    test_list = \
+    ['list_view',
+    'image_list_view',
+    'shadow_grid',
+    'low_hitrate_text',
+    'high_hitrate_text',
+    'edit_text',
+    'overdraw']
+
     def __init__(self, test_env):
         super(Jankbench, self).__init__(test_env)
         self._log = logging.getLogger('Jankbench')
@@ -82,6 +106,9 @@ class Jankbench(Workload):
         # Set of output data reported by Jankbench
         self.db_file = None
 
+    def get_test_list(self):
+	return Jankbench.test_list
+
     def run(self, out_dir, test_name, iterations, collect):
         """
         Run Jankbench workload for a number of iterations.
@@ -115,6 +142,11 @@ class Jankbench(Workload):
         except KeyError:
             raise ValueError('Jankbench test [%s] not supported', test_name)
 
+        # Restart ADB in root mode - adb needs to run as root inorder to
+        # grab the db output file
+        self._log.info('Restarting ADB in root mode...')
+        self._target.adb_root(force=True)
+
         # Unlock device screen (assume no password required)
         Screen.unlock(self._target)
 
@@ -193,10 +225,10 @@ class Jankbench(Workload):
                 if match:
                     self._log.info('   Mean: %7.3f JankP: %7.3f StdDev: %7.3f Count Bad: %4d Count Jank: %4d',
                                    float(match.group('mean')),
-                                   float(match.group('junk_p')),
+                                   float(match.group('jank_p')),
                                    float(match.group('std_dev')),
                                    int(match.group('count_bad')),
-                                   int(match.group('count_junk')))
+                                   int(match.group('count_jank')))
 
         # Wait until the database file is available
         db_adb = JANKBENCH_DB_PATH + JANKBENCH_DB_NAME
@@ -206,6 +238,7 @@ class Jankbench(Workload):
         # Get results
         self.db_file = os.path.join(out_dir, JANKBENCH_DB_NAME)
         self._target.pull(db_adb, self.db_file)
+        self.results = self.get_results(out_dir)
 
         # Stop the benchmark app
         System.force_stop(self._target, self.package, clear=True)
@@ -223,4 +256,20 @@ class Jankbench(Workload):
         # Set brightness back to auto
         Screen.set_brightness(self._target, auto=True)
 
+    @staticmethod
+    def get_results(out_dir):
+        """
+        Extract data from results db and return as a pandas dataframe
+
+        :param out_dir: Output directory for a run of the Jankbench workload
+        :type out_dir: str
+        """
+        path = os.path.join(out_dir, JANKBENCH_DB_NAME)
+        columns = ['_id', 'name', 'run_id', 'iteration', 'total_duration', 'jank_frame']
+        data = []
+        conn = sqlite3.connect(path)
+        for row in conn.execute('SELECT {} FROM ui_results'.format(','.join(columns))):
+            data.append(row)
+        return pd.DataFrame(data, columns=columns)
+
 # vim :set tabstop=4 shiftwidth=4 expandtab
diff --git a/libs/utils/android/workloads/suspend_resume.py b/libs/utils/android/workloads/suspend_resume.py
index 61a7186..a1b36b2 100644
--- a/libs/utils/android/workloads/suspend_resume.py
+++ b/libs/utils/android/workloads/suspend_resume.py
@@ -25,18 +25,18 @@ from target_script import TargetScript
 from android import Screen, System
 from android.workload import Workload
 
-
-# Description: This experiments tests suspend/resume by turning off
-# the screen and cutting off USB
-# REQUIRES DEVICE TO BE CONNECTED THROUGH MONSOON SO THAT PASSTHROUGH
-# CAN BE TURNED OFF.
-# The dirty hack we have is we forcefully add 'energy' into the
-# collect parameters so that the USB is cut off (as a side effect, we
-# also measure energy while suspended). There's no way of knowing for
-# sure if device did enter suspend.
 class SuspendResume(Workload):
     """
     Android SuspendResume workload
+
+    This experiments tests suspend/resume by turning off
+    the screen and cutting off USB. You can collect energy and traces
+    with it. REQUIRES DEVICE TO BE CONNECTED THROUGH MONSOON SO THAT
+    PASSTHROUGH CAN BE TURNED OFF.
+    The dirty hack we have is we forcefully add 'energy' into the
+    collect parameters so that the USB is cut off (as a side effect, we
+    also measure energy while suspended). There's no way of knowing for
+    sure if device did enter suspend.
     """
 
     # Package is optional for this test
@@ -94,7 +94,7 @@ class SuspendResume(Workload):
         Screen.unlock(self._target)
 
         # Force the device to suspend
-        self._target.execute('dumpsys deviceidle force-idle deep')
+        System.force_suspend_start(self._target)
 
         sleep(1)
         Screen.set_screen(self._target, on=False)
@@ -107,7 +107,7 @@ class SuspendResume(Workload):
         self.tracingStop(screen_always_on=False)
 
         # Resume normal function
-        self._target.execute('dumpsys deviceidle unforce')
+        System.force_suspend_stop(self._target)
 
         Screen.set_defaults(self._target)
         System.set_airplane_mode(self._target, on=False)
diff --git a/libs/utils/android/workloads/sysapp.py b/libs/utils/android/workloads/sysapp.py
new file mode 100644
index 0000000..9957ef5
--- /dev/null
+++ b/libs/utils/android/workloads/sysapp.py
@@ -0,0 +1,198 @@
+# SPDX-License-Identifier: Apache-2.0
+#
+# Copyright (C) 2017, ARM Limited, Google and contributors.
+#
+# Licensed under the Apache License, Version 2.0 (the "License"); you may
+# not use this file except in compliance with the License.
+# You may obtain a copy of the License at
+#
+# http://www.apache.org/licenses/LICENSE-2.0
+#
+# Unless required by applicable law or agreed to in writing, software
+# distributed under the License is distributed on an "AS IS" BASIS, WITHOUT
+# WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
+# See the License for the specific language governing permissions and
+# limitations under the License.
+#
+
+import os
+import re
+
+from subprocess import Popen, PIPE
+from time import sleep
+
+from android import Screen, System, Workload
+
+import pandas as pd
+
+
+class SysApp(Workload):
+    """
+    Android system app jank test workload.
+    """
+
+    packages = [
+        Workload.WorkloadPackage("com.android.sysapp.janktests",
+                                 "data/app/SystemAppJankTests/SystemAppJankTests.apk",
+                                 "vendor/google_testing/integration/tests/jank/sysapp"),
+        Workload.WorkloadPackage("com.android.chrome",
+                                 "system/app/Chrome/Chrome.apk",
+                                 "vendor/unbundled_google/packages/Chrome"),
+        Workload.WorkloadPackage("com.google.android.youtube",
+                                 "system/app/Youtube/Youtube.apk",
+                                 "vendor/unbundled_google/packages/YouTube")
+    ]
+
+    test_package = packages[0].package_name
+
+    test_list = [
+        "ChromeJankTests#testChromeOverflowMenuTap",
+        "YouTubeJankTests#testYouTubeRecomendationWindowFling"
+    ]
+
+    def __init__(self, test_env):
+        super(SysApp, self).__init__(test_env)
+
+    def get_test_list(self):
+        return SysApp.test_list
+
+    def _get_test_package(self, test_name):
+        name_start = test_name.partition('JankTests')[0]
+        name_map = {
+            "Chrome": "com.android.chrome",
+            "YouTube": "com.google.android.youtube",
+        }
+        return name_map[name_start]
+
+    def run(self, out_dir, test_name, iterations, collect=''):
+        """
+        Run single system app jank test workload.
+        Performance statistics are stored in self.results, and can be retrieved
+        after the fact by calling SystemUi.get_results()
+
+        :param out_dir: Path to experiment directory where to store results.
+        :type out_dir: str
+
+        :param test_name: Name of the test to run
+        :type test_name: str
+
+        :param iterations: Run benchmark for this required number of iterations
+        :type iterations: int
+
+        :param collect: Specifies what to collect. Possible values:
+            - 'systrace'
+            - 'ftrace'
+            - 'gfxinfo'
+            - 'surfaceflinger'
+            - any combination of the above
+        :type collect: list(str)
+        """
+        if "energy" in collect:
+            raise ValueError('System app workload does not support energy data collection')
+
+        activity = "." + test_name
+        package = self._get_test_package(test_name)
+
+        # Keep track of mandatory parameters
+        self.out_dir = out_dir
+        self.collect = collect
+
+        # Filter out test overhead
+        filter_prop = System.get_boolean_property(self._target, "debug.hwui.filter_test_overhead")
+        if not filter_prop:
+            System.set_property(self._target, "debug.hwui.filter_test_overhead", "true", restart=True)
+
+        # Unlock device screen (assume no password required)
+        Screen.unlock(self._target)
+
+        # Close and clear application
+        System.force_stop(self._target, package, clear=True)
+
+        # Set min brightness
+        Screen.set_brightness(self._target, auto=False, percent=0)
+
+        # Force screen in PORTRAIT mode
+        Screen.set_orientation(self._target, portrait=True)
+
+        # Delete old test results
+        self._target.remove("/sdcard/results.log")
+
+        # Clear logcat
+        self._target.execute("logcat -c")
+
+        # Regexps for benchmark synchronization
+        start_logline = r"TestRunner: started"
+        SYSAPP_BENCHMARK_START_RE = re.compile(start_logline)
+        self._log.debug("START string [%s]", start_logline)
+
+        finish_logline = r"TestRunner: finished"
+        SYSAPP_BENCHMARK_FINISH_RE = re.compile(finish_logline)
+        self._log.debug("FINISH string [%s]", finish_logline)
+
+        # Parse logcat output lines
+        logcat_cmd = self._adb("logcat TestRunner:* System.out:I *:S BENCH:*")
+        self._log.info("%s", logcat_cmd)
+
+        command = "am instrument -e iterations {} -e class {}{} -w {}".format(
+            iterations, self.test_package, activity, self.test_package)
+
+        logcat = Popen(logcat_cmd, shell=True, stdout=PIPE)
+
+        test_proc = self._target.background(command)
+        while True:
+            # read next logcat line (up to max 1024 chars)
+            message = logcat.stdout.readline(1024)
+
+            # Benchmark start
+            match = SYSAPP_BENCHMARK_START_RE.search(message)
+            if match:
+                self.tracingStart()
+                self._log.debug("Benchmark started!")
+
+            # Benchmark finish
+            match = SYSAPP_BENCHMARK_FINISH_RE.search(message)
+            if match:
+                self.tracingStop()
+                self._log.debug("Benchmark finished!")
+                test_proc.wait()
+                break
+        sleep(5)
+        self._target.pull("/sdcard/results.log", os.path.join(out_dir, "results.log"))
+        self.db_file = os.path.join(out_dir, "results.log")
+        self.results = self.get_results(out_dir)
+
+        # Close and clear application
+        System.force_stop(self._target, package, clear=True)
+
+        # Go back to home screen
+        System.home(self._target)
+
+        # Switch back to original settings
+        Screen.set_orientation(self._target, auto=True)
+        Screen.set_brightness(self._target, auto=True)
+
+
+    @staticmethod
+    def get_results(out_dir):
+        """
+        Parse SysApp test output log and return a pandas dataframe of test results.
+
+        :param out_dir: Output directory for a run of the SysApp workload.
+        :type out_dir: str
+        """
+        path = os.path.join(out_dir, "results.log")
+        with open(path, "r") as f:
+            lines = f.readlines()
+        cols = []
+        vals = []
+        for line in lines:
+            name, val = str.split(line)
+            if name == "Result":
+                cols.append("test-name")
+                vals.append(val)
+            elif name.startswith("gfx-"):
+                cols.append(name[4:])
+                vals.append(float(val))
+            else:
+                raise ValueError("Unrecognized line in results file")
+        return pd.DataFrame([vals], columns=cols)
diff --git a/libs/utils/android/workloads/systemui.py b/libs/utils/android/workloads/systemui.py
index 8bc8685..60c65e3 100644
--- a/libs/utils/android/workloads/systemui.py
+++ b/libs/utils/android/workloads/systemui.py
@@ -24,37 +24,46 @@ from time import sleep
 
 from android import Screen, System, Workload
 
+import pandas as pd
+
 class SystemUi(Workload):
     """
     Android SystemUi jank test workload
     """
 
-    package = 'com.android.systemui'
+    # Packages required by this workload
+    packages = [
+        Workload.WorkloadPackage("android.platform.systemui.tests.jank",
+                                 "data/app/UbSystemUiJankTests/UbSystemUiJankTests.apk",
+                                 "platform_testing/tests/jank/UbSystemUiJankTests")
+    ]
 
     # Instrumentation required to run tests
-    test_package = 'android.platform.systemui.tests.jank'
-
-    testOpenAllAppsContainer = "LauncherJankTests#testOpenAllAppsContainer"
-    testAllAppsContainerSwipe = "LauncherJankTests#testAllAppsContainerSwipe"
-    testHomeScreenSwipe = "LauncherJankTests#testHomeScreenSwipe"
-    testWidgetsContainerFling = "LauncherJankTests#testWidgetsContainerFling"
-    testSettingsFling = "SettingsJankTests#testSettingsFling"
-    testRecentAppsFling = "SystemUiJankTests#testRecentAppsFling"
-    testRecentAppsDismiss = "SystemUiJankTests#testRecentAppsDismiss"
-    testNotificationListPull = "SystemUiJankTests#testNotificationListPull"
-    testNotificationListPull_manyNotifications = "SystemUiJankTests#testNotificationListPull_manyNotifications"
-    testQuickSettingsPull = "SystemUiJankTests#testQuickSettingsPull"
-    testUnlock = "SystemUiJankTests#testUnlock"
-    testExpandGroup = "SystemUiJankTests#testExpandGroup"
-    testClearAll = "SystemUiJankTests#testClearAll"
-    testChangeBrightness = "SystemUiJankTests#testChangeBrightness"
-    testNotificationAppear = "SystemUiJankTests#testNotificationAppear"
-    testCameraFromLockscreen = "SystemUiJankTests#testCameraFromLockscreen"
-    testAmbientWakeUp = "SystemUiJankTests#testAmbientWakeUp"
-    testGoToFullShade = "SystemUiJankTests#testGoToFullShade"
-    testInlineReply = "SystemUiJankTests#testInlineReply"
-    testPinAppearance = "SystemUiJankTests#testPinAppearance"
-    testLaunchSettings = "SystemUiJankTests#testLaunchSettings"
+    test_package = packages[0].package_name
+
+    test_list = \
+    ["LauncherJankTests#testOpenAllAppsContainer",
+    "LauncherJankTests#testAllAppsContainerSwipe",
+    "LauncherJankTests#testHomeScreenSwipe",
+    "LauncherJankTests#testWidgetsContainerFling",
+    "SettingsJankTests#testSettingsFling",
+    "SystemUiJankTests#testRecentAppsFling",
+    "SystemUiJankTests#testRecentAppsDismiss",
+    "SystemUiJankTests#testNotificationListPull",
+    "SystemUiJankTests#testNotificationListPull_manyNotifications",
+    "SystemUiJankTests#testNotificationListScroll",
+    "SystemUiJankTests#testQuickSettingsPull",
+    "SystemUiJankTests#testUnlock",
+    "SystemUiJankTests#testExpandGroup",
+    "SystemUiJankTests#testClearAll",
+    "SystemUiJankTests#testChangeBrightness",
+    "SystemUiJankTests#testNotificationAppear",
+    "SystemUiJankTests#testCameraFromLockscreen",
+    "SystemUiJankTests#testAmbientWakeUp",
+    "SystemUiJankTests#testGoToFullShade",
+    "SystemUiJankTests#testInlineReply",
+    "SystemUiJankTests#testPinAppearance",
+    "SystemUiJankTests#testLaunchSettings"]
 
     def __init__(self, test_env):
         super(SystemUi, self).__init__(test_env)
@@ -64,9 +73,14 @@ class SystemUi(Workload):
         # Set of output data reported by SystemUi
         self.db_file = None
 
-    def run(self, out_dir, test_name, iterations, collect='gfxinfo'):
+    def get_test_list(self):
+        return SystemUi.test_list
+
+    def run(self, out_dir, test_name, iterations, collect=''):
         """
         Run single SystemUi jank test workload.
+        Performance statistics are stored in self.results, and can be retrieved after
+        the fact by calling SystemUi.get_results()
 
         :param out_dir: Path to experiment directory where to store results.
         :type out_dir: str
@@ -94,12 +108,14 @@ class SystemUi(Workload):
         self.out_dir = out_dir
         self.collect = collect
 
+        # Filter out test overhead
+        filter_prop = System.get_boolean_property(self._target, 'debug.hwui.filter_test_overhead')
+        if not filter_prop:
+            System.set_property(self._target, 'debug.hwui.filter_test_overhead', 'true', restart=True)
+
         # Unlock device screen (assume no password required)
         Screen.unlock(self._target)
 
-        # Close and clear application
-        System.force_stop(self._target, self.package, clear=True)
-
         # Set airplane mode
         System.set_airplane_mode(self._target, on=True)
 
@@ -109,9 +125,8 @@ class SystemUi(Workload):
         # Force screen in PORTRAIT mode
         Screen.set_orientation(self._target, portrait=True)
 
-        # Reset frame statistics
-        System.gfxinfo_reset(self._target, self.package)
-        sleep(1)
+        # Delete old test results
+        self._target.remove('/sdcard/results.log')
 
         # Clear logcat
         os.system(self._adb('logcat -c'));
@@ -133,6 +148,9 @@ class SystemUi(Workload):
 
         command = "nohup am instrument -e iterations {} -e class {}{} -w {}".format(
             iterations, self.test_package, activity, self.test_package)
+
+        print "command: {}".format(command)
+
         self._target.background(command)
 
         logcat = Popen(logcat_cmd, shell=True, stdout=PIPE)
@@ -153,6 +171,9 @@ class SystemUi(Workload):
                 break
 
         sleep(5)
+        self._target.pull('/sdcard/results.log', os.path.join(out_dir, 'results.log'))
+        self._target.remove('/sdcard/results.log')
+        self.results = self.get_results(out_dir)
 
         # Go back to home screen
         System.home(self._target)
@@ -161,3 +182,29 @@ class SystemUi(Workload):
         Screen.set_orientation(self._target, auto=True)
         System.set_airplane_mode(self._target, on=False)
         Screen.set_brightness(self._target, auto=True)
+
+
+    @staticmethod
+    def get_results(out_dir):
+        """
+        Parse SystemUi test output log and return a pandas dataframe of test results.
+
+        :param out_dir: Output directory for a run of the SystemUi workload.
+        :type out_dir: str
+        """
+        path = os.path.join(out_dir, 'results.log')
+        with open(path, "r") as f:
+            lines = f.readlines()
+        data = {}
+        for line in lines:
+            key, val = str.split(line)
+            if key == 'Result':
+                key = 'test-name'
+            elif key.startswith('gfx-'):
+                key = key[4:]
+                val = float(val)
+            else:
+                raise ValueError('Unrecognized line in results file')
+            data[key] = val
+        columns, values = zip(*((k,v) for k,v in data.iteritems()))
+        return pd.DataFrame([values], columns=columns)
diff --git a/libs/utils/android/workloads/uibench.py b/libs/utils/android/workloads/uibench.py
index 141edd9..11680ef 100755
--- a/libs/utils/android/workloads/uibench.py
+++ b/libs/utils/android/workloads/uibench.py
@@ -23,44 +23,56 @@ from subprocess import Popen, PIPE
 from time import sleep
 
 from android import Screen, System, Workload
+import pandas as pd
+
 
 class UiBench(Workload):
     """
     Android UiBench workload
     """
+    # Packages required by this workload
+    packages = [
+        Workload.WorkloadPackage("com.android.test.uibench",
+            "data/app/UiBench/UiBench.apk",
+            "frameworks/base/tests/UiBench"),
+        Workload.WorkloadPackage("com.android.uibench.janktests",
+            "data/app/UiBenchJankTests/UiBenchJankTests.apk",
+            "platform_testing/tests/jank/uibench"),
+    ]
 
     # Package required by this workload
-    package = 'com.android.test.uibench'
+    package = packages[0].package_name
 
     # Instrumentation required to run tests
-    test_package = 'com.android.uibench.janktests'
+    test_package = packages[1].package_name
 
     # Supported tests list
-    test_ClippedListView = 'UiBenchJankTests#testClippedListView'
-    test_DialogListFling = 'UiBenchJankTests#testDialogListFling'
-    test_FadingEdgeListViewFling = 'UiBenchJankTests#testFadingEdgeListViewFling'
-    test_FullscreenOverdraw = 'UiBenchJankTests#testFullscreenOverdraw'
-    test_GLTextureView = 'UiBenchJankTests#testGLTextureView'
-    test_InflatingListViewFling = 'UiBenchJankTests#testInflatingListViewFling'
-    test_Invalidate = 'UiBenchJankTests#testInvalidate'
-    test_InvalidateTree = 'UiBenchJankTests#testInvalidateTree'
-    test_OpenNavigationDrawer = 'UiBenchJankTests#testOpenNavigationDrawer'
-    test_OpenNotificationShade = 'UiBenchJankTests#testOpenNotificationShade'
-    test_ResizeHWLayer = 'UiBenchJankTests#testResizeHWLayer'
-    test_SaveLayerAnimation = 'UiBenchJankTests#testSaveLayerAnimation'
-    test_SlowBindRecyclerViewFling = 'UiBenchJankTests#testSlowBindRecyclerViewFling'
-    test_SlowNestedRecyclerViewFling = 'UiBenchJankTests#testSlowNestedRecyclerViewFling'
-    test_SlowNestedRecyclerViewInitialFling = 'UiBenchJankTests#testSlowNestedRecyclerViewInitialFling'
-    test_TrivialAnimation = 'UiBenchJankTests#testTrivialAnimation'
-    test_TrivialListViewFling = 'UiBenchJankTests#testTrivialListViewFling'
-    test_TrivialRecyclerListViewFling = 'UiBenchJankTests#testTrivialRecyclerListViewFling'
-    test_BitmapUploadJank = 'UiBenchRenderingJankTests#testBitmapUploadJank'
-    test_ShadowGridListFling = 'UiBenchRenderingJankTests#testShadowGridListFling'
-    test_EditTextTyping = 'UiBenchTextJankTests#testEditTextTyping'
-    test_LayoutCacheHighHitrateFling = 'UiBenchTextJankTests#testLayoutCacheHighHitrateFling'
-    test_LayoutCacheLowHitrateFling = 'UiBenchTextJankTests#testLayoutCacheLowHitrateFling'
-    test_ActivityTransitionsAnimation = 'UiBenchTransitionsJankTests#testActivityTransitionsAnimation'
-    test_WebViewFling = 'UiBenchWebView#testWebViewFling'
+    test_list = \
+    ['UiBenchJankTests#testClippedListView',
+    'UiBenchJankTests#testDialogListFling',
+    'UiBenchJankTests#testFadingEdgeListViewFling',
+    'UiBenchJankTests#testFullscreenOverdraw',
+    'UiBenchJankTests#testGLTextureView',
+    'UiBenchJankTests#testInflatingListViewFling',
+    'UiBenchJankTests#testInvalidate',
+    'UiBenchJankTests#testInvalidateTree',
+    'UiBenchJankTests#testOpenNavigationDrawer',
+    'UiBenchJankTests#testOpenNotificationShade',
+    'UiBenchJankTests#testResizeHWLayer',
+    'UiBenchJankTests#testSaveLayerAnimation',
+    'UiBenchJankTests#testSlowBindRecyclerViewFling',
+    'UiBenchJankTests#testSlowNestedRecyclerViewFling',
+    'UiBenchJankTests#testSlowNestedRecyclerViewInitialFling',
+    'UiBenchJankTests#testTrivialAnimation',
+    'UiBenchJankTests#testTrivialListViewFling',
+    'UiBenchJankTests#testTrivialRecyclerListViewFling',
+    'UiBenchRenderingJankTests#testBitmapUploadJank',
+    'UiBenchRenderingJankTests#testShadowGridListFling',
+    'UiBenchTextJankTests#testEditTextTyping',
+    'UiBenchTextJankTests#testLayoutCacheHighHitrateFling',
+    'UiBenchTextJankTests#testLayoutCacheLowHitrateFling',
+    'UiBenchTransitionsJankTests#testActivityTransitionsAnimation',
+    'UiBenchWebView#testWebViewFling']
 
     def __init__(self, test_env):
         super(UiBench, self).__init__(test_env)
@@ -70,7 +82,10 @@ class UiBench(Workload):
         # Set of output data reported by UiBench
         self.db_file = None
 
-    def run(self, out_dir, test_name, duration_s, collect=''):
+    def get_test_list(self):
+	return UiBench.test_list
+
+    def run(self, out_dir, test_name, iterations=10, collect=''):
         """
         Run single UiBench workload.
 
@@ -80,23 +95,30 @@ class UiBench(Workload):
         :param test_name: Name of the test to run
         :type test_name: str
 
-        :param duration_s: Run benchmak for this required number of seconds
-        :type duration_s: int
+        :param iterations: Run benchmak for this required number of iterations
+        :type iterations: int
 
         :param collect: Specifies what to collect. Possible values:
-            - 'energy'
             - 'systrace'
             - 'ftrace'
-            - any combination of the above
         :type collect: list(str)
         """
 
+        if 'energy' in collect:
+            raise ValueError('UiBench workload does not support energy data collection')
+
         activity = '.' + test_name
 
         # Keep track of mandatory parameters
         self.out_dir = out_dir
         self.collect = collect
 
+        # Filter out test overhead
+        filter_prop = System.get_boolean_property(self._target, 'debug.hwui.filter_test_overhead')
+        if not filter_prop:
+            System.set_property(
+                self._target, 'debug.hwui.filter_test_overhead', 'true', restart=True)
+
         # Unlock device screen (assume no password required)
         Screen.unlock(self._target)
 
@@ -109,17 +131,9 @@ class UiBench(Workload):
         # Set min brightness
         Screen.set_brightness(self._target, auto=False, percent=0)
 
-        # Start the main view of the app which must be running
-        # to reset the frame statistics.
-        System.monkey(self._target, self.package)
-
         # Force screen in PORTRAIT mode
         Screen.set_orientation(self._target, portrait=True)
 
-        # Reset frame statistics
-        System.gfxinfo_reset(self._target, self.package)
-        sleep(1)
-
         # Clear logcat
         os.system(self._adb('logcat -c'));
 
@@ -128,16 +142,19 @@ class UiBench(Workload):
         UIBENCH_BENCHMARK_START_RE = re.compile(start_logline)
         self._log.debug("START string [%s]", start_logline)
 
+        finish_logline = r'TestRunner: finished'
+        UIBENCH_BENCHMARK_FINISH_RE = re.compile(finish_logline)
+        self._log.debug("FINISH string [%s]", start_logline)
+
         # Parse logcat output lines
         logcat_cmd = self._adb(
                 'logcat TestRunner:* System.out:I *:S BENCH:*'\
                 .format(self._target.adb_name))
         self._log.info("%s", logcat_cmd)
 
-        # Run benchmark with a lot of iterations to avoid finishing before duration_s elapses
-        command = "nohup am instrument -e iterations 1000000 -e class {}{} -w {}".format(
-            self.test_package, activity, self.test_package)
-        self._target.background(command)
+        command = "am instrument -e iterations {} -e class {}{} -w {}".format(
+            iterations, self.test_package, activity, self.test_package)
+        test_proc = self._target.background(command)
 
         logcat = Popen(logcat_cmd, shell=True, stdout=PIPE)
         while True:
@@ -150,19 +167,19 @@ class UiBench(Workload):
             if match:
                 self.tracingStart()
                 self._log.debug("Benchmark started!")
-                break
-
-        # Run the workload for the required time
-        self._log.info('Benchmark [%s] started, waiting %d [s]',
-                     activity, duration_s)
-        sleep(duration_s)
 
-        self._log.debug("Benchmark done!")
-        self.tracingStop()
+            match = UIBENCH_BENCHMARK_FINISH_RE.search(message)
+            if match:
+                self.tracingStop()
+                self._log.debug("Benchmark finished!")
+                test_proc.wait()
+                break
 
         # Get frame stats
         self.db_file = os.path.join(out_dir, "framestats.txt")
-        System.gfxinfo_get(self._target, self.package, self.db_file)
+        with open(self.db_file, 'w') as f:
+            f.writelines(test_proc.stdout.readlines())
+        self.results = self.get_results(out_dir)
 
         # Close and clear application
         System.force_stop(self._target, self.package, clear=True)
@@ -175,4 +192,19 @@ class UiBench(Workload):
         System.set_airplane_mode(self._target, on=False)
         Screen.set_brightness(self._target, auto=True)
 
+    @staticmethod
+    def get_results(res_dir):
+        path = os.path.join(res_dir, 'framestats.txt')
+        with open(path, "r") as f:
+            lines = f.readlines()
+
+        values = []
+        columns = []
+        RESULTS_PARSE_RE = re.compile(r'gfx-([^=]+)=([0-9.]+)')
+        for line in lines:
+            matches = RESULTS_PARSE_RE.search(line)
+            if matches:
+                columns.append(matches.group(1))
+                values.append(float(matches.group(2)))
+        return pd.DataFrame([values], columns=columns)
 # vim :set tabstop=4 shiftwidth=4 expandtab
diff --git a/libs/utils/energy_model.py b/libs/utils/energy_model.py
index 6831fa7..04d3935 100644
--- a/libs/utils/energy_model.py
+++ b/libs/utils/energy_model.py
@@ -357,7 +357,7 @@ class EnergyModel(object):
 
         max_cap = max(n.max_capacity for n in self.cpu_nodes)
         if max_cap != self.capacity_scale:
-            self._log.warning(
+            self._log.debug(
                 'Unusual max capacity (%s), overriding capacity_scale', max_cap)
             self.capacity_scale = max_cap
 
@@ -861,7 +861,7 @@ class EnergyModel(object):
         remaining_cpus = set(cpus)
         while remaining_cpus:
             cpu = next(iter(remaining_cpus))
-            dom = target.cpufreq.get_domain_cpus(cpu)
+            dom = target.cpufreq.get_related_cpus(cpu)
             freq_domains.append(dom)
             remaining_cpus = remaining_cpus.difference(dom)
 
diff --git a/libs/utils/env.py b/libs/utils/env.py
index f7fc57e..0f20677 100644
--- a/libs/utils/env.py
+++ b/libs/utils/env.py
@@ -26,7 +26,7 @@ import time
 import unittest
 
 import devlib
-from devlib.utils.misc import memoized
+from devlib.utils.misc import memoized, which
 from devlib import Platform, TargetError
 from trappy.stats.Topology import Topology
 
@@ -103,6 +103,21 @@ class TestEnv(ShareState):
         **ANDROID_HOME**
             Path to Android SDK. Defaults to ``$ANDROID_HOME`` from the
             environment.
+        **ANDROID_BUILD_TOP**
+            Path to Android root directory. Defaults to ``$ANDROID_BUILD_TOP`` from the
+            environment.
+        **TARGET_PRODUCT**
+            Target product in the lunch target. Defaults to ``$TARGET_PRODUCT`` from the
+            environment.
+        **TARGET_BUILD_VARIANT**
+            Target build variant in the lunch target. Defaults to ``$TARGET_BUILD_VARIANT`` from the
+            environment.
+        **ANDROID_PRODUCT_OUT**
+            Path to Android output directory. Defaults to ``$ANDROID_PRODUCT_OUT`` from the
+            environment.
+        **DEVICE_LISA_HOME**
+            Path to device-specific LISA directory. Set to ``$DEVICE_LISA_HOME`` from the
+            environment.
         **rtapp-calib**
             Calibration values for RT-App. If unspecified, LISA will
             calibrate RT-App on the target. A message will be logged with
@@ -205,6 +220,11 @@ class TestEnv(ShareState):
         # Keep track of android support
         self.LISA_HOME = os.environ.get('LISA_HOME', '/vagrant')
         self.ANDROID_HOME = os.environ.get('ANDROID_HOME', None)
+        self.ANDROID_BUILD_TOP = os.environ.get('ANDROID_BUILD_TOP', None)
+        self.TARGET_PRODUCT = os.environ.get('TARGET_PRODUCT', None)
+        self.TARGET_BUILD_VARIANT = os.environ.get('TARGET_BUILD_VARIANT', None)
+        self.ANDROID_PRODUCT_OUT = os.environ.get('ANDROID_PRODUCT_OUT', None)
+        self.DEVICE_LISA_HOME = os.environ.get('DEVICE_LISA_HOME', None)
         self.CATAPULT_HOME = os.environ.get('CATAPULT_HOME',
                 os.path.join(self.LISA_HOME, 'tools', 'catapult'))
 
@@ -258,14 +278,6 @@ class TestEnv(ShareState):
         if '__features__' not in self.conf:
             self.conf['__features__'] = []
 
-        self._init()
-
-        # Initialize FTrace events collection
-        self._init_ftrace(True)
-
-        # Initialize RT-App calibration values
-        self.calibration()
-
         # Initialize local results folder
         # test configuration overrides target one
         self.res_dir = (self.test_conf.get('results_dir') or
@@ -290,6 +302,14 @@ class TestEnv(ShareState):
             os.remove(res_lnk)
         os.symlink(self.res_dir, res_lnk)
 
+        self._init()
+
+        # Initialize FTrace events collection
+        self._init_ftrace(True)
+
+        # Initialize RT-App calibration values
+        self.calibration()
+
         # Initialize energy probe instrument
         self._init_energy(True)
 
@@ -404,6 +424,11 @@ class TestEnv(ShareState):
                 self._fastboot = os.path.join(self.ANDROID_HOME,
                                               'platform-tools', 'fastboot')
                 os.environ['ANDROID_HOME'] = self.ANDROID_HOME
+                os.environ['ANDROID_BUILD_TOP'] = self.ANDROID_BUILD_TOP
+                os.environ['TARGET_PRODUCT'] = self.TARGET_PRODUCT
+                os.environ['TARGET_BUILD_VARIANT'] = self.TARGET_BUILD_VARIANT
+                os.environ['ANDROID_PRODUCT_OUT'] = self.ANDROID_PRODUCT_OUT
+                os.environ['DEVICE_LISA_HOME'] = self.DEVICE_LISA_HOME
                 os.environ['CATAPULT_HOME'] = self.CATAPULT_HOME
             else:
                 self._log.info('Android SDK not found as ANDROID_HOME not defined, using PATH for platform tools')
@@ -416,6 +441,11 @@ class TestEnv(ShareState):
 
             self._log.info('External tools using:')
             self._log.info('   ANDROID_HOME: %s', self.ANDROID_HOME)
+            self._log.info('   ANDROID_BUILD_TOP: %s', self.ANDROID_BUILD_TOP)
+            self._log.info('   TARGET_PRODUCT: %s', self.TARGET_PRODUCT)
+            self._log.info('   TARGET_BUILD_VARIANT: %s', self.TARGET_BUILD_VARIANT)
+            self._log.info('   ANDROID_PRODUCT_OUT: %s', self.ANDROID_PRODUCT_OUT)
+            self._log.info('   DEVICE_LISA_HOME: %s', self.DEVICE_LISA_HOME)
             self._log.info('   CATAPULT_HOME: %s', self.CATAPULT_HOME)
 
             if not os.path.exists(self._adb):
@@ -431,7 +461,7 @@ class TestEnv(ShareState):
         # Setup board default if not specified by configuration
         self.nrg_model = None
         platform = None
-        self.__modules = []
+        self.__modules = ['cpufreq', 'cpuidle']
         if 'board' not in self.conf:
             self.conf['board'] = 'UNKNOWN'
 
@@ -457,12 +487,23 @@ class TestEnv(ShareState):
             self.__modules = [ "cpufreq", "cpuidle" ]
             platform = Platform(model='hikey')
 
+        # Initialize HiKey960 board
+        elif self.conf['board'].upper() == 'HIKEY960':
+            self.__modules = ['bl', 'cpufreq', 'cpuidle']
+            platform = Platform(model='hikey960')
+
         # Initialize Pixel phone
         elif self.conf['board'].upper() == 'PIXEL':
             self.nrg_model = pixel_energy
             self.__modules = ['bl', 'cpufreq']
             platform = Platform(model='pixel')
 
+        # Initialize gem5 platform
+        elif self.conf['board'].upper() == 'GEM5':
+            self.nrg_model = None
+            self.__modules=['cpufreq']
+            platform = self._init_target_gem5()
+
         elif self.conf['board'] != 'UNKNOWN':
             # Initilize from platform descriptor (if available)
             board = self._load_board(self.conf['board'])
@@ -474,7 +515,8 @@ class TestEnv(ShareState):
                     core_clusters = self._get_clusters(core_names),
                     big_core=board.get('big_core', None)
                 )
-                self.__modules=board.get('modules', [])
+                if 'modules' in board:
+                    self.__modules = board['modules']
 
         ########################################################################
         # Modules configuration
@@ -571,6 +613,8 @@ class TestEnv(ShareState):
                 raise RuntimeError('Failed to initialized [{}] module, '
                         'update your kernel or test configurations'.format(module))
 
+        if ('skip_nrg_model' in self.conf) and self.conf['skip_nrg_model']:
+            return
         if not self.nrg_model:
             try:
                 self._log.info('Attempting to read energy model from target')
@@ -578,6 +622,56 @@ class TestEnv(ShareState):
             except (TargetError, RuntimeError, ValueError) as e:
                 self._log.error("Couldn't read target energy model: %s", e)
 
+    def _init_target_gem5(self):
+        system = self.conf['gem5']['system']
+        simulator = self.conf['gem5']['simulator']
+
+        # Get gem5 binary arguments
+        args = simulator.get('args', [])
+        args.append('--listener-mode=on')
+
+        # Get platform description
+        args.append(system['platform']['description'])
+
+        # Get platform arguments
+        args += system['platform'].get('args', [])
+        args += ['--kernel {}'.format(system['kernel']),
+                 '--dtb {}'.format(system['dtb']),
+                 '--disk-image {}'.format(system['disk'])]
+
+        # Gather all arguments
+        args = ' '.join(args)
+
+        diod_path = which('diod')
+        if diod_path is None:
+            raise RuntimeError('Failed to find "diod" on your host machine, '
+                               'check your installation or your PATH variable')
+
+        # Setup virtio
+        # Brackets are there to let the output dir be created automatically
+        virtio_args = '--which-diod={} --workload-automation-vio={{}}'.format(diod_path)
+
+        # Change conf['board'] to include platform information
+        suffix = os.path.splitext(os.path.basename(
+            system['platform']['description']))[0]
+        self.conf['board'] = self.conf['board'].lower() + suffix
+
+        board = self._load_board(self.conf['board'])
+
+        # Merge all arguments
+        platform = devlib.platform.gem5.Gem5SimulationPlatform(
+            name = 'gem5',
+            gem5_bin = simulator['bin'],
+            gem5_args = args,
+            gem5_virtio = virtio_args,
+            host_output_dir = self.res_dir,
+            core_names = board['cores'] if board else None,
+            core_clusters = self._get_clusters(board['cores']) if board else None,
+            big_core = board.get('big_core', None) if board else None,
+        )
+
+        return platform
+
     def install_tools(self, tools):
         """
         Install tools additional to those specified in the test config 'tools'
diff --git a/libs/utils/executor.py b/libs/utils/executor.py
index 7c7060b..4170669 100644
--- a/libs/utils/executor.py
+++ b/libs/utils/executor.py
@@ -166,10 +166,17 @@ class Executor():
             Number of iterations for each workload/conf combination. Default
             is 1.
     :type experiments_conf: dict
+
+    :ivar experiments: After calling `meth`:run:, the list of
+                       :class:`Experiment` s that were run
+
+    :ivar iterations: The number of iterations run for each wload/conf pair
+                       (i.e. ``experiments_conf['iterations']``.
+
     """
 
     critical_tasks = {
-        'linux': ['init', 'systemd', 'sh', 'ssh'],
+        'linux': ['init', 'systemd', 'sh', 'ssh', 'rsyslogd', 'jbd2'],
         'android': [
             'sh', 'adbd',
             'usb', 'transport',
@@ -215,9 +222,9 @@ class Executor():
         self.te = test_env
         self.target = self.te.target
 
-        self._iterations = self._experiments_conf.get('iterations', 1)
+        self.iterations = self._experiments_conf.get('iterations', 1)
         # Compute total number of experiments
-        self._exp_count = self._iterations \
+        self._exp_count = self.iterations \
                 * len(self._experiments_conf['wloads']) \
                 * len(self._experiments_conf['confs'])
 
@@ -233,7 +240,7 @@ class Executor():
 
         self._log.info('   %3d workloads (%d iterations each)',
                        len(self._experiments_conf['wloads']),
-                       self._iterations)
+                       self.iterations)
         wload_confs = ', '.join(self._experiments_conf['wloads'])
         self._log.info('      %s', wload_confs)
 
@@ -261,7 +268,7 @@ class Executor():
             for wl_idx in self._experiments_conf['wloads']:
                 # TEST: configuration
                 wload, test_dir = self._wload_init(tc, wl_idx)
-                for itr_idx in range(1, self._iterations + 1):
+                for itr_idx in range(1, self.iterations + 1):
                     exp = Experiment(
                         wload_name=wl_idx,
                         wload=wload,
@@ -578,10 +585,10 @@ class Executor():
 
         if conf['class'] == 'custom':
             rtapp = wlgen.RTA(self.target,
-                        wl_idx, calibration = self.te.calib)
+                              wl_idx, calibration = self.te.calibration())
             rtapp.conf(kind='custom',
                     params=conf['json'],
-                    duration=conf['duration'],
+                    duration=conf.get('duration'),
                     loadref=loadref,
                     cpus=cpus, run_dir=self.te.run_dir)
             return rtapp
@@ -663,7 +670,7 @@ class Executor():
         self._print_title('Experiment {}/{}, [{}:{}] {}/{}'\
                 .format(exp_idx, self._exp_count,
                         tc_idx, experiment.wload_name,
-                        experiment.iteration, self._iterations))
+                        experiment.iteration, self.iterations))
 
         # Setup local results folder
         self._log.debug('out_dir set to [%s]', experiment.out_dir)
diff --git a/libs/utils/perf_analysis.py b/libs/utils/perf_analysis.py
index 1f3256e..9d2ff62 100644
--- a/libs/utils/perf_analysis.py
+++ b/libs/utils/perf_analysis.py
@@ -158,7 +158,7 @@ class PerfAnalysis(object):
         axes.set_title('Task [{0:s}] (start) Latency and (completion) Slack'\
                 .format(task));
         data = self.df(task)[['Slack', 'WKPLatency']]
-        data.plot(ax=axes, drawstyle='steps-post', style=['r', 'g']);
+        data.plot(ax=axes, drawstyle='steps-post', style=['b', 'g']);
         # axes.set_xlim(x_min, x_max);
         axes.xaxis.set_visible(False);
         # Plot: Performance
diff --git a/libs/utils/platforms/__init__.py b/libs/utils/platforms/__init__.py
index e69de29..b6558e3 100644
--- a/libs/utils/platforms/__init__.py
+++ b/libs/utils/platforms/__init__.py
@@ -0,0 +1,12 @@
+import json
+import os
+from conf import JsonConf
+
+# Add identifiers for each of the platforms we have JSON descriptors for
+this_dir = os.path.dirname(__file__)
+for file_name in os.listdir(this_dir):
+    name, ext = os.path.splitext(file_name)
+    if ext == '.json':
+        platform = JsonConf(os.path.join(this_dir, file_name)).load()
+        identifier = name.replace('-', '_')
+        globals()[identifier] = platform
diff --git a/libs/utils/platforms/cros-elm.json b/libs/utils/platforms/cros-elm.json
new file mode 100644
index 0000000..78c42d6
--- /dev/null
+++ b/libs/utils/platforms/cros-elm.json
@@ -0,0 +1,30 @@
+{
+    "board" : {
+	"cores" : [
+	    "A53", "A53",
+	    "A72", "A72"
+	],
+	"big_core" : "A72",
+	"modules" : ["bl", "cpufreq", "cpuidle"]
+    },
+    "nrg_model": {
+	"big": {
+	    "cluster": {
+		"nrg_max": 252
+	    },
+	    "cpu": {
+		"cap_max": 1024,
+		"nrg_max": 1098
+	    }
+	},
+	"little": {
+	    "cluster": {
+		"nrg_max": 220
+	    },
+	    "cpu": {
+		"cap_max": 591,
+		"nrg_max": 217
+	    }
+	}
+    }
+}
diff --git a/libs/utils/platforms/cros-kevin.json b/libs/utils/platforms/cros-kevin.json
new file mode 100644
index 0000000..3e1f9e5
--- /dev/null
+++ b/libs/utils/platforms/cros-kevin.json
@@ -0,0 +1,30 @@
+{
+    "board" : {
+	"cores" : [
+	    "A53", "A53", "A53", "A53",
+	    "A72", "A72"
+	],
+	"big_core" : "A72",
+	"modules" : ["bl", "cpufreq", "cpuidle"]
+    },
+    "nrg_model": {
+	"big": {
+	    "cluster": {
+		"nrg_max": 78
+	    },
+	    "cpu": {
+		"cap_max": 1024,
+		"nrg_max": 1893
+	    }
+	},
+	"little": {
+	    "cluster": {
+		"nrg_max": 56
+	    },
+	    "cpu": {
+		"cap_max": 472,
+		"nrg_max": 215
+	    }
+	}
+    }
+}
diff --git a/libs/utils/platforms/hikey960.json b/libs/utils/platforms/hikey960.json
new file mode 100644
index 0000000..229b8d6
--- /dev/null
+++ b/libs/utils/platforms/hikey960.json
@@ -0,0 +1,76 @@
+{
+    "board" : {
+        "cores" : [
+            "A53", "A53", "A53", "A53",
+            "A73", "A73", "A73", "A73"
+        ],
+        "big_core" : "A73",
+        "modules" : ["bl", "cpufreq", "cpuidle"]
+    },
+    "nrg_model": {
+        "big": {
+            "cluster": {
+                "nrg_max": 413
+            },
+            "cpu": {
+                "cap_max": 1023,
+                "nrg_max": 1214
+            }
+        },
+        "little": {
+            "cluster": {
+                "nrg_max": 84
+            },
+            "cpu": {
+                "cap_max": 402,
+                "nrg_max": 242
+            }
+        }
+    },
+    "abi": "arm64",
+    "clusters": {
+        "0": [
+            0,
+            1,
+            2,
+            3
+        ],
+        "1": [
+            4,
+            5,
+            6,
+            7
+        ]
+    },
+    "cpus_count": 8,
+    "freqs": {
+        "0": [
+            533000,
+            999000,
+            1402000,
+            1709000,
+            1844000
+        ],
+        "1": [
+            903000,
+            1421000,
+            1805000,
+            2112000,
+            2362000
+        ]
+    },
+    "topology": [
+        [
+            0,
+            1,
+            2,
+            3
+        ],
+        [
+            4,
+            5,
+            6,
+            7
+        ]
+    ]
+}
diff --git a/libs/utils/platforms/juno.json b/libs/utils/platforms/juno.json
index d8a4270..0538319 100644
--- a/libs/utils/platforms/juno.json
+++ b/libs/utils/platforms/juno.json
@@ -1,5 +1,16 @@
 {
-    // JUNO Energy Model
+    "abi": "arm64",
+    "clusters": {
+        "big": [1, 2],
+        "little": [0, 3, 4, 5]},
+    "cpus_count": 6,
+    "freqs": {
+        "big": [450000, 625000, 800000, 950000, 1100000],
+        "little": [450000, 575000, 700000, 775000, 850000]
+    },
+    "topology": [
+        [0, 3, 4, 5], [1, 2]
+    ],
     "nrg_model" : {
         "little" : {
             "cpu" : {
diff --git a/libs/utils/platforms/odroid-xu4.json b/libs/utils/platforms/odroid-xu4.json
new file mode 100644
index 0000000..5a92e6f
--- /dev/null
+++ b/libs/utils/platforms/odroid-xu4.json
@@ -0,0 +1,10 @@
+{
+    "board" : {
+        "cores" : [
+            "A7", "A7", "A7", "A7",
+            "A15", "A15", "A15", "A15"
+        ],
+        "big_core" : "A15",
+        "modules" : ["bl", "cpufreq"]
+    }
+}
diff --git a/libs/utils/test.py b/libs/utils/test.py
index b606216..702de6d 100644
--- a/libs/utils/test.py
+++ b/libs/utils/test.py
@@ -56,6 +56,9 @@ class LisaTest(unittest.TestCase):
     experiments_conf = None
     """Override this with a dictionary or JSON path to configure the Executor"""
 
+    permitted_fail_pct = 0
+    """The percentage of iterations of each test that may be permitted to fail"""
+
     @classmethod
     def _getTestConf(cls):
         if cls.test_conf is None:
@@ -81,12 +84,20 @@ class LisaTest(unittest.TestCase):
         """
         Set up logging and trigger running experiments
         """
-        cls.logger = logging.getLogger('LisaTest')
+        cls._log = logging.getLogger('LisaTest')
 
-        cls.logger.info('Setup tests execution engine...')
+        cls._log.info('Setup tests execution engine...')
         test_env = TestEnv(test_conf=cls._getTestConf())
 
         experiments_conf = cls._getExperimentsConf(test_env)
+
+        if ITERATIONS_FROM_CMDLINE:
+            if 'iterations' in experiments_conf:
+                cls.logger.warning(
+                    "Command line overrides iteration count in "
+                    "{}'s experiments_conf".format(cls.__name__))
+            experiments_conf['iterations'] = ITERATIONS_FROM_CMDLINE
+
         cls.executor = Executor(test_env, experiments_conf)
 
         # Alias tests and workloads configurations
@@ -100,7 +111,7 @@ class LisaTest(unittest.TestCase):
         # Execute pre-experiments code defined by the test
         cls._experimentsInit()
 
-        cls.logger.info('Experiments execution...')
+        cls._log.info('Experiments execution...')
         cls.executor.run()
 
         cls.experiments = cls.executor.experiments
@@ -154,8 +165,7 @@ class LisaTest(unittest.TestCase):
                 'to your test/experiment configuration flags')
 
         events = self.test_conf['ftrace']['events']
-        tasks = experiment.wload.tasks.keys()
-        trace = Trace(self.te.platform, experiment.out_dir, events, tasks)
+        trace = Trace(self.te.platform, experiment.out_dir, events)
 
         self.__traces[experiment.out_dir] = trace
         return trace
@@ -213,18 +223,51 @@ def experiment_test(wrapped_test, instance, args, kwargs):
     The method will be passed the experiment object and a list of the names of
     tasks that were run as the experiment's workload.
     """
+    failures = {}
     for experiment in instance.executor.experiments:
         tasks = experiment.wload.tasks.keys()
         try:
             wrapped_test(experiment, tasks, *args, **kwargs)
         except AssertionError as e:
             trace_relpath = os.path.join(experiment.out_dir, "trace.dat")
-            add_msg = "\n\tCheck trace file: " + os.path.abspath(trace_relpath)
-            orig_msg = e.args[0] if len(e.args) else ""
-            e.args = (orig_msg + add_msg,) + e.args[1:]
-            raise
+            add_msg = "Check trace file: " + os.path.abspath(trace_relpath)
+            msg = str(e) + "\n\t" +  add_msg
+
+            test_key = (experiment.wload_name, experiment.conf['tag'])
+            failures[test_key] = failures.get(test_key, []) + [msg]
+
+    for fails in failures.itervalues():
+        iterations = instance.executor.iterations
+        fail_pct = 100. * len(fails) / iterations
+
+        msg = "{} failures from {} iteration(s):\n{}".format(
+            len(fails), iterations, '\n'.join(fails))
+        if fail_pct > instance.permitted_fail_pct:
+            raise AssertionError(msg)
+        else:
+            instance._log.warning(msg)
+            instance._log.warning(
+                'ALLOWING due to permitted_fail_pct={}'.format(
+                    instance.permitted_fail_pct))
+
 
 # Prevent nosetests from running experiment_test directly as a test case
 experiment_test.__test__ = False
 
+# Allow the user to override the iterations setting from the command
+# line. Nosetests does not support this kind of thing, so we use an
+# evil hack: the lisa-test shell function takes an --iterations
+# argument and exports an environment variable. If the test itself
+# specifies an iterations count, we'll later print a warning and
+# override it. We do this here in the root scope, rather than in
+# runExperiments, so that if the value is invalid we print the error
+# immediately instead of going ahead with target setup etc.
+try:
+    ITERATIONS_FROM_CMDLINE = int(
+        os.getenv('LISA_TEST_ITERATIONS', '0'))
+    if ITERATIONS_FROM_CMDLINE < 0:
+        raise ValueError('Cannot be negative')
+except ValueError as e:
+    raise ValueError("Couldn't read iterations count: {}".format(e))
+
 # vim :set tabstop=4 shiftwidth=4 expandtab
diff --git a/libs/utils/trace.py b/libs/utils/trace.py
index 53379d5..6b4c8b0 100644
--- a/libs/utils/trace.py
+++ b/libs/utils/trace.py
@@ -43,7 +43,7 @@ class Trace(object):
 
     :param platform: a dictionary containing information about the target
         platform
-    :type platform: dict
+    :type platform: dict or None
 
     :param data_dir: folder containing all trace data
     :type data_dir: str
@@ -51,10 +51,6 @@ class Trace(object):
     :param events: events to be parsed (everything in the trace by default)
     :type events: list(str)
 
-    :param tasks: filter data for the specified tasks only. If None (default),
-        use data for all tasks found in the trace.
-    :type tasks: list(str) or NoneType
-
     :param window: time window to consider when parsing the trace
     :type window: tuple(int, int)
 
@@ -81,8 +77,9 @@ class Trace(object):
     :type cgroup_info: dict
     """
 
-    def __init__(self, platform, data_dir, events=None,
-                 tasks=None, window=(0, None),
+    def __init__(self, platform, data_dir, events,
+                 tasks=None,
+                 window=(0, None),
                  normalize_time=True,
                  trace_format='FTrace',
                  plots_dir=None,
@@ -90,7 +87,7 @@ class Trace(object):
                  cgroup_info={}):
 
         # The platform used to run the experiments
-        self.platform = platform
+        self.platform = platform or {}
 
         # TRAPpy Trace object
         self.ftrace = None
@@ -101,6 +98,9 @@ class Trace(object):
         # The time window used to limit trace parsing to
         self.window = window
 
+        # Whether trace timestamps are normalized or not
+        self.normalize_time = normalize_time
+
         # Dynamically registered TRAPpy events
         self.trappy_cls = {}
 
@@ -111,9 +111,6 @@ class Trace(object):
         self.overutilized_time = 0
         self.overutilized_prc = 0
 
-        # The dictionary of tasks descriptors available in the dataset
-        self.tasks = {}
-
         # List of events required by user
         self.events = []
 
@@ -131,7 +128,7 @@ class Trace(object):
 
         # Folder containing trace
         if not os.path.isdir(data_dir):
-            self.data_dir = os.path.dirname(data_dir)
+            self.data_dir = os.path.dirname(data_dir) or '.'
         else:
             self.data_dir = data_dir
 
@@ -145,9 +142,7 @@ class Trace(object):
         self.cgroup_info = cgroup_info
 
         self.__registerTraceEvents(events) if events else None
-        self.__parseTrace(data_dir, tasks, window, normalize_time,
-                          trace_format)
-        self.__computeTimeSpan()
+        self.__parseTrace(data_dir, tasks, window, trace_format)
 
         # Minimum and Maximum x_time to use for all plots
         self.x_min = 0
@@ -161,6 +156,13 @@ class Trace(object):
         self.data_frame = TraceData()
         self._registerDataFrameGetters(self)
 
+        # If we don't know the number of CPUs, check the trace for the
+        # highest-numbered CPU that traced an event.
+        if 'cpus_count' not in self.platform:
+            max_cpu = max(int(self.data_frame.trace_event(e)['__cpu'].max())
+                          for e in self.available_events)
+            self.platform['cpus_count'] = max_cpu + 1
+
         self.analysis = AnalysisRegister(self)
 
     def _registerDataFrameGetters(self, module):
@@ -190,14 +192,9 @@ class Trace(object):
         :param t_max: upper bound
         :type t_max: int or float
         """
-        if t_min is None:
-            self.x_min = 0
-        else:
-            self.x_min = t_min
-        if t_max is None:
-            self.x_max = self.time_range
-        else:
-            self.x_max = t_max
+        self.x_min = t_min if t_min is not None else self.start_time
+        self.x_max = t_max if t_max is not None else self.start_time + self.time_range
+
         self._log.debug('Set plots time range to (%.6f, %.6f)[s]',
                        self.x_min, self.x_max)
 
@@ -218,7 +215,7 @@ class Trace(object):
         if 'cpu_frequency' in events:
             self.events.append('cpu_frequency_devlib')
 
-    def __parseTrace(self, path, tasks, window, normalize_time, trace_format):
+    def __parseTrace(self, path, tasks, window, trace_format):
         """
         Internal method in charge of performing the actual parsing of the
         trace.
@@ -232,9 +229,6 @@ class Trace(object):
         :param window: time window to consider when parsing the trace
         :type window: tuple(int, int)
 
-        :param normalize_time: normalize trace time stamps
-        :type normalize_time: bool
-
         :param trace_format: format of the trace. Possible values are:
             - FTrace
             - SysTrace
@@ -253,9 +247,16 @@ class Trace(object):
         else:
             raise ValueError("Unknown trace format {}".format(trace_format))
 
+        # If using normalized time, we should use
+        # TRAPpy's `abs_window` instead of `window`
+        window_kw = {}
+        if self.normalize_time:
+            window_kw['window'] = window
+        else:
+            window_kw['abs_window'] = window
         scope = 'custom' if self.events else 'all'
         self.ftrace = trace_class(path, scope=scope, events=self.events,
-                                  window=window, normalize_time=normalize_time)
+                                  normalize_time=self.normalize_time, **window_kw)
 
         # Load Functions profiling data
         has_function_stats = self._loadFunctionsStats(path)
@@ -269,9 +270,17 @@ class Trace(object):
             raise ValueError('The trace does not contain useful events '
                              'nor function stats')
 
+        # Index PIDs and Task names
+        self.__loadTasksNames(tasks)
+
+        self.__computeTimeSpan()
+
         # Sanitize cgroup info if any
         self._sanitize_CgroupAttachTask()
 
+        # Setup internal data reference to interesting events/dataframes
+        self._sanitize_SchedOverutilized()
+
         # Santization not possible if platform missing
         if not self.platform:
             # Setup internal data reference to interesting events/dataframes
@@ -281,21 +290,8 @@ class Trace(object):
             self._sanitize_SchedBoostCpu()
             self._sanitize_SchedBoostTask()
             self._sanitize_SchedEnergyDiff()
-            self._sanitize_SchedOverutilized()
             self._sanitize_CpuFrequency()
 
-        self.__loadTasksNames(tasks)
-
-        # Compute plot window
-        if not normalize_time:
-            start = self.window[0]
-            if self.window[1]:
-                duration = min(self.ftrace.get_duration(), self.window[1])
-            else:
-                duration = self.ftrace.get_duration()
-            self.window = (self.ftrace.basetime + start,
-                           self.ftrace.basetime + duration)
-
     def __checkAvailableEvents(self, key=""):
         """
         Internal method used to build a list of available events.
@@ -322,16 +318,18 @@ class Trace(object):
             df = self._dfg_trace_event(event)
             if tasks is None:
                 tasks = df[name_key].unique()
-            self.getTasks(df, tasks, name_key=name_key, pid_key=pid_key)
             self._scanTasks(df, name_key=name_key, pid_key=pid_key)
             self._scanTgids(df)
 
         if 'sched_switch' in self.available_events:
-            load(tasks, 'sched_switch', 'next_comm', 'next_pid')
-        elif 'sched_load_avg_task' in self.available_events:
+            load(tasks, 'sched_switch', 'prev_comm', 'prev_pid')
+            return
+
+        if 'sched_load_avg_task' in self.available_events:
             load(tasks, 'sched_load_avg_task', 'comm', 'pid')
-        else:
-            self._log.warning('Failed to load tasks names from trace events')
+            return
+
+        self._log.warning('Failed to load tasks names from trace events')
 
     def hasEvents(self, dataset):
         """
@@ -349,30 +347,12 @@ class Trace(object):
         """
         Compute time axis range, considering all the parsed events.
         """
-        ts = sys.maxint
-        te = 0
-
-        for events in self.available_events:
-            df = self._dfg_trace_event(events)
-            if len(df) == 0:
-                continue
-            if (df.index[0]) < ts:
-                ts = df.index[0]
-            if (df.index[-1]) > te:
-                te = df.index[-1]
-            self.time_range = te - ts
-
+        self.start_time = 0 if self.normalize_time else self.ftrace.basetime
+        self.time_range = self.ftrace.get_duration()
         self._log.debug('Collected events spans a %.3f [s] time interval',
                        self.time_range)
 
-        # Build a stat on trace overutilization
-        if self.hasEvents('sched_overutilized'):
-            df = self._dfg_trace_event('sched_overutilized')
-            self.overutilized_time = df[df.overutilized == 1].len.sum()
-            self.overutilized_prc = 100. * self.overutilized_time / self.time_range
-
-            self._log.debug('Overutilized time: %.6f [s] (%.3f%% of trace time)',
-                           self.overutilized_time, self.overutilized_prc)
+        self.setXTimeRange(self.window[0], self.window[1])
 
     def _scanTgids(self, df):
         if not '__tgid' in df.columns:
@@ -399,37 +379,57 @@ class Trace(object):
         :param pid_key: The name of the dataframe columns containing task PIDs
         :type pid_key: str
         """
-        df = df[[name_key, pid_key]].drop_duplicates()
+        df = df[[name_key, pid_key]]
         self._tasks_by_name = df.set_index(name_key)
-        self._tasks_by_pid = df.set_index(pid_key)
+        self._tasks_by_pid = (df.drop_duplicates(subset=pid_key, keep='last')
+                .rename(columns={
+                    pid_key : 'PID',
+                    name_key : 'TaskName'})
+                .set_index('PID').sort_index())
 
     def getTaskByName(self, name):
         """
         Get the PIDs of all tasks with the specified name.
 
+        The same PID can have different task names, mainly because once a task
+        is generated it inherits the parent name and then its name is updated
+        to represent what the task really is.
+
+        This API works under the assumption that a task name is updated at
+        most one time and it always considers the name a task had the last time
+        it has been scheduled for execution in the current trace.
+
         :param name: task name
         :type name: str
+
+        :return: a list of PID for tasks which name matches the required one,
+                 the last time they ran in the current trace
         """
-        if name not in self._tasks_by_name.index:
-            return []
-        if len(self._tasks_by_name.ix[name].values) > 1:
-            return list({task[0] for task in
-                         self._tasks_by_name.ix[name].values})
-        return [self._tasks_by_name.ix[name].values[0]]
+        return (self._tasks_by_pid[self._tasks_by_pid.TaskName == name]
+                    .index.tolist())
 
     def getTaskByPid(self, pid):
         """
-        Get the names of all tasks with the specified PID.
+        Get the name of the task with the specified PID.
+
+        The same PID can have different task names, mainly because once a task
+        is generated it inherits the parent name and then its name is
+        updated to represent what the task really is.
+
+        This API works under the assumption that a task name is updated at
+        most one time and it always report the name the task had the last time
+        it has been scheduled for execution in the current trace.
 
         :param name: task PID
         :type name: int
+
+        :return: the list of names of the tasks whose PID matches the required one,
+                 the last time they ran in the current trace
         """
-        if pid not in self._tasks_by_pid.index:
-            return []
-        if len(self._tasks_by_pid.ix[pid].values) > 1:
-            return list({task[0] for task in
-                         self._tasks_by_pid.ix[pid].values})
-        return [self._tasks_by_pid.ix[pid].values[0]]
+        try:
+            return self._tasks_by_pid.ix[pid].values[0]
+        except KeyError:
+            return None
 
     def getTgidFromPid(self, pid):
         return _pid_tgid.ix[pid].values[0]
@@ -437,55 +437,22 @@ class Trace(object):
     def getTasks(self, dataframe=None,
                  task_names=None, name_key='comm', pid_key='pid'):
         """
-        Helper function to get PIDs of specified tasks.
-
-        This method can take a Pandas dataset in input to be used to fiter out
-        the PIDs of all the specified tasks. If a dataset is not provided,
-        previously filtered PIDs are returned.
-
-        If a list of task names is not provided, all tasks detected in the trace
-        will be used. The specified dataframe must provide at least two columns
-        reporting the task name and the task PID. The default values of this
-        colums could be specified using the provided parameters.
-
-        :param dataframe: A Pandas dataframe containing at least 'name_key' and
-            'pid_key' columns. If None, the all PIDs are returned.
-        :type dataframe: :mod:`pandas.DataFrame`
-
-        :param task_names: The list of tasks to get the PID of (default: all
-            tasks)
-        :type task_names: list(str)
+        :return: the name of the task which PID matches the required one,
+                 the last time they ran in the current trace
+        """
+        try:
+            return self._tasks_by_pid.ix[pid].values[0]
+        except KeyError:
+            return None
 
-        :param name_key: The name of the dataframe columns containing task
-            names
-        :type name_key: str
+    def getTasks(self):
+        """
+        Get a dictionary of all the tasks in the Trace.
 
-        :param pid_key: The name of the dataframe columns containing task PIDs
-        :type pid_key: str
+        :return: a dictionary which maps each PID to the corresponding task
+                 name
         """
-        if task_names is None:
-            task_names = self.tasks.keys()
-        if dataframe is None:
-            return {k: v for k, v in  self.tasks.iteritems() if k in task_names}
-        df = dataframe
-        self._log.debug('Lookup dataset for tasks...')
-        for tname in task_names:
-            self._log.debug('Lookup for task [%s]...', tname)
-            results = df[df[name_key] == tname][[name_key, pid_key]]
-            if len(results) == 0:
-                self._log.error('  task %16s NOT found', tname)
-                continue
-            (name, pid) = results.head(1).values[0]
-            if name != tname:
-                self._log.error('  task %16s NOT found', tname)
-                continue
-            if tname not in self.tasks:
-                self.tasks[tname] = {}
-            pids = list(results[pid_key].unique())
-            self.tasks[tname]['pid'] = pids
-            self._log.debug('  task %16s found, pid: %s',
-                            tname, self.tasks[tname]['pid'])
-        return self.tasks
+        return self._tasks_by_pid.TaskName.to_dict()
 
 
 ###############################################################################
@@ -637,21 +604,29 @@ class Trace(object):
         sdf = sdf.join(self._pid_tgid, on='prev_pid').rename(columns = {'tgid': 'prev_tgid'})
 
         df = self._tasks_by_pid.rename(columns = { 'next_comm': 'comm' })
-        sdf = sdf.join(df, on='next_tgid').rename(columns = {'comm': 'next_tgid_comm'})
-        sdf = sdf.join(df, on='prev_tgid').rename(columns = {'comm': 'prev_tgid_comm'})
+
+        sdf = sdf.join(df, on='next_tgid').rename(columns = {'TaskName': 'next_tgid_comm'})
+        sdf = sdf.join(df, on='prev_tgid').rename(columns = {'TaskName': 'prev_tgid_comm'})
         return sdf
 
 ###############################################################################
 # Trace Events Sanitize Methods
 ###############################################################################
+    @property
+    def has_big_little(self):
+        return ('clusters' in self.platform
+                and 'big' in self.platform['clusters']
+                and 'little' in self.platform['clusters']
+                and 'nrg_model' in self.platform)
 
     def _sanitize_SchedCpuCapacity(self):
         """
         Add more columns to cpu_capacity data frame if the energy model is
-        available.
+        available and the platform is big.LITTLE.
         """
         if not self.hasEvents('cpu_capacity') \
-           or 'nrg_model' not in self.platform:
+           or 'nrg_model' not in self.platform \
+           or not self.has_big_little:
             return
 
         df = self._dfg_trace_event('cpu_capacity')
@@ -694,9 +669,17 @@ class Trace(object):
             df.rename(columns={'avg_period': 'period_contrib'}, inplace=True)
             df.rename(columns={'runnable_avg_sum': 'load_sum'}, inplace=True)
             df.rename(columns={'running_avg_sum': 'util_sum'}, inplace=True)
+
+        if not self.has_big_little:
+            return
+
         df['cluster'] = np.select(
                 [df.cpu.isin(self.platform['clusters']['little'])],
                 ['LITTLE'], 'big')
+
+        if 'nrg_model' not in self.platform:
+            return
+
         # Add a column which represents the max capacity of the smallest
         # clustre which can accomodate the task utilization
         little_cap = self.platform['nrg_model']['little']['cpu']['cap_max']
@@ -742,7 +725,8 @@ class Trace(object):
         Also convert between existing field name formats for sched_energy_diff
         """
         if not self.hasEvents('sched_energy_diff') \
-           or 'nrg_model' not in self.platform:
+           or 'nrg_model' not in self.platform \
+           or not self.has_big_little:
             return
         nrg_model = self.platform['nrg_model']
         em_lcluster = nrg_model['little']['cluster']
@@ -790,6 +774,18 @@ class Trace(object):
         df['len'] = (df.start - df.start.shift()).fillna(0).shift(-1)
         df.drop('start', axis=1, inplace=True)
 
+        # Fix the last event, which will have a NaN duration
+        # Set duration to trace_end - last_event
+        df.loc[df.index[-1], 'len'] = self.start_time + self.time_range - df.index[-1]
+
+        # Build a stat on trace overutilization
+        df = self._dfg_trace_event('sched_overutilized')
+        self.overutilized_time = df[df.overutilized == 1].len.sum()
+        self.overutilized_prc = 100. * self.overutilized_time / self.time_range
+
+        self._log.debug('Overutilized time: %.6f [s] (%.3f%% of trace time)',
+                        self.overutilized_time, self.overutilized_prc)
+
     # Sanitize cgroup information helper
     def _helper_sanitize_CgroupAttachTask(self, df, allowed_cgroups, controller_id_name):
         # Drop rows that aren't in the root-id -> name map
@@ -862,7 +858,8 @@ class Trace(object):
         Verify that all platform reported clusters are frequency coherent (i.e.
         frequency scaling is performed at a cluster level).
         """
-        if not self.hasEvents('cpu_frequency_devlib'):
+        if not self.hasEvents('cpu_frequency_devlib') \
+           or 'clusters' not in self.platform:
             return
 
         devlib_freq = self._dfg_trace_event('cpu_frequency_devlib')
@@ -967,7 +964,9 @@ class Trace(object):
         """
         if os.path.isdir(path):
             path = os.path.join(path, 'trace.stats')
-        if path.endswith('dat') or path.endswith('html'):
+        if (path.endswith('dat') or
+            path.endswith('txt') or
+            path.endswith('html')):
             pre, ext = os.path.splitext(path)
             path = pre + '.stats'
         if not os.path.isfile(path):
@@ -1060,6 +1059,10 @@ class Trace(object):
             )
 
         active.fillna(method='ffill', inplace=True)
+        # There might be NaNs in the signal where we got data from some CPUs
+        # before others. That will break the .astype(int) below, so drop rows
+        # with NaN in them.
+        active.dropna(inplace=True)
 
         # Cluster active is the OR between the actives on each CPU
         # belonging to that specific cluster
diff --git a/libs/wlgen/wlgen/rta.py b/libs/wlgen/wlgen/rta.py
index 496435e..5223f6f 100644
--- a/libs/wlgen/wlgen/rta.py
+++ b/libs/wlgen/wlgen/rta.py
@@ -184,104 +184,25 @@ class RTA(Workload):
             for line in self.output['executor'].split('\n'):
                 ofile.write(line+'\n')
 
-    def _getFirstBiggest(self, cpus):
-        # Non big.LITTLE system:
-        if 'bl' not in self.target.modules:
-            # return the first CPU of the last cluster
-            platform = self.target.platform
-            cluster_last = list(set(platform.core_clusters))[-1]
-            cluster_cpus = [cpu_id
-                    for cpu_id, cluster_id in enumerate(platform.core_clusters)
-                                           if cluster_id == cluster_last]
-            # If CPUs have been specified': return the fist in the last cluster
-            if cpus:
-                for cpu_id in cpus:
-                    if cpu_id in cluster_cpus:
-                        return cpu_id
-            # Otherwise just return the first cpu of the last cluster
-            return cluster_cpus[0]
-
-        # big.LITTLE system:
-        for c in cpus:
-             if c not in self.target.bl.bigs:
-                continue
-             return c
-        # Only LITTLE CPUs, thus:
-        #  return the first possible cpu
-        return cpus[0]
-
-    def _getFirstBig(self, cpus=None):
-        # Non big.LITTLE system:
-        if 'bl' not in self.target.modules:
-            return self._getFirstBiggest(cpus)
-        if cpus:
-            for c in cpus:
-                if c not in self.target.bl.bigs:
-                    continue
-                return c
-        # Only LITTLE CPUs, thus:
-        #  return the first big core of the system
-        if self.target.big_core:
-            # Big.LITTLE system
-            return self.target.bl.bigs[0]
-        return 0
-
-    def _getFirstLittle(self, cpus=None):
-        # Non big.LITTLE system:
-        if 'bl' not in self.target.modules:
-            # return the first CPU of the first cluster
-            platform = self.target.platform
-            cluster_first = list(set(platform.core_clusters))[0]
-            cluster_cpus = [cpu_id
-                    for cpu_id, cluster_id in enumerate(platform.core_clusters)
-                                           if cluster_id == cluster_first]
-            # If CPUs have been specified': return the fist in the first cluster
-            if cpus:
-                for cpu_id in cpus:
-                    if cpu_id in cluster_cpus:
-                        return cpu_id
-            # Otherwise just return the first cpu of the first cluster
-            return cluster_cpus[0]
-
-        # Try to return one LITTLE CPUs among the specified ones
-        if cpus:
-            for c in cpus:
-                if c not in self.target.bl.littles:
-                    continue
-                return c
-        # Only big CPUs, thus:
-        #  return the first LITTLE core of the system
-        if self.target.little_core:
-            # Big.LITTLE system
-            return self.target.bl.littles[0]
-        return 0
-
-    def getTargetCpu(self, loadref):
+    def getCalibrationConf(self):
         # Select CPU for task calibration, which is the first little
         # of big depending on the loadref tag
         if self.pload is not None:
-            if loadref and loadref.upper() == 'LITTLE':
-                target_cpu = self._getFirstLittle()
-                self._log.debug('ref on LITTLE cpu: %d', target_cpu)
+            if self.loadref and self.loadref.upper() == 'LITTLE':
+                return max(self.pload.values())
             else:
-                target_cpu = self._getFirstBig()
-                self._log.debug('ref on big cpu: %d', target_cpu)
-            return target_cpu
-
-        # These options are selected only when RTApp has not been
-        # already calibrated
-        if self.cpus is None:
-            target_cpu = self._getFirstBig()
-            self._log.debug('ref on cpu: %d', target_cpu)
+                return min(self.pload.values())
         else:
-            target_cpu = self._getFirstBiggest(self.cpus)
-            self._log.debug('ref on (possible) biggest cpu: %d', target_cpu)
-        return target_cpu
+            cpus = self.cpus or range(self.target.number_of_cpus)
+
+            target_cpu = cpus[-1]
+            if 'bl'in self.target.modules:
+                cluster = self.target.bl.bigs
+                candidates = sorted(set(self.target.bl.bigs).intersection(cpus))
+                if candidates:
+                    target_cpu = candidates[0]
 
-    def getCalibrationConf(self, target_cpu=0):
-        if self.pload is None:
             return 'CPU{0:d}'.format(target_cpu)
-        return self.pload[target_cpu]
 
     def _confCustom(self):
 
@@ -294,18 +215,13 @@ class RTA(Workload):
             raise ValueError('value specified for \'params\' is not '
                              'a valid rt-app JSON configuration file')
 
-        if self.duration is None:
-            raise ValueError('Workload duration not specified')
-
-        target_cpu = self.getTargetCpu(self.loadref)
-        calibration = self.getCalibrationConf(target_cpu)
-
         self._log.info('Loading custom configuration:')
         self._log.info('   %s', rtapp_conf)
         self.json = '{0:s}_{1:02d}.json'.format(self.name, self.exc_id)
         ofile = open(self.json, 'w')
         ifile = open(rtapp_conf, 'r')
 
+        calibration = self.getCalibrationConf()
         # Calibration can either be a string like "CPU1" or an integer, if the
         # former we need to quote it.
         if type(calibration) != int:
@@ -319,6 +235,8 @@ class RTA(Workload):
         }
 
         for line in ifile:
+            if '__DURATION__' in line and self.duration is None:
+                raise ValueError('Workload duration not specified')
             for src, target in replacements.iteritems():
                 line = line.replace(src, target)
             ofile.write(line)
@@ -344,7 +262,6 @@ class RTA(Workload):
                 raise ValueError(msg)
 
         # Task configuration
-        target_cpu = self.getTargetCpu(self.loadref)
         self.rta_profile = {
             'tasks': {},
             'global': {}
@@ -354,13 +271,10 @@ class RTA(Workload):
         global_conf = {
                 'default_policy': 'SCHED_OTHER',
                 'duration': -1,
-                'calibration': 'CPU'+str(target_cpu),
+                'calibration': self.getCalibrationConf(),
                 'logdir': self.run_dir,
             }
 
-        # Setup calibration data
-        calibration = self.getCalibrationConf(target_cpu)
-        global_conf['calibration'] = calibration
         if self.duration is not None:
             global_conf['duration'] = self.duration
             self._log.warn('Limiting workload duration to %d [s]',
@@ -411,13 +325,10 @@ class RTA(Workload):
 
             if 'delay' in task.keys():
                 if task['delay'] > 0:
-                    task_conf['phases']['p000000'] = {}
-                    task_conf['phases']['p000000']['delay'] = int(task['delay'] * 1e6)
+                    task_conf['delay'] = int(task['delay'] * 1e6)
                     self._log.info(' | start delay: %.6f [s]',
                             task['delay'])
 
-            self._log.info(' | calibration CPU: %d', target_cpu)
-
             if 'loops' not in task.keys():
                 task['loops'] = 1
             task_conf['loop'] = task['loops']
@@ -607,6 +518,14 @@ class RTATask(object):
         return self._task
 
     def __add__(self, next_phases):
+        if next_phases._task.get('delay', 0):
+            # This won't work, because rt-app's "delay" field is per-task and
+            # not per-phase. We might be able to implement it by adding a
+            # "sleep" event here, but let's not bother unless such a need
+            # arises.
+            raise ValueError("Can't compose rt-app tasks "
+                             "when the second has nonzero 'delay_s'")
+
         self._task['phases'].extend(next_phases._task['phases'])
         return self
 
diff --git a/logging.conf b/logging.conf
index d1ffb5c..f0bca74 100644
--- a/logging.conf
+++ b/logging.conf
@@ -20,7 +20,7 @@ propagate=0
 # For example, to enable debugging just for the TestEnv module, you need to
 # uncomment the lovver_TestEnv section and set:
 [loggers]
-keys=root,Target,AndroidTarget,android,LinuxTarget,ssh,TestEnv,LisaTest,Executor,Workload,RTApp,Benchmark,local_connection
+keys=root,Target,AndroidTarget,android,LinuxTarget,ssh,TestEnv,LisaTest,Executor,Workload,RTApp,Benchmark,local_connection,EnergyModel
 
 [logger_Target]
 qualname=Target
diff --git a/src/shell/android-post.sh b/src/shell/android-post.sh
index 57bf4a5..73dc779 100644
--- a/src/shell/android-post.sh
+++ b/src/shell/android-post.sh
@@ -1,4 +1,20 @@
 #!/usr/bin/env bash
+# SPDX-License-Identifier: Apache-2.0
+#
+# Copyright (C) 2017, ARM Limited, Google, and contributors.
+#
+# Licensed under the Apache License, Version 2.0 (the "License"); you may
+# not use this file except in compliance with the License.
+# You may obtain a copy of the License at
+#
+# http://www.apache.org/licenses/LICENSE-2.0
+#
+# Unless required by applicable law or agreed to in writing, software
+# distributed under the License is distributed on an "AS IS" BASIS, WITHOUT
+# WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
+# See the License for the specific language governing permissions and
+# limitations under the License.
+#
 
 if [ "x$TARGET_PRODUCT" == "x" ]; then
 	echo "WARNING: Its recommended to launch from android build"
@@ -28,3 +44,4 @@ echo "Monsoon will run from: $(readlink -f $monsoon_path/monsoon.py)"
 export PYTHONPATH=$LISA_HOME/../devlib:$PYTHONPATH
 export PYTHONPATH=$LISA_HOME/../trappy:$PYTHONPATH
 export PYTHONPATH=$LISA_HOME/../bart:$PYTHONPATH
+export DEVICE_LISA_HOME=$lisadir
diff --git a/src/shell/android-pre.sh b/src/shell/android-pre.sh
index 3342def..a5735c7 100644
--- a/src/shell/android-pre.sh
+++ b/src/shell/android-pre.sh
@@ -1,3 +1,19 @@
 #!/usr/bin/env bash
+# SPDX-License-Identifier: Apache-2.0
+#
+# Copyright (C) 2017, ARM Limited, Google, and contributors.
+#
+# Licensed under the Apache License, Version 2.0 (the "License"); you may
+# not use this file except in compliance with the License.
+# You may obtain a copy of the License at
+#
+# http://www.apache.org/licenses/LICENSE-2.0
+#
+# Unless required by applicable law or agreed to in writing, software
+# distributed under the License is distributed on an "AS IS" BASIS, WITHOUT
+# WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
+# See the License for the specific language governing permissions and
+# limitations under the License.
+#
 
 export DEVMODE=0
diff --git a/src/shell/lisa_shell b/src/shell/lisa_shell
index 3ce47f3..37cc0c3 100755
--- a/src/shell/lisa_shell
+++ b/src/shell/lisa_shell
@@ -121,7 +121,11 @@ if [ $ret -ne 0 ]; then
 fi
 
 curr_commit=$(git rev-parse HEAD)
-remote_name=$(git remote -v | grep ARM-software/lisa | grep -m 1 fetch | awk '{print $1}')
+remote_name=$(git remote -v | grep -i ARM-software/lisa | grep -m 1 fetch | awk '{print $1}')
+if [ -z "$remote_name" ]; then
+    echo "Couldn't find ARM-Software upstream remote, can't automatically update"
+    return 1
+fi
 git merge-base --is-ancestor $curr_commit $remote_name/master
 ret=$?
 if [ $ret -ne 0 ]; then
@@ -283,26 +287,39 @@ fi
 
 function _lisa-test-usage {
 cat <<EOF
-Usage: lisa-test [args] FILE[:CLASS]
+Usage: lisa-test [--iterations ITERATIONS] [args] FILE[:CLASS]
   Run automated tests. Tests can be found under the tests/ directory.
 
+  --iterations (or -n) sets the number of iterations to use for
+    each workload/target-conf, for tests that support this usage. 0 means use
+    the test's default iteration count.
+
   This is a wrapper for the 'nosetests' utility, additional arguments are passed
   to that tool.
 
   Examples:
-    Run all EAS Acceptance tests:
+    Run all EAS Generic tests:
 
-      lisa-test tests/eas/acceptance.py
+      lisa-test tests/eas/generic.py
 
-    Run ForkMigration test from EAS Acceptance suite:
+    Run RampUp test from EAS Generic suite:
 
-      lisa-test tests/eas/acceptance.py:ForkMigration
+      lisa-test tests/eas/generic.py:RampUp
 
-    Run ForkMigration test from EAS Acceptance suite, generating an XML test
+    Run RampUp test from EAS Generic suite, generating an XML test
     report via nose's XUnit plugin (see nosetests documentation):
 
-      lisa-test --with-xunit --xunit-file=report.xml tests/eas/acceptance.py:ForkMigration
+      lisa-test --with-xunit --xunit-file=report.xml tests/eas/generic.py:RampUp
+
+    Run RampUp test from EAS Generic suite, repeating the
+    workload 10 times and reporting how many times the test run
+    passed:
+
+      lisa-test --iterations 10 tests/eas/generic.py:RampUp
+
+    Run EAS Generic suite, repeating each workload 10 times:
 
+      lisa-test --iterations 10 tests/eas/generic.py
 EOF
 }
 
@@ -313,16 +330,36 @@ nosetests -v --nocapture --nologcapture \
 }
 
 function lisa-test {
-CMD=${1:-help}
+local iterations=0 # Means use default - see libs/utils/test.py
+local extra_args=""
+
 echo
-case "x${CMD^^}" in
-"xHELP")
-	_lisa-test-usage
-	;;
-*)
-	_lisa-test $*
-        local retcode=$?
-esac
+while [[ $# -gt 0 ]]; do
+        case "$1" in
+                help|-h|--help)
+                        _lisa-test-usage
+                        return 0
+                        ;;
+                -n|--iterations)
+                        iterations="$2"
+                        shift
+                        ;;
+                *)
+                        # Unrecognised args are passed through to nosetests
+                        extra_args="$extra_args $1"
+                        ;;
+        esac
+        shift
+done
+
+if [ -z "$extra_args" ]; then
+        # No arguments provided, default to "help"
+        _lisa-test-usage
+        return 1
+fi
+
+(export LISA_TEST_ITERATIONS=$iterations; _lisa-test $extra_args)
+local retcode=$?
 echo
 echo
 return $retcode
diff --git a/tests/benchmarks/android_uibench.py b/tests/benchmarks/android_uibench.py
index d5eba9c..7cdcab1 100755
--- a/tests/benchmarks/android_uibench.py
+++ b/tests/benchmarks/android_uibench.py
@@ -15,16 +15,16 @@ class UiBenchTest(LisaBenchmark):
     bm_name = 'UiBench'
 
     # Default products to be collected
-    bm_collect = 'ftrace energy'
+    bm_collect = 'ftrace'
 
     def benchmarkInit(self):
         self.setupWorkload()
         self.setupGovernor()
 
-    def __init__(self, governor, test, duration_s):
+    def __init__(self, governor, test, iterations):
         self.governor = governor
         self.test = test
-        self.duration_s = duration_s
+        self.iterations = iterations
         super(UiBenchTest, self).__init__()
 
     def setupWorkload(self):
@@ -37,7 +37,7 @@ class UiBenchTest(LisaBenchmark):
         # Setup workload parameters
         self.bm_params = {
             'test_name'  : self.test,
-            'duration_s' : self.duration_s,
+            'iterations' : self.iterations,
         }
 
     def setupGovernor(self):
@@ -93,7 +93,7 @@ class UiBenchTest(LisaBenchmark):
 
 # Run the benchmark in each of the supported governors
 
-duration_s = 20
+iterations = 10
 
 governors = [
     'performance',
@@ -132,7 +132,7 @@ for governor in governors:
     for test in tests:
         tests_remaining -= 1
         try:
-            UiBenchTest(governor, test, duration_s)
+            UiBenchTest(governor, test, iterations)
             tests_completed += 1
         except:
             # A test configuraion failed, continue with other tests
diff --git a/tests/eas/generic.py b/tests/eas/generic.py
index 74cc546..ce090d0 100644
--- a/tests/eas/generic.py
+++ b/tests/eas/generic.py
@@ -29,7 +29,7 @@ from trace import Trace
 from unittest import SkipTest
 
 
-WORKLOAD_PERIOD_MS =  10
+WORKLOAD_PERIOD_MS =  16
 SET_IS_BIG_LITTLE = True
 SET_INITIAL_TASK_UTIL = True
 
@@ -63,7 +63,7 @@ class _EnergyModelTest(LisaTest):
     negative_slack_allowed_pct = 15
     """Percentage of RT-App task activations with negative slack allowed"""
 
-    energy_est_threshold_pct = 20
+    energy_est_threshold_pct = 5
     """
     Allowed margin for error in estimated energy cost for task placement,
     compared to optimal placment.
@@ -311,7 +311,7 @@ class OneSmallTask(_EnergyModelTest):
                 'params' : {
                     'duty_cycle_pct': 20,
                     'duration_s': 2,
-                    'period_ms': 10,
+                    'period_ms': WORKLOAD_PERIOD_MS,
                 },
                 'tasks' : 1,
                 'prefix' : 'many',
@@ -329,6 +329,15 @@ class ThreeSmallTasks(_EnergyModelTest):
     """
     Test EAS for 3 20% tasks over 2 seconds
     """
+
+    # The energy estimation for this test is probably not very accurate and this
+    # isn't a very realistic workload. It doesn't really matter if we pick an
+    # "ideal" task placement for this workload, we just want to avoid using big
+    # CPUs in a big.LITTLE system. So use a larger energy threshold that
+    # hopefully prevents too much use of big CPUs but otherwise is flexible in
+    # allocation of LITTLEs.
+    energy_est_threshold_pct = 20
+
     workloads = {
         'three_small' : {
             'type' : 'rt-app',
@@ -337,7 +346,7 @@ class ThreeSmallTasks(_EnergyModelTest):
                 'params' : {
                     'duty_cycle_pct': 20,
                     'duration_s': 2,
-                    'period_ms': 10,
+                    'period_ms': WORKLOAD_PERIOD_MS,
                 },
                 'tasks' : 3,
                 'prefix' : 'many',
@@ -363,7 +372,7 @@ class TwoBigTasks(_EnergyModelTest):
                 'params' : {
                     'duty_cycle_pct': 80,
                     'duration_s': 2,
-                    'period_ms': 10,
+                    'period_ms': WORKLOAD_PERIOD_MS,
                 },
                 'tasks' : 2,
                 'prefix' : 'many',
@@ -429,7 +438,7 @@ class RampUp(_EnergyModelTest):
                     "r5_10-60" : {
                         "kind"   : "Ramp",
                         "params" : {
-                            "period_ms" : 16,
+                            'period_ms': WORKLOAD_PERIOD_MS,
                             "start_pct" :  5,
                             "end_pct"   : 70,
                             "delta_pct" :  5,
@@ -452,6 +461,14 @@ class RampDown(_EnergyModelTest):
     """
     Test EAS for a task ramping from 70% down to 5% over 2 seconds
     """
+
+    # The main purpose of this test is to ensure that as it reduces in load, a
+    # task is migrated from big to LITTLE CPUs on a big.LITTLE system.
+    # This migration naturally happens some time _after_ it could possibly be
+    # done, since there must be some hysteresis to avoid a performance cost.
+    # Therefore allow a larger energy usage threshold
+    energy_est_threshold_pct = 15
+
     workloads = {
         "ramp_down" : {
             "type": "rt-app",
@@ -461,7 +478,7 @@ class RampDown(_EnergyModelTest):
                     "r5_10-60" : {
                         "kind"   : "Ramp",
                         "params" : {
-                            "period_ms" : 16,
+                            'period_ms': WORKLOAD_PERIOD_MS,
                             "start_pct" : 70,
                             "end_pct"   :  5,
                             "delta_pct" :  5,
@@ -493,6 +510,7 @@ class EnergyModelWakeMigration(_EnergyModelTest):
                     'wmig' : {
                         'kind' : 'Step',
                         'params' : {
+                            "period_ms" : WORKLOAD_PERIOD_MS,
                             'start_pct': 10,
                             'end_pct': 50,
                             'time_s': 2,
diff --git a/tests/eas/load_tracking.py b/tests/eas/load_tracking.py
index 5985f3a..989c571 100644
--- a/tests/eas/load_tracking.py
+++ b/tests/eas/load_tracking.py
@@ -45,6 +45,15 @@ class _LoadTrackingBase(LisaTest):
         'modules': ['cpufreq', 'cgroups'],
     }
 
+    @memoized
+    @staticmethod
+    def _get_cpu_capacity(test_env, cpu):
+        if test_env.nrg_model:
+            return test_env.nrg_model.get_cpu_capacity(cpu)
+
+        return test_env.target.read_int(
+            '/sys/devices/system/cpu/cpu{}/cpu_capacity'.format(cpu))
+
     @classmethod
     def setUpClass(cls, *args, **kwargs):
         super(_LoadTrackingBase, cls).runExperiments(*args, **kwargs)
@@ -80,17 +89,24 @@ class _LoadTrackingBase(LisaTest):
         sched_assert = self.get_sched_assert(experiment, task)
         duty_cycle_pct = sched_assert.getDutyCycle(self.get_window(experiment))
 
-        # Find the capacity of the CPU the workload was run on
+        # Find the (max) capacity of the CPU the workload was run on
         [cpu] = experiment.wload.cpus
+        cpu_capacity = self._get_cpu_capacity(self.te, cpu)
+
+        # Scale the capacity linearly according to the frequency the workload
+        # was run at
         cpufreq = experiment.conf['cpufreq']
         if cpufreq['governor'] == 'userspace':
             freq = cpufreq['freqs'][cpu]
+            max_freq = max(self.te.target.cpufreq.list_frequencies(cpu))
+            cpu_capacity *= float(freq) / max_freq
         else:
             assert cpufreq['governor'] == 'performance'
-            freq = None
-        cpu_capacity = self.te.nrg_model.get_cpu_capacity(cpu, freq)
 
-        scaling_factor = float(cpu_capacity) / self.te.nrg_model.capacity_scale
+        # Scale the relative CPU/freq capacity into the range 0..1
+        scale = max(self._get_cpu_capacity(self.te, cpu)
+                    for cpu in range(self.te.target.number_of_cpus))
+        scaling_factor = float(cpu_capacity) / scale
 
         return UTIL_SCALE * (duty_cycle_pct / 100.) * scaling_factor
 
@@ -177,7 +193,8 @@ class FreqInvarianceTest(_LoadTrackingBase):
     @classmethod
     def _getExperimentsConf(cls, test_env):
         # Run on one of the CPUs with highest capacity
-        cpu = test_env.nrg_model.biggest_cpus[0]
+        cpu = max(range(test_env.target.number_of_cpus),
+                  key=lambda c: cls._get_cpu_capacity(test_env, c))
 
         wloads = {
             'fie_10pct' : cls.get_wload(cpu)
@@ -267,8 +284,13 @@ class CpuInvarianceTest(_LoadTrackingBase):
     def _getExperimentsConf(cls, test_env):
         # Run the 10% workload on one CPU in each capacity group
         wloads = {}
-        for group in test_env.nrg_model.cpu_groups:
-            cpu = group[0]
+        tested_caps = set()
+        for cpu in range(test_env.target.number_of_cpus):
+            cap = cls._get_cpu_capacity(test_env, cpu)
+            if cap in tested_caps:
+                # No need to test on every CPU, just one for each capacity value
+                continue
+            tested_caps.add(cap)
             wloads['cie_cpu{}'.format(cpu)] = cls.get_wload(cpu)
 
         conf = {
diff --git a/tests/eas/preliminary.py b/tests/eas/preliminary.py
index 9ce968d..e9e4c19 100644
--- a/tests/eas/preliminary.py
+++ b/tests/eas/preliminary.py
@@ -204,7 +204,7 @@ class TestSchedutilTunables(BasicCheckTest):
 
         while cpus:
             cpu = iter(cpus).next()
-            domain = tuple(self.target.cpufreq.get_domain_cpus(cpu))
+            domain = tuple(self.target.cpufreq.get_related_cpus(cpu))
 
             tunables = self.target.cpufreq.get_governor_tunables(cpu)
             for name, value in tunables.iteritems():
diff --git a/tests/lisa/test_trace.py b/tests/lisa/test_trace.py
new file mode 100644
index 0000000..400f0f2
--- /dev/null
+++ b/tests/lisa/test_trace.py
@@ -0,0 +1,214 @@
+# SPDX-License-Identifier: Apache-2.0
+#
+# Copyright (C) 2017, ARM Limited and contributors.
+#
+# Licensed under the Apache License, Version 2.0 (the "License"); you may
+# not use this file except in compliance with the License.
+# You may obtain a copy of the License at
+#
+# http://www.apache.org/licenses/LICENSE-2.0
+#
+# Unless required by applicable law or agreed to in writing, software
+# distributed under the License is distributed on an "AS IS" BASIS, WITHOUT
+# WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
+# See the License for the specific language governing permissions and
+# limitations under the License.
+#
+
+import json
+import os
+from unittest import TestCase
+
+from trace import Trace
+
+class TestTrace(TestCase):
+    """Smoke tests for LISA's Trace class"""
+
+    traces_dir = os.path.join(os.path.dirname(__file__), 'traces')
+    events = [
+        'sched_switch',
+        'sched_overutilized',
+        'cpu_idle',
+    ]
+
+    def __init__(self, *args, **kwargs):
+        super(TestTrace, self).__init__(*args, **kwargs)
+
+        self.test_trace = os.path.join(self.traces_dir, 'test_trace.txt')
+
+        self.platform = self._get_platform()
+
+        self.trace_path = os.path.join(self.traces_dir, 'trace.txt')
+        self.trace = Trace(self.platform, self.trace_path, self.events)
+
+    def make_trace(self, in_data):
+        with open(self.test_trace, "w") as fout:
+            fout.write(in_data)
+
+        return Trace(self.platform, self.test_trace, self.events,
+                     normalize_time=False)
+
+    def _get_platform(self):
+        with open(os.path.join(self.traces_dir, 'platform.json')) as f:
+            return json.load(f)
+
+    def test_getTaskByName(self):
+        """TestTrace: getTaskByName() returns the list of PIDs for all tasks with the specified name"""
+        for name, pids in [('watchdog/0', [12]),
+                           ('sh', [1642, 1702, 1717, 1718]),
+                           ('NOT_A_TASK', [])]:
+            self.assertEqual(self.trace.getTaskByName(name), pids)
+
+    def test_getTaskByPid(self):
+        """TestTrace: getTaskByPid() returns the name of the task with the specified PID"""
+        for pid, names in [(15, 'watchdog/1'),
+                           (1639, 'sshd'),
+                           (987654321, None)]:
+            self.assertEqual(self.trace.getTaskByPid(pid), names)
+
+    def test_getTasks(self):
+        """TestTrace: getTasks() returns a dictionary mapping PIDs to a single task name"""
+        tasks_dict = self.trace.getTasks()
+        for pid, name in [(1, 'init'),
+                          (9, 'rcu_sched'),
+                          (1383, 'jbd2/sda2-8')]:
+            self.assertEqual(tasks_dict[pid], name)
+
+    def test_setTaskName(self):
+        """TestTrace: getTaskBy{Pid,Name}() properly track tasks renaming"""
+        in_data = """
+          father-1234  [002] 18765.018235: sched_switch:          prev_comm=father prev_pid=1234 prev_prio=120 prev_state=0 next_comm=father next_pid=5678 next_prio=120
+           child-5678  [002] 18766.018236: sched_switch:          prev_comm=child prev_pid=5678 prev_prio=120 prev_state=1 next_comm=sh next_pid=3367 next_prio=120
+        """
+        trace = self.make_trace(in_data)
+
+        self.assertEqual(trace.getTaskByPid(1234), 'father')
+        self.assertEqual(trace.getTaskByPid(5678), 'child')
+        self.assertEqual(trace.getTaskByName('father'), [1234])
+
+        os.remove(self.test_trace)
+
+    def test_time_range(self):
+        """
+        TestTrace: time_range is the duration of the trace
+        """
+        expected_duration = 6.676497
+
+        trace = Trace(self.platform, self.trace_path,
+                      self.events, normalize_time=False
+        )
+
+        self.assertAlmostEqual(trace.time_range, expected_duration, places=6)
+
+    def test_time_range_window(self):
+        """
+        TestTrace: time_range is the duration of the trace in the given window
+        """
+        expected_duration = 4.0
+
+        trace = Trace(self.platform, self.trace_path,
+                      self.events, normalize_time=False,
+                      window=(76.402065, 80.402065)
+        )
+
+        self.assertAlmostEqual(trace.time_range, expected_duration, places=6)
+
+    def test_overutilized_time(self):
+        """
+        TestTrace: overutilized_time is the total time spent while system was overutilized
+        """
+        events = [
+            76.402065,
+            80.402065,
+            82.001337
+        ]
+
+        trace_end = self.trace.ftrace.basetime + self.trace.ftrace.get_duration()
+        # Last event should be extended to the trace's end
+        expected_time = (events[1] - events[0]) + (trace_end - events[2])
+
+        self.assertAlmostEqual(self.trace.overutilized_time, expected_time, places=6)
+
+    def test_plotCPUIdleStateResidency(self):
+        """
+        Test that plotCPUIdleStateResidency doesn't crash
+        """
+        in_data = """
+            foo-1  [000] 0.01: cpu_idle: state=0 cpu_id=0
+            foo-1  [000] 0.02: cpu_idle: state=-1 cpu_id=0
+            bar-2  [000] 0.03: cpu_idle: state=0 cpu_id=1
+            bar-2  [000] 0.04: cpu_idle: state=-1 cpu_id=1
+            baz-3  [000] 0.05: cpu_idle: state=0 cpu_id=2
+            baz-3  [000] 0.06: cpu_idle: state=-1 cpu_id=2
+            bam-4  [000] 0.07: cpu_idle: state=0 cpu_id=3
+            bam-4  [000] 0.08: cpu_idle: state=-1 cpu_id=3
+            child-5678  [002] 18765.018235: sched_switch: prev_comm=child prev_pid=5678 prev_prio=120 prev_state=1 next_comm=father next_pid=5678 next_prio=120
+        """
+        trace = self.make_trace(in_data)
+
+        trace.analysis.idle.plotCPUIdleStateResidency()
+
+    def test_deriving_cpus_count(self):
+        """Test that Trace derives cpus_count if it isn't provided"""
+        if self.platform:
+            del self.platform['cpus_count']
+
+        in_data = """
+            father-1234  [000] 18765.018235: sched_switch: prev_comm=father prev_pid=1234 prev_prio=120 prev_state=0 next_comm=father next_pid=5678 next_prio=120
+             child-5678  [002] 18765.018235: sched_switch: prev_comm=child prev_pid=5678 prev_prio=120 prev_state=1 next_comm=father next_pid=5678 next_prio=120
+        """
+
+        trace = self.make_trace(in_data)
+
+        self.assertEqual(trace.platform['cpus_count'], 3)
+
+    def test_dfg_cpu_wakeups(self):
+        """
+        Test the cpu_wakeups DataFrame getter
+        """
+        trace = self.make_trace("""
+          <idle>-0     [004]   519.021928: cpu_idle:             state=4294967295 cpu_id=4
+          <idle>-0     [004]   519.022147: cpu_idle:             state=0 cpu_id=4
+          <idle>-0     [004]   519.022641: cpu_idle:             state=4294967295 cpu_id=4
+          <idle>-0     [001]   519.022642: cpu_idle:             state=4294967295 cpu_id=1
+          <idle>-0     [002]   519.022643: cpu_idle:             state=4294967295 cpu_id=2
+          <idle>-0     [001]   519.022788: cpu_idle:             state=0 cpu_id=1
+          <idle>-0     [002]   519.022831: cpu_idle:             state=2 cpu_id=2
+          <idle>-0     [003]   519.022867: cpu_idle:             state=4294967295 cpu_id=3
+          <idle>-0     [003]   519.023045: cpu_idle:             state=2 cpu_id=3
+          <idle>-0     [004]   519.023080: cpu_idle:             state=1 cpu_id=4
+        """)
+
+        df = trace.data_frame.cpu_wakeups()
+
+        exp_index=[519.021928, 519.022641, 519.022642, 519.022643, 519.022867]
+        exp_cpus= [         4,          4,          1,          2,          3]
+        self.assertListEqual(df.index.tolist(), exp_index)
+        self.assertListEqual(df.cpu.tolist(), exp_cpus)
+
+        df = trace.data_frame.cpu_wakeups([2])
+
+        self.assertListEqual(df.index.tolist(), [519.022643])
+        self.assertListEqual(df.cpu.tolist(), [2])
+
+class TestTraceNoClusterData(TestTrace):
+    """
+    Test Trace without cluster data
+
+    Inherits from TestTrace, so all the tests are run again but with
+    no cluster info the platform dict.
+    """
+    def _get_platform(self):
+        platform = super(TestTraceNoClusterData, self)._get_platform()
+        del platform['clusters']
+        return platform
+
+class TestTraceNoPlatform(TestTrace):
+    """
+    Test Trace with platform=none
+
+    Inherits from TestTrace, so all the tests are run again but with
+    platform=None
+    """
+    def _get_platform(self):
+        return None
diff --git a/tests/lisa/test_wlgen_rtapp.py b/tests/lisa/test_wlgen_rtapp.py
index 8513af4..6972036 100644
--- a/tests/lisa/test_wlgen_rtapp.py
+++ b/tests/lisa/test_wlgen_rtapp.py
@@ -15,12 +15,12 @@
 # limitations under the License.
 #
 
-from collections import OrderedDict
+from collections import OrderedDict, namedtuple
 import json
 import os
 
 from perf_analysis import PerfAnalysis
-from wlgen import RTA, Periodic, Ramp
+from wlgen import RTA, Periodic, Ramp, Step
 
 from test_wlgen import WlgenSelfBase
 
@@ -64,39 +64,26 @@ class RTABase(WlgenSelfBase):
         self.assertSetEqual(set(exp_tasks), set(pa.tasks()))
 
 class TestRTAProfile(RTABase):
-    def test_profile_periodic_smoke(self):
-        """
-        Smoketest Periodic rt-app workload
-
-        Creates a workload using Periodic, tests that the JSON has the expected
-        content, then tests that it can be run.
-        """
+    def _do_test(self, task, exp_phases):
         rtapp = RTA(self.target, name='test', calibration=self.calibration)
 
         rtapp.conf(
             kind = 'profile',
-            params = {
-                'task_p20': Periodic(
-                    period_ms      = 100,
-                    duty_cycle_pct = 20,
-                    duration_s     = 1,
-                ).get(),
-            },
+            params = {'my_task': task.get()},
             run_dir=self.target_run_dir
         )
 
         with open(rtapp.json) as f:
-            conf = json.load(f)
+            conf = json.load(f, object_pairs_hook=OrderedDict)
 
-        [phase] = conf['tasks']['task_p20']['phases'].values()
-        self.assertDictEqual(phase, {
-            'loop': 10,
-            'run': 20000,
-            'timer': {
-                'period': 100000,
-                'ref': 'task_p20'
-            }
-        })
+        # Check that the configuration looks like we expect it to
+        phases = conf['tasks']['my_task']['phases'].values()
+        self.assertEqual(len(phases), len(exp_phases), 'Wrong number of phases')
+        for phase, exp_phase in zip(phases, exp_phases):
+            self.assertDictEqual(phase, exp_phase)
+
+        # Try running the workload and check that it produces the expected log
+        # files
         rtapp.run(out_dir=self.host_out_dir)
 
         rtapp_cmds = [c for c in self.target.executed_commands if 'rt-app' in c]
@@ -104,10 +91,55 @@ class TestRTAProfile(RTABase):
 
         self.assert_output_file_exists('output.log')
         self.assert_output_file_exists('test_00.json')
-        self.assert_output_file_exists('rt-app-task_p20-0.log')
-        self.assert_can_read_logfile(exp_tasks=['task_p20'])
+        self.assert_output_file_exists('rt-app-my_task-0.log')
+        self.assert_can_read_logfile(exp_tasks=['my_task'])
+
+    def test_profile_periodic_smoke(self):
+        """
+        Smoketest Periodic rt-app workload
+
+        Creates a workload using Periodic, tests that the JSON has the expected
+        content, then tests that it can be run.
+        """
+
+        task = Periodic(period_ms=100, duty_cycle_pct=20, duration_s=1)
+
+        exp_phases = [
+            {
+                'loop': 10,
+                'run': 20000,
+                'timer': {
+                    'period': 100000,
+                    'ref': 'my_task'
+                }
+            }
+        ]
+
+        self._do_test(task, exp_phases)
+
+    def test_profile_step_smoke(self):
+        """
+        Smoketest Step rt-app workload
+
+        Creates a workload using Step, tests that the JSON has the expected
+        content, then tests that it can be run.
+        """
+
+        task = Step(start_pct=100, end_pct=0, time_s=1)
+
+        exp_phases = [
+            {
+                'run': 1000000,
+                'loop': 1
+            },
+            {
+                'sleep': 1000000,
+                'loop': 1
+            },
+        ]
+
+        self._do_test(task, exp_phases)
 
-class TestRTAComposition(RTABase):
     def test_composition(self):
         """
         Test RTA task composition with __add__
@@ -115,8 +147,6 @@ class TestRTAComposition(RTABase):
         Creates a composed workload by +-ing RTATask objects, tests that the
         JSON has the expected content, then tests running the workload
         """
-        rtapp = RTA(self.target, name='test', calibration=self.calibration)
-
         light  = Periodic(duty_cycle_pct=10, duration_s=1.0, period_ms=10)
 
         start_pct = 10
@@ -128,20 +158,7 @@ class TestRTAComposition(RTABase):
 
         heavy = Periodic(duty_cycle_pct=90, duration_s=0.1, period_ms=100)
 
-        lrh_task = light + ramp + heavy
-
-        rtapp.conf(
-            kind = 'profile',
-            params = {
-                'task_ramp': lrh_task.get()
-            },
-            run_dir=self.target_run_dir
-        )
-
-        with open(rtapp.json) as f:
-            conf = json.load(f, object_pairs_hook=OrderedDict)
-
-        phases = conf['tasks']['task_ramp']['phases'].values()
+        task = light + ramp + heavy
 
         exp_phases = [
             # Light phase:
@@ -150,7 +167,7 @@ class TestRTAComposition(RTABase):
                 "run": 1000,
                 "timer": {
                     "period": 10000,
-                    "ref": "task_ramp"
+                    "ref": "my_task"
                 }
             },
             # Ramp phases:
@@ -159,7 +176,7 @@ class TestRTAComposition(RTABase):
                 "run": 5000,
                 "timer": {
                     "period": 50000,
-                    "ref": "task_ramp"
+                    "ref": "my_task"
                 }
             },
             {
@@ -167,7 +184,7 @@ class TestRTAComposition(RTABase):
                 "run": 15000,
                 "timer": {
                     "period": 50000,
-                    "ref": "task_ramp"
+                    "ref": "my_task"
                 }
             },
             {
@@ -175,7 +192,7 @@ class TestRTAComposition(RTABase):
                 "run": 25000,
                 "timer": {
                     "period": 50000,
-                    "ref": "task_ramp"
+                    "ref": "my_task"
                 }
             },
             {
@@ -183,7 +200,7 @@ class TestRTAComposition(RTABase):
                 "run": 35000,
                 "timer": {
                     "period": 50000,
-                    "ref": "task_ramp"
+                    "ref": "my_task"
                 }
             },
             {
@@ -191,7 +208,7 @@ class TestRTAComposition(RTABase):
                 "run": 45000,
                 "timer": {
                     "period": 50000,
-                    "ref": "task_ramp"
+                    "ref": "my_task"
                 }
             },
             # Heavy phase:
@@ -200,21 +217,27 @@ class TestRTAComposition(RTABase):
                 "run": 90000,
                 "timer": {
                     "period": 100000,
-                    "ref": "task_ramp"
+                    "ref": "my_task"
                 }
             }]
 
-        self.assertListEqual(phases, exp_phases)
 
-        rtapp.run(out_dir=self.host_out_dir)
+        self._do_test(task, exp_phases)
 
-        rtapp_cmds = [c for c in self.target.executed_commands if 'rt-app' in c]
-        self.assertListEqual(rtapp_cmds, [self.get_expected_command(rtapp)])
+    def test_invalid_composition(self):
+        """Test that you can't compose tasks with a delay in the second task"""
+        t1 = Periodic()
+        t2 = Periodic(delay_s=1)
 
-        self.assert_output_file_exists('output.log')
-        self.assert_output_file_exists('test_00.json')
-        self.assert_output_file_exists('rt-app-task_ramp-0.log')
-        self.assert_can_read_logfile(exp_tasks=['task_ramp'])
+        # Should work fine if delayed task is the first one
+        try:
+            t3 = t2 + t1
+        except Exception as e:
+            raise AssertionError("Couldn't compose tasks: {}".format(e))
+
+        # But not the other way around
+        with self.assertRaises(ValueError):
+            t3 = t1 + t2
 
 
 class TestRTACustom(RTABase):
@@ -265,3 +288,42 @@ class TestRTACustom(RTABase):
     def test_custom_smoke_no_calib(self):
         """Test RTA custom workload (providing no calibration)"""
         self._test_custom_smoke(None)
+
+
+DummyBlModule = namedtuple('bl', ['bigs'])
+
+class TestRTACalibrationConf(RTABase):
+    """Test setting the "calibration" field of rt-app config"""
+    def _get_calib_conf(self, calibration):
+        rtapp = RTA(self.target, name='test', calibration=calibration)
+
+        rtapp.conf(
+            kind = 'profile',
+            params = {'t1': Periodic().get()},
+            run_dir=self.target_run_dir
+        )
+
+        with open(rtapp.json) as f:
+            return json.load(f)['global']['calibration']
+
+    def test_calibration_conf_pload(self):
+        """Test that the smallest pload value is used, if provided"""
+        cpus = range(self.target.number_of_cpus)
+        conf = self._get_calib_conf(dict(zip(cpus, [c + 100 for c in cpus])))
+        self.assertEqual(conf, 100,
+                         'Calibration not set to minimum pload value')
+
+    def test_calibration_conf_bl(self):
+        """Test that a big CPU is used if big.LITTLE data is available"""
+        self.target.modules.append('bl')
+        self.target.bl = DummyBlModule([1, 2])
+        conf = self._get_calib_conf(None)
+        self.assertIn(conf, ['CPU{}'.format(c) for c in self.target.bl.bigs],
+                      'Calibration not set to use a big CPU')
+
+    def test_calibration_conf_nodata(self):
+        """Test that the last CPU is used if no data is available"""
+        conf = self._get_calib_conf(None)
+        cpu = self.target.number_of_cpus - 1
+        self.assertEqual(conf, 'CPU{}'.format(cpu),
+                         'Calibration not set to highest numbered CPU')
diff --git a/tests/lisa/traces/platform.json b/tests/lisa/traces/platform.json
new file mode 100644
index 0000000..918190d
--- /dev/null
+++ b/tests/lisa/traces/platform.json
@@ -0,0 +1,79 @@
+{
+    "abi": "arm64",
+    "clusters": {
+        "big": [
+            1,
+            2
+        ],
+        "little": [
+            0,
+            3,
+            4,
+            5
+        ]
+    },
+    "cpus_count": 6,
+    "freqs": {
+        "big": [
+            450000,
+            625000,
+            800000,
+            950000,
+            1100000
+        ],
+        "little": [
+            450000,
+            575000,
+            700000,
+            775000,
+            850000
+        ]
+    },
+    "kernel": {
+        "major": 11,
+        "minor": 0,
+        "parts": [
+            4,
+            11,
+            0
+        ],
+        "rc": 6,
+        "release": "4.11.0-rc6-00091-g48e946ac4235-dirty",
+        "sha1": "48e946ac4235",
+        "version": "67 SMP PREEMPT Mon Jul 3 16:23:08 BST 2017",
+        "version_number": 4
+    },
+    "nrg_model": {
+        "big": {
+            "cluster": {
+                "nrg_max": 64
+            },
+            "cpu": {
+                "cap_max": 1024,
+                "nrg_max": 616
+            }
+        },
+        "little": {
+            "cluster": {
+                "nrg_max": 57
+            },
+            "cpu": {
+                "cap_max": 447,
+                "nrg_max": 93
+            }
+        }
+    },
+    "os": "linux",
+    "topology": [
+        [
+            0,
+            3,
+            4,
+            5
+        ],
+        [
+            1,
+            2
+        ]
+    ]
+}
diff --git a/tests/lisa/traces/trace.txt b/tests/lisa/traces/trace.txt
new file mode 100644
index 0000000..740797f
--- /dev/null
+++ b/tests/lisa/traces/trace.txt
@@ -0,0 +1,2943 @@
+version = 6
+cpus=6
+           <...>-1701  [001]    76.211513: sched_switch:          prev_comm=trace-cmd prev_pid=1701 prev_prio=120 prev_state=64 next_comm=swapper/1 next_pid=0 next_prio=120
+          <idle>-0     [002]    76.211513: sched_wakeup:          comm=sh pid=1642 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    76.211523: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.211696: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.211701: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+          <idle>-0     [001]    76.211715: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=1
+   kworker/u12:1-46    [002]    76.211715: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+          <idle>-0     [001]    76.211718: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sshd next_pid=1639 next_prio=120
+              sh-1642  [002]    76.211752: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.211756: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.211762: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.211852: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.211856: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+            sshd-1639  [001]    76.211865: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=2 next_comm=swapper/1 next_pid=0 next_prio=120
+   kworker/u12:1-46    [002]    76.211871: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+          <idle>-0     [001]    76.211873: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    76.211876: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sshd next_pid=1639 next_prio=120
+              sh-1642  [002]    76.211885: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+            sshd-1639  [001]    76.211932: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=swapper/1 next_pid=0 next_prio=120
+          <idle>-0     [001]    76.214046: sched_wakeup:          comm=watchdog/1 pid=15 prio=0 success=1 target_cpu=1
+          <idle>-0     [001]    76.214058: sched_wakeup:          comm=rcu_sched pid=9 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    76.214061: sched_wakeup:          comm=rcu_preempt pid=8 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    76.214068: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=watchdog/1 next_pid=15 next_prio=0
+      watchdog/1-15    [001]    76.214075: sched_switch:          prev_comm=watchdog/1 prev_pid=15 prev_prio=0 prev_state=1 next_comm=rcu_sched next_pid=9 next_prio=120
+       rcu_sched-9     [001]    76.214090: sched_switch:          prev_comm=rcu_sched prev_pid=9 prev_prio=120 prev_state=1 next_comm=rcu_preempt next_pid=8 next_prio=120
+     rcu_preempt-8     [001]    76.214104: sched_switch:          prev_comm=rcu_preempt prev_pid=8 prev_prio=120 prev_state=1 next_comm=swapper/1 next_pid=0 next_prio=120
+          <idle>-0     [001]    76.222125: sched_wakeup:          comm=rcu_preempt pid=8 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    76.222127: sched_wakeup:          comm=rcu_sched pid=9 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    76.222135: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=rcu_preempt next_pid=8 next_prio=120
+     rcu_preempt-8     [001]    76.222147: sched_switch:          prev_comm=rcu_preempt prev_pid=8 prev_prio=120 prev_state=1 next_comm=rcu_sched next_pid=9 next_prio=120
+       rcu_sched-9     [001]    76.222158: sched_switch:          prev_comm=rcu_sched prev_pid=9 prev_prio=120 prev_state=1 next_comm=swapper/1 next_pid=0 next_prio=120
+          <idle>-0     [001]    76.230124: sched_wakeup:          comm=rcu_sched pid=9 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    76.230127: sched_wakeup:          comm=rcu_preempt pid=8 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    76.230134: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=rcu_sched next_pid=9 next_prio=120
+       rcu_sched-9     [001]    76.230143: sched_switch:          prev_comm=rcu_sched prev_pid=9 prev_prio=120 prev_state=1 next_comm=rcu_preempt next_pid=8 next_prio=120
+     rcu_preempt-8     [001]    76.230156: sched_switch:          prev_comm=rcu_preempt prev_pid=8 prev_prio=120 prev_state=1 next_comm=swapper/1 next_pid=0 next_prio=120
+          <idle>-0     [001]    76.238124: sched_wakeup:          comm=rcu_preempt pid=8 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    76.238132: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=rcu_preempt next_pid=8 next_prio=120
+     rcu_preempt-8     [001]    76.238143: sched_switch:          prev_comm=rcu_preempt prev_pid=8 prev_prio=120 prev_state=1 next_comm=swapper/1 next_pid=0 next_prio=120
+          <idle>-0     [001]    76.246124: sched_wakeup:          comm=rcu_preempt pid=8 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    76.246132: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=rcu_preempt next_pid=8 next_prio=120
+     rcu_preempt-8     [001]    76.246141: sched_switch:          prev_comm=rcu_preempt prev_pid=8 prev_prio=120 prev_state=1 next_comm=swapper/1 next_pid=0 next_prio=120
+          <idle>-0     [002]    76.258045: sched_wakeup:          comm=watchdog/2 pid=21 prio=0 success=1 target_cpu=2
+          <idle>-0     [002]    76.258051: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=watchdog/2 next_pid=21 next_prio=0
+      watchdog/2-21    [002]    76.258056: sched_switch:          prev_comm=watchdog/2 prev_pid=21 prev_prio=0 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+          <idle>-0     [003]    76.302164: sched_wakeup:          comm=watchdog/3 pid=27 prio=0 success=1 target_cpu=3
+          <idle>-0     [003]    76.302191: sched_switch:          prev_comm=swapper/3 prev_pid=0 prev_prio=120 prev_state=0 next_comm=watchdog/3 next_pid=27 next_prio=0
+      watchdog/3-27    [003]    76.302204: sched_switch:          prev_comm=watchdog/3 prev_pid=27 prev_prio=0 prev_state=1 next_comm=swapper/3 next_pid=0 next_prio=120
+          <idle>-0     [004]    76.346164: sched_wakeup:          comm=watchdog/4 pid=33 prio=0 success=1 target_cpu=4
+          <idle>-0     [004]    76.346190: sched_switch:          prev_comm=swapper/4 prev_pid=0 prev_prio=120 prev_state=0 next_comm=watchdog/4 next_pid=33 next_prio=0
+      watchdog/4-33    [004]    76.346204: sched_switch:          prev_comm=watchdog/4 prev_pid=33 prev_prio=0 prev_state=1 next_comm=swapper/4 next_pid=0 next_prio=120
+          <idle>-0     [001]    76.364034: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    76.364041: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [001]    76.364121: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=swapper/1 next_pid=0 next_prio=120
+          <idle>-0     [002]    76.364182: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    76.364189: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.364199: sched_wakeup:          comm=sh pid=1642 prio=120 success=1 target_cpu=2
+   kworker/u12:1-46    [002]    76.364203: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.364222: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.364225: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.364233: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.364246: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.364250: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.364255: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.364267: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.364270: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.364275: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.364287: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.364289: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.364294: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.364306: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.364309: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.364313: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.364325: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+          <idle>-0     [001]    76.364328: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=1
+              sh-1642  [002]    76.364328: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.364333: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+          <idle>-0     [001]    76.364334: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sshd next_pid=1639 next_prio=120
+              sh-1642  [002]    76.364345: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.364348: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.364353: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.364365: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.364368: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.364372: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.364384: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.364387: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.364392: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.364404: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.364406: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.364411: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.364423: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.364426: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.364430: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.364442: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.364445: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.364450: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.364462: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.364465: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.364469: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.364481: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.364485: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.364489: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.364501: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.364504: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.364509: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.364521: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.364524: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.364528: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.364541: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.364545: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+            sshd-1639  [001]    76.364556: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=2 next_comm=swapper/1 next_pid=0 next_prio=120
+   kworker/u12:1-46    [002]    76.364562: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+          <idle>-0     [001]    76.364565: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    76.364569: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sshd next_pid=1639 next_prio=120
+              sh-1642  [002]    76.364575: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.364578: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.364583: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.364595: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.364598: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.364603: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.364615: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.364618: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.364623: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.364636: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.364639: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.364644: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.364656: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.364659: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+            sshd-1639  [001]    76.364668: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=2 next_comm=swapper/1 next_pid=0 next_prio=120
+   kworker/u12:1-46    [002]    76.364673: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+          <idle>-0     [001]    76.364674: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    76.364678: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sshd next_pid=1639 next_prio=120
+              sh-1642  [002]    76.364685: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.364688: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.364693: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.364705: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.364708: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.364713: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.364726: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.364728: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.364733: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.364746: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.364749: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.364753: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.364766: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.364769: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+            sshd-1639  [001]    76.364778: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=2 next_comm=swapper/1 next_pid=0 next_prio=120
+   kworker/u12:1-46    [002]    76.364783: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+          <idle>-0     [001]    76.364784: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    76.364788: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sshd next_pid=1639 next_prio=120
+              sh-1642  [002]    76.364796: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.364799: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.364803: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.364816: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.364819: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.364824: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.364837: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.364840: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.364844: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.364857: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.364860: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.364864: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.364877: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.364880: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.364884: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.364898: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.364900: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.364905: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.364918: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.364921: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.364925: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.364938: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.364941: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.364946: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.364959: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.364962: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+            sshd-1639  [001]    76.364968: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=2 next_comm=swapper/1 next_pid=0 next_prio=120
+   kworker/u12:1-46    [002]    76.364973: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+          <idle>-0     [001]    76.364976: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    76.364979: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sshd next_pid=1639 next_prio=120
+              sh-1642  [002]    76.364987: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.364990: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.364994: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.365007: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.365010: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.365015: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.365028: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.365031: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.365036: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.365050: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.365052: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+            sshd-1639  [001]    76.365060: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=2 next_comm=swapper/1 next_pid=0 next_prio=120
+   kworker/u12:1-46    [002]    76.365065: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+          <idle>-0     [001]    76.365066: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    76.365070: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sshd next_pid=1639 next_prio=120
+              sh-1642  [002]    76.365079: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.365082: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.365086: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.365100: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.365103: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.365107: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.365121: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.365123: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.365128: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.365142: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.365144: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+            sshd-1639  [001]    76.365147: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=2 next_comm=swapper/1 next_pid=0 next_prio=120
+   kworker/u12:1-46    [002]    76.365152: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+          <idle>-0     [001]    76.365153: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    76.365156: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sshd next_pid=1639 next_prio=120
+              sh-1642  [002]    76.365165: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.365168: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.365173: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.365186: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.365189: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.365194: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.365207: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.365210: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.365215: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.365228: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.365231: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+            sshd-1639  [001]    76.365233: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=2 next_comm=swapper/1 next_pid=0 next_prio=120
+   kworker/u12:1-46    [002]    76.365238: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+          <idle>-0     [001]    76.365240: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    76.365243: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sshd next_pid=1639 next_prio=120
+              sh-1642  [002]    76.365252: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.365255: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.365260: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.365273: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.365276: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.365281: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.365295: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.365297: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.365305: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+            sshd-1639  [001]    76.365305: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=2 next_comm=swapper/1 next_pid=0 next_prio=120
+   kworker/u12:1-46    [002]    76.365308: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=4096 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.365313: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.365318: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+          <idle>-0     [001]    76.365322: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    76.365327: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sshd next_pid=1639 next_prio=120
+              sh-1642  [002]    76.365332: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.365335: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.365340: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.365354: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.365357: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.365361: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.365375: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.365378: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.365383: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.365397: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.365400: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.365404: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.365419: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.365421: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.365426: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.365440: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.365443: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.365448: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.365462: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.365465: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.365470: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.365484: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.365487: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.365491: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.365506: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.365508: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+            sshd-1639  [001]    76.365512: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=2 next_comm=swapper/1 next_pid=0 next_prio=120
+   kworker/u12:1-46    [002]    76.365517: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+          <idle>-0     [001]    76.365519: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    76.365523: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sshd next_pid=1639 next_prio=120
+              sh-1642  [002]    76.365532: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.365536: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.365541: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.365555: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.365558: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.365562: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.365577: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.365579: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+            sshd-1639  [001]    76.365583: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=2 next_comm=swapper/1 next_pid=0 next_prio=120
+   kworker/u12:1-46    [002]    76.365588: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+          <idle>-0     [001]    76.365589: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    76.365592: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sshd next_pid=1639 next_prio=120
+              sh-1642  [002]    76.365602: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.365605: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.365610: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.365625: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.365627: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.365632: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.365647: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.365650: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+            sshd-1639  [001]    76.365651: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=2 next_comm=swapper/1 next_pid=0 next_prio=120
+   kworker/u12:1-46    [002]    76.365657: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+          <idle>-0     [001]    76.365657: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    76.365661: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sshd next_pid=1639 next_prio=120
+              sh-1642  [002]    76.365672: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.365675: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.365679: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.365694: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.365697: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.365702: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.365717: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.365720: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+            sshd-1639  [001]    76.365722: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=2 next_comm=swapper/1 next_pid=0 next_prio=120
+   kworker/u12:1-46    [002]    76.365727: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+          <idle>-0     [001]    76.365728: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    76.365732: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sshd next_pid=1639 next_prio=120
+              sh-1642  [002]    76.365742: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.365745: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.365749: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.365764: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.365767: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.365771: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.365786: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.365789: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.365793: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.365808: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.365811: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.365815: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.365830: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.365833: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.365837: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.365852: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.365855: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.365860: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.365875: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.365878: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.365882: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.365897: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.365900: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.365905: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.365920: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.365923: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.365928: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.365943: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.365946: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.365951: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.365966: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.365969: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+            sshd-1639  [001]    76.365971: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=2 next_comm=swapper/1 next_pid=0 next_prio=120
+   kworker/u12:1-46    [002]    76.365976: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+          <idle>-0     [001]    76.365978: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    76.365982: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sshd next_pid=1639 next_prio=120
+              sh-1642  [002]    76.365992: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.365995: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.366000: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.366015: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.366017: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.366022: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.366037: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.366040: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+            sshd-1639  [001]    76.366042: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=2 next_comm=swapper/1 next_pid=0 next_prio=120
+          <idle>-0     [001]    76.366063: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=1
+   kworker/u12:1-46    [002]    76.366063: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+          <idle>-0     [001]    76.366066: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sshd next_pid=1639 next_prio=120
+              sh-1642  [002]    76.366080: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.366083: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.366088: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.366104: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.366106: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+            sshd-1639  [001]    76.366110: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=2 next_comm=swapper/1 next_pid=0 next_prio=120
+   kworker/u12:1-46    [002]    76.366115: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+          <idle>-0     [001]    76.366116: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    76.366120: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sshd next_pid=1639 next_prio=120
+              sh-1642  [002]    76.366131: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.366134: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.366138: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.366154: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.366157: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.366163: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+            sshd-1639  [001]    76.366164: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=2 next_comm=swapper/1 next_pid=0 next_prio=120
+   kworker/u12:1-46    [002]    76.366166: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=4096 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.366169: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.366173: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+          <idle>-0     [001]    76.366181: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    76.366185: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sshd next_pid=1639 next_prio=120
+              sh-1642  [002]    76.366189: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.366192: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.366197: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.366213: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.366216: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.366221: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.366236: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.366241: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.366248: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+            sshd-1639  [001]    76.366249: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=2 next_comm=swapper/1 next_pid=0 next_prio=120
+   kworker/u12:1-46    [002]    76.366250: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=4096 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.366253: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.366258: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+          <idle>-0     [001]    76.366264: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    76.366268: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sshd next_pid=1639 next_prio=120
+              sh-1642  [002]    76.366273: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.366276: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.366281: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.366297: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.366300: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.366304: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.366320: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.366322: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.366327: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.366343: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.366346: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.366350: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.366366: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.366369: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.366373: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.366389: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.366392: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.366397: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.366412: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.366415: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.366420: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.366435: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.366438: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.366443: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.366459: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.366462: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.366466: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.366482: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.366485: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.366490: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.366506: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.366509: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.366513: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.366529: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.366532: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.366537: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.366553: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.366555: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.366560: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.366577: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.366580: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.366585: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.366602: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.366605: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.366609: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.366625: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.366628: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+            sshd-1639  [001]    76.366630: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=2 next_comm=swapper/1 next_pid=0 next_prio=120
+   kworker/u12:1-46    [002]    76.366635: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+          <idle>-0     [001]    76.366637: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    76.366641: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sshd next_pid=1639 next_prio=120
+              sh-1642  [002]    76.366652: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.366655: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.366660: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.366676: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.366679: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.366683: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.366700: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.366702: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.366707: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.366717: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.366720: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.366725: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+            sshd-1639  [001]    76.366859: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=swapper/1 next_pid=0 next_prio=120
+              sh-1642  [002]    76.367473: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+          <idle>-0     [005]    76.367495: sched_switch:          prev_comm=swapper/5 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sh next_pid=1702 next_prio=120
+              sh-1702  [005]    76.368433: print:                0xffff00000819ff24s: TRACE_MARKER_START
+              sh-1702  [005]    76.369612: sched_switch:          prev_comm=sh prev_pid=1702 prev_prio=120 prev_state=64 next_comm=swapper/5 next_pid=0 next_prio=120
+          <idle>-0     [002]    76.369712: sched_wakeup:          comm=sh pid=1642 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    76.369723: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.369870: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.369875: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.369890: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.369924: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.369928: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.369934: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+          <idle>-0     [001]    76.369967: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    76.369974: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sshd next_pid=1639 next_prio=120
+              sh-1642  [002]    76.370023: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.370027: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.370033: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.370067: sched_wakeup:          comm=rcu_preempt pid=8 prio=120 success=1 target_cpu=2
+          <idle>-0     [005]    76.370069: sched_wakeup:          comm=kworker/5:1 pid=1153 prio=120 success=1 target_cpu=5
+              sh-1642  [002]    76.370072: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=rcu_preempt next_pid=8 next_prio=120
+          <idle>-0     [005]    76.370084: sched_switch:          prev_comm=swapper/5 prev_pid=0 prev_prio=120 prev_state=0 next_comm=kworker/5:1 next_pid=1153 next_prio=120
+     rcu_preempt-8     [002]    76.370085: sched_switch:          prev_comm=rcu_preempt prev_pid=8 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.370095: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+     kworker/5:1-1153  [005]    76.370105: sched_switch:          prev_comm=kworker/5:1 prev_pid=1153 prev_prio=120 prev_state=1 next_comm=swapper/5 next_pid=0 next_prio=120
+            sshd-1639  [001]    76.370159: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=swapper/1 next_pid=0 next_prio=120
+          <idle>-0     [002]    76.378048: sched_wakeup:          comm=rcu_preempt pid=8 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    76.378055: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=rcu_preempt next_pid=8 next_prio=120
+     rcu_preempt-8     [002]    76.378067: sched_switch:          prev_comm=rcu_preempt prev_pid=8 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+          <idle>-0     [002]    76.386047: sched_wakeup:          comm=rcu_preempt pid=8 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    76.386054: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=rcu_preempt next_pid=8 next_prio=120
+     rcu_preempt-8     [002]    76.386065: sched_switch:          prev_comm=rcu_preempt prev_pid=8 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+          <idle>-0     [005]    76.390161: sched_wakeup:          comm=watchdog/5 pid=39 prio=0 success=1 target_cpu=5
+          <idle>-0     [005]    76.390185: sched_switch:          prev_comm=swapper/5 prev_pid=0 prev_prio=120 prev_state=0 next_comm=watchdog/5 next_pid=39 next_prio=0
+      watchdog/5-39    [005]    76.390200: sched_switch:          prev_comm=watchdog/5 prev_pid=39 prev_prio=0 prev_state=1 next_comm=swapper/5 next_pid=0 next_prio=120
+          <idle>-0     [002]    76.394047: sched_wakeup:          comm=rcu_preempt pid=8 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    76.394053: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=rcu_preempt next_pid=8 next_prio=120
+     rcu_preempt-8     [002]    76.394062: sched_switch:          prev_comm=rcu_preempt prev_pid=8 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+          <idle>-0     [002]    76.402047: sched_wakeup:          comm=rcu_preempt pid=8 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    76.402053: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=rcu_preempt next_pid=8 next_prio=120
+     rcu_preempt-8     [002]    76.402060: sched_switch:          prev_comm=rcu_preempt prev_pid=8 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+          <idle>-0     [001]    76.402065: sched_overutilized:    overutilized=1
+          <idle>-0     [002]    76.521978: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    76.521983: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.522040: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+            sshd-1639  [002]    76.522070: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.522078: sched_wakeup:          comm=sh pid=1642 prio=120 success=1 target_cpu=2
+   kworker/u12:1-46    [002]    76.522082: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.522098: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.522102: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.522107: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:1-46    [002]    76.522109: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=4096 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.522136: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+            sshd-1639  [002]    76.522141: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=2 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.522145: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.522150: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:1-46    [002]    76.522153: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=4096 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.522200: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.522204: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.522220: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.522224: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.522229: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:1-46    [002]    76.522232: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=4096 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.522258: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+            sshd-1639  [002]    76.522262: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=2 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.522265: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.522270: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:1-46    [002]    76.522272: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=4096 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.522307: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.522311: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.522327: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.522330: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.522335: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:1-46    [002]    76.522337: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=4096 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.522362: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+            sshd-1639  [002]    76.522366: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=2 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.522369: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.522373: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:1-46    [002]    76.522375: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=4096 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.522394: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.522397: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.522412: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.522415: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.522420: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:1-46    [002]    76.522423: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=4096 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.522447: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+            sshd-1639  [002]    76.522451: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=2 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.522454: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.522458: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:1-46    [002]    76.522460: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=4096 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.522479: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.522482: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.522497: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.522500: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.522505: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:1-46    [002]    76.522507: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=4096 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.522531: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+            sshd-1639  [002]    76.522535: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=2 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.522537: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.522542: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:1-46    [002]    76.522544: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=4096 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.522563: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.522566: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.522580: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.522584: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.522588: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:1-46    [002]    76.522590: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=4096 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.522614: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+            sshd-1639  [002]    76.522618: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=2 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.522621: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.522625: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:1-46    [002]    76.522627: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=4096 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.522646: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.522650: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.522665: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.522668: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.522672: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:1-46    [002]    76.522674: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=4096 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.522699: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+            sshd-1639  [002]    76.522703: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=2 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.522705: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.522710: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:1-46    [002]    76.522712: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=4096 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.522745: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.522748: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.522764: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.522767: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.522772: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:1-46    [002]    76.522774: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=4096 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.522798: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+            sshd-1639  [002]    76.522803: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=2 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.522806: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.522810: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:1-46    [002]    76.522812: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=4096 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.522831: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.522834: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.522849: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.522852: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.522856: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:1-46    [002]    76.522859: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=4096 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.522883: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+            sshd-1639  [002]    76.522887: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=2 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.522889: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.522894: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:1-46    [002]    76.522896: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=4096 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.522914: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.522918: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.522933: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.522936: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.522941: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:1-46    [002]    76.522943: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=4096 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.522967: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+            sshd-1639  [002]    76.522971: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=2 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.522974: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.522978: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:1-46    [002]    76.522980: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=4096 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.522999: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.523003: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.523018: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.523021: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.523025: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:1-46    [002]    76.523028: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=4096 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.523052: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+            sshd-1639  [002]    76.523056: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=2 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.523059: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.523063: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:1-46    [002]    76.523066: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=4096 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.523084: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.523087: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.523103: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.523106: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.523111: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:1-46    [002]    76.523113: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=4096 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.523137: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+            sshd-1639  [002]    76.523141: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=2 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.523144: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.523148: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:1-46    [002]    76.523150: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=4096 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.523230: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.523234: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.523249: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.523253: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.523257: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:1-46    [002]    76.523260: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=4096 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.523284: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+            sshd-1639  [002]    76.523288: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=2 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.523291: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.523295: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:1-46    [002]    76.523297: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=4096 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.523331: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.523334: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.523350: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.523353: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.523358: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:1-46    [002]    76.523360: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=4096 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.523384: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+            sshd-1639  [002]    76.523388: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=2 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.523390: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.523396: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:1-46    [002]    76.523398: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=4096 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.523417: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.523421: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.523436: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.523439: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.523443: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:1-46    [002]    76.523445: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=4096 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.523469: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+            sshd-1639  [002]    76.523473: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=2 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.523476: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.523480: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:1-46    [002]    76.523482: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=4096 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.523501: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.523504: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.523519: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.523522: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.523527: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:1-46    [002]    76.523529: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=4096 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.523553: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+            sshd-1639  [002]    76.523557: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=2 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.523559: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.523564: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:1-46    [002]    76.523566: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=4096 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.523584: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.523588: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.523603: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.523606: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.523610: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:1-46    [002]    76.523612: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=4096 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.523637: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+            sshd-1639  [002]    76.523641: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=2 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.523644: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.523648: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:1-46    [002]    76.523650: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=4096 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.523702: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.523706: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.523721: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.523725: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.523729: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:1-46    [002]    76.523731: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=4096 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.523756: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+            sshd-1639  [002]    76.523760: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=2 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.523763: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.523767: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:1-46    [002]    76.523770: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=4096 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.523805: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.523809: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.523825: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.523828: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.523832: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:1-46    [002]    76.523834: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=4096 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.523859: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+            sshd-1639  [002]    76.523863: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=2 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.523865: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.523870: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:1-46    [002]    76.523872: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=4096 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.523891: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.523894: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.523909: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.523912: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.523917: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:1-46    [002]    76.523919: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=4096 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.523943: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+            sshd-1639  [002]    76.523947: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=2 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.523950: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.523954: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:1-46    [002]    76.523956: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=4096 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.523976: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.523979: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.523995: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.523998: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.524003: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:1-46    [002]    76.524005: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=4096 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.524029: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+            sshd-1639  [002]    76.524034: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=2 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.524036: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.524040: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:1-46    [002]    76.524043: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=4096 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.524061: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.524065: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.524080: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.524083: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.524088: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:1-46    [002]    76.524090: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=4096 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.524114: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+            sshd-1639  [002]    76.524118: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=2 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.524121: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.524125: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:1-46    [002]    76.524127: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=4096 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.524200: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.524204: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.524220: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.524223: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.524227: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:1-46    [002]    76.524230: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=4096 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.524254: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+            sshd-1639  [002]    76.524258: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=2 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.524261: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.524265: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:1-46    [002]    76.524267: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=4096 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.524302: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.524305: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.524321: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.524324: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.524329: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:1-46    [002]    76.524331: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=4096 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.524355: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+            sshd-1639  [002]    76.524359: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=2 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.524362: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.524366: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:1-46    [002]    76.524369: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.524387: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.524403: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.524406: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.524411: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:1-46    [002]    76.524414: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.524452: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.524468: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.524471: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.524476: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:1-46    [002]    76.524479: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.524517: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.524533: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.524536: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.524540: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:1-46    [002]    76.524544: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.524581: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.524597: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.524600: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.524605: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:1-46    [002]    76.524608: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.524692: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.524709: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.524712: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.524717: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:1-46    [002]    76.524720: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.524773: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.524789: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.524793: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.524797: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:1-46    [002]    76.524801: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.524839: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.524855: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.524858: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.524863: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:1-46    [002]    76.524866: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.524903: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.524920: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.524923: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.524927: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:1-46    [002]    76.524931: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.524969: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.524985: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.524988: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.524992: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:1-46    [002]    76.524996: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.525048: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.525065: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.525068: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.525073: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:1-46    [002]    76.525076: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.525115: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.525131: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.525134: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.525139: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:1-46    [002]    76.525142: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.525180: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.525197: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.525200: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.525204: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:1-46    [002]    76.525208: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.525280: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.525298: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.525301: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.525306: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:1-46    [002]    76.525309: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.525361: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.525378: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.525382: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.525386: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:1-46    [002]    76.525390: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.525427: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.525444: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.525447: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.525451: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:1-46    [002]    76.525454: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.525515: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.525533: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.525536: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.525540: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:1-46    [002]    76.525544: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.525597: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.525614: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.525617: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.525622: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:1-46    [002]    76.525625: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.525663: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.525680: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.525683: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.525687: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:1-46    [002]    76.525691: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.525765: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.525783: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.525786: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.525791: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:1-46    [002]    76.525795: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.525847: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.525865: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.525868: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.525872: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:1-46    [002]    76.525876: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.525913: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.525930: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.525933: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.525938: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:1-46    [002]    76.525941: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.526007: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.526025: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.526028: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.526033: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:1-46    [002]    76.526036: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.526100: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.526118: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.526121: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [002]    76.526125: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:1-46    [002]    76.526129: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.526167: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+          <idle>-0     [001]    76.526262: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    76.526268: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+              sh-1642  [002]    76.526278: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.526281: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=sshd next_pid=1639 next_prio=120
+   kworker/u12:1-46    [001]    76.526286: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=swapper/1 next_pid=0 next_prio=120
+            sshd-1639  [002]    76.526320: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+          <idle>-0     [001]    76.526464: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    76.526471: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+              sh-1642  [002]    76.526480: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.526483: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=0 next_comm=sshd next_pid=1639 next_prio=120
+   kworker/u12:1-46    [001]    76.526488: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=swapper/1 next_pid=0 next_prio=120
+            sshd-1639  [002]    76.526546: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+          <idle>-0     [001]    76.526658: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    76.526664: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+              sh-1642  [002]    76.526673: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.526676: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=0 next_comm=sshd next_pid=1639 next_prio=120
+   kworker/u12:1-46    [001]    76.526680: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=swapper/1 next_pid=0 next_prio=120
+            sshd-1639  [002]    76.526736: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+          <idle>-0     [001]    76.526871: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    76.526878: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+              sh-1642  [002]    76.526887: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.526890: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=0 next_comm=sshd next_pid=1639 next_prio=120
+   kworker/u12:1-46    [001]    76.526894: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=swapper/1 next_pid=0 next_prio=120
+            sshd-1639  [002]    76.526943: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+          <idle>-0     [001]    76.527118: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    76.527124: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [001]    76.527138: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=swapper/1 next_pid=0 next_prio=120
+              sh-1642  [002]    76.527138: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.527142: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.527206: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+          <idle>-0     [003]    76.527813: sched_switch:          prev_comm=swapper/3 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sh next_pid=1703 next_prio=120
+              sh-1642  [002]    76.527867: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+         shutils-1703  [003]    76.528760: sched_wakeup:          comm=migration/3 pid=28 prio=0 success=1 target_cpu=3
+         shutils-1703  [003]    76.528769: sched_switch:          prev_comm=sh prev_pid=1703 prev_prio=120 prev_state=4096 next_comm=migration/3 next_pid=28 next_prio=0
+     migration/3-28    [003]    76.528804: sched_switch:          prev_comm=migration/3 prev_pid=28 prev_prio=0 prev_state=1 next_comm=swapper/3 next_pid=0 next_prio=120
+          <idle>-0     [001]    76.528868: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sh next_pid=1703 next_prio=120
+         shutils-1703  [001]    76.530060: sched_wakeup:          comm=rcu_preempt pid=8 prio=120 success=1 target_cpu=1
+         shutils-1703  [001]    76.530067: sched_switch:          prev_comm=shutils prev_pid=1703 prev_prio=120 prev_state=4096 next_comm=rcu_preempt next_pid=8 next_prio=120
+     rcu_preempt-8     [001]    76.530075: sched_switch:          prev_comm=rcu_preempt prev_pid=8 prev_prio=120 prev_state=1 next_comm=shutils next_pid=1703 next_prio=120
+          <idle>-0     [004]    76.534104: sched_switch:          prev_comm=swapper/4 prev_pid=0 prev_prio=120 prev_state=0 next_comm=shutils next_pid=1704 next_prio=120
+         shutils-1703  [001]    76.534125: sched_switch:          prev_comm=shutils prev_pid=1703 prev_prio=120 prev_state=1 next_comm=swapper/1 next_pid=0 next_prio=120
+         busybox-1704  [004]    76.536556: sched_wakeup:          comm=migration/4 pid=34 prio=0 success=1 target_cpu=4
+         busybox-1704  [004]    76.536563: sched_switch:          prev_comm=shutils prev_pid=1704 prev_prio=120 prev_state=4096 next_comm=migration/4 next_pid=34 next_prio=0
+     migration/4-34    [004]    76.536589: sched_switch:          prev_comm=migration/4 prev_pid=34 prev_prio=0 prev_state=1 next_comm=swapper/4 next_pid=0 next_prio=120
+          <idle>-0     [002]    76.536661: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=shutils next_pid=1704 next_prio=120
+          <idle>-0     [001]    76.537635: sched_wakeup:          comm=shutils pid=1703 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    76.537640: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=shutils next_pid=1703 next_prio=120
+         shutils-1703  [001]    76.537655: sched_switch:          prev_comm=shutils prev_pid=1703 prev_prio=120 prev_state=1 next_comm=swapper/1 next_pid=0 next_prio=120
+          <idle>-0     [001]    76.537696: sched_wakeup:          comm=shutils pid=1703 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    76.537699: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=shutils next_pid=1703 next_prio=120
+         shutils-1703  [001]    76.537705: sched_switch:          prev_comm=shutils prev_pid=1703 prev_prio=120 prev_state=1 next_comm=swapper/1 next_pid=0 next_prio=120
+          <idle>-0     [001]    76.537760: sched_wakeup:          comm=shutils pid=1703 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    76.537762: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=shutils next_pid=1703 next_prio=120
+         shutils-1703  [001]    76.537767: sched_switch:          prev_comm=shutils prev_pid=1703 prev_prio=120 prev_state=1 next_comm=swapper/1 next_pid=0 next_prio=120
+          <idle>-0     [001]    76.537823: sched_wakeup:          comm=shutils pid=1703 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    76.537825: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=shutils next_pid=1703 next_prio=120
+         shutils-1703  [001]    76.537830: sched_switch:          prev_comm=shutils prev_pid=1703 prev_prio=120 prev_state=1 next_comm=swapper/1 next_pid=0 next_prio=120
+          <idle>-0     [001]    76.537886: sched_wakeup:          comm=shutils pid=1703 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    76.537888: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=shutils next_pid=1703 next_prio=120
+         shutils-1703  [001]    76.537893: sched_switch:          prev_comm=shutils prev_pid=1703 prev_prio=120 prev_state=1 next_comm=swapper/1 next_pid=0 next_prio=120
+          <idle>-0     [001]    76.538056: sched_wakeup:          comm=rcu_preempt pid=8 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    76.538065: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=rcu_preempt next_pid=8 next_prio=120
+     rcu_preempt-8     [001]    76.538074: sched_switch:          prev_comm=rcu_preempt prev_pid=8 prev_prio=120 prev_state=1 next_comm=swapper/1 next_pid=0 next_prio=120
+         busybox-1704  [002]    76.538200: sched_switch:          prev_comm=busybox prev_pid=1704 prev_prio=120 prev_state=64 next_comm=swapper/2 next_pid=0 next_prio=120
+          <idle>-0     [001]    76.538314: sched_wakeup:          comm=shutils pid=1703 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    76.538318: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=shutils next_pid=1703 next_prio=120
+         shutils-1703  [001]    76.538557: print:                0xffff00000819ff24s: cpu_frequency_devlib:        state=950000 cpu_id=0
+         shutils-1703  [001]    76.538652: print:                0xffff00000819ff24s: cpu_frequency_devlib:        state=1200000 cpu_id=1
+         shutils-1703  [001]    76.538734: print:                0xffff00000819ff24s: cpu_frequency_devlib:        state=1200000 cpu_id=2
+         shutils-1703  [001]    76.538811: print:                0xffff00000819ff24s: cpu_frequency_devlib:        state=950000 cpu_id=3
+         shutils-1703  [001]    76.538886: print:                0xffff00000819ff24s: cpu_frequency_devlib:        state=950000 cpu_id=4
+         shutils-1703  [001]    76.538960: print:                0xffff00000819ff24s: cpu_frequency_devlib:        state=950000 cpu_id=5
+         shutils-1703  [001]    76.539398: sched_switch:          prev_comm=shutils prev_pid=1703 prev_prio=120 prev_state=64 next_comm=swapper/1 next_pid=0 next_prio=120
+          <idle>-0     [002]    76.539399: sched_wakeup:          comm=sh pid=1642 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    76.539402: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sh next_pid=1642 next_prio=120
+          <idle>-0     [001]    76.539504: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    76.539507: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [001]    76.539520: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=swapper/1 next_pid=0 next_prio=120
+              sh-1642  [002]    76.539520: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.539524: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=0 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.539631: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+          <idle>-0     [001]    76.539651: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    76.539653: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [001]    76.539659: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=swapper/1 next_pid=0 next_prio=120
+              sh-1642  [002]    76.539660: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.539663: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=0 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.539718: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+          <idle>-0     [001]    76.539792: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    76.539795: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [001]    76.539800: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=swapper/1 next_pid=0 next_prio=120
+              sh-1642  [002]    76.539804: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+          <idle>-0     [002]    76.539808: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    76.539810: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.539852: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+          <idle>-0     [002]    76.542055: sched_wakeup:          comm=rcu_preempt pid=8 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    76.542059: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=rcu_preempt next_pid=8 next_prio=120
+     rcu_preempt-8     [002]    76.542070: sched_switch:          prev_comm=rcu_preempt prev_pid=8 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+          <idle>-0     [002]    76.554046: sched_wakeup:          comm=rcu_preempt pid=8 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    76.554053: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=rcu_preempt next_pid=8 next_prio=120
+     rcu_preempt-8     [002]    76.554063: sched_switch:          prev_comm=rcu_preempt prev_pid=8 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+          <idle>-0     [002]    76.562046: sched_wakeup:          comm=rcu_preempt pid=8 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    76.562053: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=rcu_preempt next_pid=8 next_prio=120
+     rcu_preempt-8     [002]    76.562060: sched_switch:          prev_comm=rcu_preempt prev_pid=8 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+          <idle>-0     [002]    76.574045: sched_wakeup:          comm=rcu_preempt pid=8 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    76.574051: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=rcu_preempt next_pid=8 next_prio=120
+     rcu_preempt-8     [002]    76.574062: sched_switch:          prev_comm=rcu_preempt prev_pid=8 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+          <idle>-0     [002]    76.582045: sched_wakeup:          comm=rcu_preempt pid=8 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    76.582052: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=rcu_preempt next_pid=8 next_prio=120
+     rcu_preempt-8     [002]    76.582061: sched_switch:          prev_comm=rcu_preempt prev_pid=8 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+          <idle>-0     [002]    76.590046: sched_wakeup:          comm=rcu_preempt pid=8 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    76.590053: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=rcu_preempt next_pid=8 next_prio=120
+     rcu_preempt-8     [002]    76.590062: sched_switch:          prev_comm=rcu_preempt prev_pid=8 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+          <idle>-0     [002]    76.594048: sched_wakeup:          comm=rcu_preempt pid=8 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    76.594056: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=rcu_preempt next_pid=8 next_prio=120
+     rcu_preempt-8     [002]    76.594063: sched_switch:          prev_comm=rcu_preempt prev_pid=8 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+          <idle>-0     [002]    76.695187: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    76.695192: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.695258: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+          <idle>-0     [001]    76.695320: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    76.695327: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+          <idle>-0     [002]    76.695338: sched_wakeup:          comm=sh pid=1642 prio=120 success=1 target_cpu=2
+   kworker/u12:1-46    [001]    76.695338: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=swapper/1 next_pid=0 next_prio=120
+          <idle>-0     [002]    76.695343: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sh next_pid=1642 next_prio=120
+          <idle>-0     [001]    76.695523: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    76.695529: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+              sh-1642  [002]    76.695536: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.695539: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.695542: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.695547: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+   kworker/u12:1-46    [001]    76.695548: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=swapper/1 next_pid=0 next_prio=120
+            sshd-1639  [002]    76.695615: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.695633: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.695637: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.695642: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:0-5     [002]    76.695646: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.695700: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.695717: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.695721: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.695726: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:0-5     [002]    76.695729: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.695768: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.695784: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.695788: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.695792: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:0-5     [002]    76.695796: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.695834: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.695850: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.695853: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.695858: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:0-5     [002]    76.695862: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.695900: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.695916: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.695919: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.695924: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:0-5     [002]    76.695927: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.695965: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.695982: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.695985: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.695989: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:0-5     [002]    76.695993: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.696031: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.696047: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.696051: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.696055: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:0-5     [002]    76.696059: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.696145: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.696162: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.696166: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.696170: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:0-5     [002]    76.696174: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.696228: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.696245: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.696248: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.696253: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:0-5     [002]    76.696256: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.696295: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.696311: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.696314: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.696319: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:0-5     [002]    76.696322: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.696360: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.696376: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.696379: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.696384: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:0-5     [002]    76.696387: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.696426: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.696443: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.696446: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.696450: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:0-5     [002]    76.696454: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.696492: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.696508: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.696511: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.696516: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:0-5     [002]    76.696519: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.696557: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.696573: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.696576: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.696581: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:0-5     [002]    76.696584: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.696660: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.696678: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.696681: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.696686: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:0-5     [002]    76.696689: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.696742: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.696760: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.696763: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.696768: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:0-5     [002]    76.696771: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.696810: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.696826: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.696829: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.696834: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:0-5     [002]    76.696837: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.696875: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.696892: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.696895: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.696900: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:0-5     [002]    76.696903: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.696940: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.696957: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.696960: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.696965: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:0-5     [002]    76.696968: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.697006: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.697024: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.697027: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.697031: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:0-5     [002]    76.697035: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.697153: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.697171: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.697174: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.697179: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:0-5     [002]    76.697182: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.697236: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.697254: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.697257: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.697261: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:0-5     [002]    76.697265: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.697302: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.697319: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.697322: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.697327: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:0-5     [002]    76.697330: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.697368: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.697385: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.697388: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.697393: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:0-5     [002]    76.697396: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.697434: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.697451: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.697454: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.697459: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:0-5     [002]    76.697463: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.697501: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.697518: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.697521: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.697525: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:0-5     [002]    76.697529: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.697627: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.697645: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.697648: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.697652: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:0-5     [002]    76.697656: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.697711: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.697729: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.697732: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.697737: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:0-5     [002]    76.697740: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.697778: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.697796: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.697799: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.697803: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:0-5     [002]    76.697807: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.697844: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.697861: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.697864: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.697869: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:0-5     [002]    76.697872: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.697909: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.697927: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.697930: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.697934: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:0-5     [002]    76.697938: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.697975: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.697993: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.697996: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.698000: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:0-5     [002]    76.698004: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.698126: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+          <idle>-0     [000]    76.698140: sched_wakeup:          comm=ksoftirqd/0 pid=7 prio=120 success=1 target_cpu=0
+              sh-1642  [002]    76.698145: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.698148: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.698153: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:0-5     [002]    76.698156: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+          <idle>-0     [000]    76.698161: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=ksoftirqd/0 next_pid=7 next_prio=120
+            sshd-1639  [002]    76.698211: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+     ksoftirqd/0-7     [000]    76.698221: sched_switch:          prev_comm=ksoftirqd/0 prev_pid=7 prev_prio=120 prev_state=1 next_comm=swapper/0 next_pid=0 next_prio=120
+              sh-1642  [002]    76.698229: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.698232: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.698237: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:0-5     [002]    76.698240: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.698278: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.698296: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.698299: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.698304: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:0-5     [002]    76.698307: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.698345: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.698363: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.698366: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.698370: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:0-5     [002]    76.698374: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.698411: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.698429: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.698432: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.698437: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:0-5     [002]    76.698440: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.698477: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.698495: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.698498: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.698503: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:0-5     [002]    76.698506: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.698544: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.698562: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.698565: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.698570: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:0-5     [002]    76.698574: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.698639: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.698658: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.698661: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.698665: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:0-5     [002]    76.698669: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.698720: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.698738: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.698741: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.698745: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:0-5     [002]    76.698749: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.698787: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.698805: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.698808: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.698812: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:0-5     [002]    76.698816: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.698854: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.698871: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.698874: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.698879: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:0-5     [002]    76.698882: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.698920: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.698938: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.698941: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.698946: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:0-5     [002]    76.698950: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.698987: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.699005: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.699008: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.699013: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:0-5     [002]    76.699016: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.699109: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.699128: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.699131: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.699136: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:0-5     [002]    76.699139: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.699191: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.699210: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.699213: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.699218: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:0-5     [002]    76.699221: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.699259: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.699277: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.699280: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.699284: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:0-5     [002]    76.699288: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.699325: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.699344: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.699347: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.699352: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:0-5     [002]    76.699355: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.699393: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.699411: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.699414: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.699418: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:0-5     [002]    76.699422: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.699475: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.699494: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.699497: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.699501: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:0-5     [002]    76.699505: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.699543: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.699561: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.699564: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.699569: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:0-5     [002]    76.699572: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.699610: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.699628: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.699632: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.699637: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:0-5     [002]    76.699640: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.699701: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.699720: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.699723: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.699728: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:0-5     [002]    76.699732: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.699782: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.699801: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.699804: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.699808: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:0-5     [002]    76.699811: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.699849: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.699868: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.699871: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.699876: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:0-5     [002]    76.699880: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.699944: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.699963: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.699966: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.699971: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:0-5     [002]    76.699974: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.700028: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.700047: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.700050: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.700055: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:0-5     [002]    76.700058: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.700095: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.700114: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.700117: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.700122: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:0-5     [002]    76.700125: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.700189: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.700208: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.700211: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.700216: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:0-5     [002]    76.700220: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.700270: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.700289: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.700292: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.700297: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:0-5     [002]    76.700300: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.700338: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.700357: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.700360: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.700364: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:0-5     [002]    76.700368: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.700443: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.700462: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.700465: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.700470: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:0-5     [002]    76.700474: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.700526: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.700545: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.700548: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.700553: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:0-5     [002]    76.700556: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.700594: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.700613: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.700616: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.700620: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:0-5     [002]    76.700624: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.700699: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.700719: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.700722: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.700727: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:0-5     [002]    76.700730: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.700781: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.700802: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.700805: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.700809: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:0-5     [002]    76.700813: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.700851: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.700870: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.700873: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.700878: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:0-5     [002]    76.700881: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.700958: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.700977: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.700981: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.700985: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:0-5     [002]    76.700989: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.701040: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.701059: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.701062: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.701067: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:0-5     [002]    76.701070: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.701108: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.701127: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.701130: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.701135: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:0-5     [002]    76.701138: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.701199: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.701219: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.701222: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.701226: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:0-5     [002]    76.701230: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.701284: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.701303: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.701306: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.701311: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:0-5     [002]    76.701314: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.701382: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.701402: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.701405: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.701409: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:0-5     [002]    76.701413: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.701466: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.701485: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.701489: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.701493: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:0-5     [002]    76.701497: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.701534: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.701554: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.701557: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.701562: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:0-5     [002]    76.701565: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.701643: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.701663: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.701666: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.701671: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:0-5     [002]    76.701674: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.701727: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.701747: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.701750: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.701754: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:0-5     [002]    76.701758: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.701796: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.701815: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.701818: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.701823: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:0-5     [002]    76.701826: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.701888: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.701909: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.701912: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.701916: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:0-5     [002]    76.701920: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.701973: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.701993: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.701996: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.702001: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:0-5     [002]    76.702004: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.702042: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.702073: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.702077: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.702081: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:0-5     [002]    76.702085: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.702158: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.702178: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.702181: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.702186: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:0-5     [002]    76.702189: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.702240: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    76.702260: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.702264: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.702268: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:0-5     [002]    76.702272: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.702310: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+          <idle>-0     [001]    76.702408: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    76.702415: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+              sh-1642  [002]    76.702424: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    76.702428: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=0 next_comm=sshd next_pid=1639 next_prio=120
+   kworker/u12:0-5     [001]    76.702433: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=swapper/1 next_pid=0 next_prio=120
+            sshd-1639  [002]    76.702485: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+          <idle>-0     [003]    76.703076: sched_switch:          prev_comm=swapper/3 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sh next_pid=1705 next_prio=120
+              sh-1642  [002]    76.703108: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+          rt-app-1705  [003]    76.704077: sched_wakeup:          comm=migration/3 pid=28 prio=0 success=1 target_cpu=3
+          rt-app-1705  [003]    76.704088: sched_switch:          prev_comm=sh prev_pid=1705 prev_prio=120 prev_state=4096 next_comm=migration/3 next_pid=28 next_prio=0
+     migration/3-28    [003]    76.704134: sched_switch:          prev_comm=migration/3 prev_pid=28 prev_prio=0 prev_state=1 next_comm=swapper/3 next_pid=0 next_prio=120
+          <idle>-0     [001]    76.704224: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sh next_pid=1705 next_prio=120
+          <idle>-0     [002]    76.705608: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    76.705616: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.705631: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:0-5     [002]    76.705637: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    76.705763: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+          rt-app-1705  [001]    76.705784: sched_switch:          prev_comm=rt-app prev_pid=1705 prev_prio=120 prev_state=1 next_comm=swapper/1 next_pid=0 next_prio=120
+          <idle>-0     [004]    76.705875: sched_switch:          prev_comm=swapper/4 prev_pid=0 prev_prio=120 prev_state=0 next_comm=rt-app next_pid=1706 next_prio=120
+          <idle>-0     [002]    76.706019: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    76.706025: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    76.706032: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:0-5     [002]    76.706037: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+          <idle>-0     [001]    76.706064: sched_wakeup:          comm=rcu_preempt pid=8 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    76.706071: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=rcu_preempt next_pid=8 next_prio=120
+     rcu_preempt-8     [001]    76.706085: sched_switch:          prev_comm=rcu_preempt prev_pid=8 prev_prio=120 prev_state=1 next_comm=swapper/1 next_pid=0 next_prio=120
+            sshd-1639  [002]    76.706131: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+          <idle>-0     [001]    76.714191: sched_wakeup:          comm=rcu_preempt pid=8 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    76.714199: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=rcu_preempt next_pid=8 next_prio=120
+     rcu_preempt-8     [001]    76.714212: sched_switch:          prev_comm=rcu_preempt prev_pid=8 prev_prio=120 prev_state=1 next_comm=swapper/1 next_pid=0 next_prio=120
+          <idle>-0     [001]    76.722124: sched_wakeup:          comm=rcu_preempt pid=8 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    76.722132: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=rcu_preempt next_pid=8 next_prio=120
+     rcu_preempt-8     [001]    76.722141: sched_switch:          prev_comm=rcu_preempt prev_pid=8 prev_prio=120 prev_state=1 next_comm=swapper/1 next_pid=0 next_prio=120
+          <idle>-0     [000]    76.902131: sched_wakeup:          comm=kworker/0:1 pid=1150 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    76.902145: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=kworker/0:1 next_pid=1150 next_prio=120
+            ramp-1706  [004]    76.902174: sched_wakeup:          comm=kworker/4:1 pid=1152 prio=120 success=1 target_cpu=4
+            ramp-1706  [004]    76.902180: sched_switch:          prev_comm=ramp prev_pid=1706 prev_prio=120 prev_state=0 next_comm=kworker/4:1 next_pid=1152 next_prio=120
+     kworker/0:1-1150  [000]    76.902201: sched_switch:          prev_comm=kworker/0:1 prev_pid=1150 prev_prio=120 prev_state=1 next_comm=swapper/0 next_pid=0 next_prio=120
+     kworker/4:1-1152  [004]    76.902203: sched_switch:          prev_comm=kworker/4:1 prev_pid=1152 prev_prio=120 prev_state=1 next_comm=ramp next_pid=1706 next_prio=120
+          <idle>-0     [003]    76.902279: sched_wakeup:          comm=kworker/3:1 pid=1151 prio=120 success=1 target_cpu=3
+          <idle>-0     [001]    76.902284: sched_wakeup:          comm=kworker/1:0 pid=18 prio=120 success=1 target_cpu=1
+          <idle>-0     [003]    76.902288: sched_switch:          prev_comm=swapper/3 prev_pid=0 prev_prio=120 prev_state=0 next_comm=kworker/3:1 next_pid=1151 next_prio=120
+          <idle>-0     [001]    76.902296: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=kworker/1:0 next_pid=18 next_prio=120
+     kworker/3:1-1151  [003]    76.902317: sched_switch:          prev_comm=kworker/3:1 prev_pid=1151 prev_prio=120 prev_state=1 next_comm=swapper/3 next_pid=0 next_prio=120
+     kworker/1:0-18    [001]    76.902322: sched_switch:          prev_comm=kworker/1:0 prev_pid=18 prev_prio=120 prev_state=1 next_comm=swapper/1 next_pid=0 next_prio=120
+          <idle>-0     [002]    76.914168: sched_wakeup:          comm=kworker/2:1 pid=479 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    76.914187: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=kworker/2:1 next_pid=479 next_prio=120
+     kworker/2:1-479   [002]    76.914202: sched_switch:          prev_comm=kworker/2:1 prev_pid=479 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+            ramp-1706  [004]    77.862053: sched_wakeup:          comm=kworker/4:1 pid=1152 prio=120 success=1 target_cpu=4
+            ramp-1706  [004]    77.862059: sched_switch:          prev_comm=ramp prev_pid=1706 prev_prio=120 prev_state=0 next_comm=kworker/4:1 next_pid=1152 next_prio=120
+     kworker/4:1-1152  [004]    77.862076: sched_switch:          prev_comm=kworker/4:1 prev_pid=1152 prev_prio=120 prev_state=1 next_comm=ramp next_pid=1706 next_prio=120
+          <idle>-0     [000]    77.894127: sched_wakeup:          comm=kworker/0:1 pid=1150 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    77.894141: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=kworker/0:1 next_pid=1150 next_prio=120
+     kworker/0:1-1150  [000]    77.894171: sched_switch:          prev_comm=kworker/0:1 prev_pid=1150 prev_prio=120 prev_state=1 next_comm=swapper/0 next_pid=0 next_prio=120
+          <idle>-0     [002]    78.118167: sched_wakeup:          comm=kworker/2:1H pid=1381 prio=100 success=1 target_cpu=2
+          <idle>-0     [002]    78.118185: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=kworker/2:1H next_pid=1381 next_prio=100
+    kworker/2:1H-1381  [002]    78.118197: sched_switch:          prev_comm=kworker/2:1H prev_pid=1381 prev_prio=100 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+          <idle>-0     [001]    78.630172: sched_wakeup:          comm=kworker/1:0 pid=18 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    78.630190: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=kworker/1:0 next_pid=18 next_prio=120
+     kworker/1:0-18    [001]    78.630204: sched_switch:          prev_comm=kworker/1:0 prev_pid=18 prev_prio=120 prev_state=1 next_comm=swapper/1 next_pid=0 next_prio=120
+          <idle>-0     [002]    78.630387: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    78.630399: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    78.630423: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+          <idle>-0     [000]    78.765523: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    78.765535: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [000]    78.765578: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=1 next_comm=swapper/0 next_pid=0 next_prio=120
+          <idle>-0     [000]    78.766562: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    78.766572: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [000]    78.766587: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=1 next_comm=swapper/0 next_pid=0 next_prio=120
+          <idle>-0     [002]    78.766761: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    78.766792: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [002]    78.766807: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+          <idle>-0     [000]    78.766944: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    78.766954: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [000]    78.767180: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=2 next_comm=swapper/0 next_pid=0 next_prio=120
+          <idle>-0     [000]    78.774743: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    78.774753: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [000]    78.774778: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=1 next_comm=swapper/0 next_pid=0 next_prio=120
+          <idle>-0     [000]    78.775812: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    78.775821: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [000]    78.775833: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=1 next_comm=swapper/0 next_pid=0 next_prio=120
+          <idle>-0     [002]    78.775852: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    78.775871: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [002]    78.775880: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+          <idle>-0     [000]    78.776068: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    78.776077: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [000]    78.776296: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=2 next_comm=swapper/0 next_pid=0 next_prio=120
+          <idle>-0     [000]    78.782878: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    78.782888: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [000]    78.782913: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=1 next_comm=swapper/0 next_pid=0 next_prio=120
+          <idle>-0     [000]    78.783811: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    78.783820: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [000]    78.783832: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=1 next_comm=swapper/0 next_pid=0 next_prio=120
+          <idle>-0     [002]    78.784002: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    78.784032: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [002]    78.784046: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+          <idle>-0     [000]    78.784192: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    78.784202: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [000]    78.784274: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=2 next_comm=swapper/0 next_pid=0 next_prio=120
+          <idle>-0     [000]    78.786693: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    78.786703: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [000]    78.786728: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=1 next_comm=swapper/0 next_pid=0 next_prio=120
+          <idle>-0     [000]    78.787685: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    78.787694: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [000]    78.787706: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=1 next_comm=swapper/0 next_pid=0 next_prio=120
+          <idle>-0     [002]    78.788040: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    78.788073: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [002]    78.788087: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+          <idle>-0     [000]    78.788192: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    78.788202: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [000]    78.788406: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=2 next_comm=swapper/0 next_pid=0 next_prio=120
+          <idle>-0     [000]    78.812990: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    78.813001: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [000]    78.813027: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=1 next_comm=swapper/0 next_pid=0 next_prio=120
+          <idle>-0     [000]    78.815059: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    78.815069: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [000]    78.815080: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=1 next_comm=swapper/0 next_pid=0 next_prio=120
+          <idle>-0     [002]    78.815250: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    78.815281: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [002]    78.815295: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+          <idle>-0     [000]    78.815440: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    78.815449: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [000]    78.815662: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=2 next_comm=swapper/0 next_pid=0 next_prio=120
+          <idle>-0     [000]    78.858379: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    78.858390: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [000]    78.858416: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=1 next_comm=swapper/0 next_pid=0 next_prio=120
+          <idle>-0     [000]    78.860930: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    78.860939: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [000]    78.860950: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=1 next_comm=swapper/0 next_pid=0 next_prio=120
+          <idle>-0     [002]    78.861124: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    78.861154: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [002]    78.861168: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+          <idle>-0     [000]    78.861312: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    78.861321: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [000]    78.861532: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=2 next_comm=swapper/0 next_pid=0 next_prio=120
+          <idle>-0     [000]    78.895489: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    78.895499: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [000]    78.895525: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=1 next_comm=swapper/0 next_pid=0 next_prio=120
+          <idle>-0     [000]    78.898052: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    78.898064: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [000]    78.898076: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=1 next_comm=swapper/0 next_pid=0 next_prio=120
+          <idle>-0     [002]    78.898246: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    78.898276: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [002]    78.898291: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+          <idle>-0     [000]    78.898433: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    78.898443: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [000]    78.898652: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=2 next_comm=swapper/0 next_pid=0 next_prio=120
+          <idle>-0     [000]    78.918139: sched_wakeup:          comm=kworker/0:1 pid=1150 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    78.918157: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=kworker/0:1 next_pid=1150 next_prio=120
+     kworker/0:1-1150  [000]    78.918181: sched_switch:          prev_comm=kworker/0:1 prev_pid=1150 prev_prio=120 prev_state=1 next_comm=swapper/0 next_pid=0 next_prio=120
+          <idle>-0     [002]    78.918278: sched_wakeup:          comm=kworker/2:1 pid=479 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    78.918290: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=kworker/2:1 next_pid=479 next_prio=120
+     kworker/2:1-479   [002]    78.918307: sched_switch:          prev_comm=kworker/2:1 prev_pid=479 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+          <idle>-0     [000]    79.303343: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    79.303354: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [000]    79.303379: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=1 next_comm=swapper/0 next_pid=0 next_prio=120
+          <idle>-0     [000]    79.305396: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    79.305405: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [000]    79.305416: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=1 next_comm=swapper/0 next_pid=0 next_prio=120
+          <idle>-0     [002]    79.305591: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    79.305623: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [002]    79.305638: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+          <idle>-0     [000]    79.305777: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    79.305787: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [000]    79.305984: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=2 next_comm=swapper/0 next_pid=0 next_prio=120
+          <idle>-0     [000]    79.339947: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    79.339957: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [000]    79.339983: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=1 next_comm=swapper/0 next_pid=0 next_prio=120
+          <idle>-0     [000]    79.342518: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    79.342528: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [000]    79.342539: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=1 next_comm=swapper/0 next_pid=0 next_prio=120
+          <idle>-0     [002]    79.342709: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    79.342741: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [002]    79.342756: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+          <idle>-0     [000]    79.342900: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    79.342909: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [000]    79.343036: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=2 next_comm=swapper/0 next_pid=0 next_prio=120
+          <idle>-0     [000]    79.377029: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    79.377039: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [000]    79.377065: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=1 next_comm=swapper/0 next_pid=0 next_prio=120
+          <idle>-0     [000]    79.379640: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    79.379650: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [000]    79.379662: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=1 next_comm=swapper/0 next_pid=0 next_prio=120
+          <idle>-0     [002]    79.379832: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    79.379862: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [002]    79.379877: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+          <idle>-0     [000]    79.380021: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    79.380031: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [000]    79.380158: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=2 next_comm=swapper/0 next_pid=0 next_prio=120
+          <idle>-0     [000]    79.414275: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    79.414285: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [000]    79.414310: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=1 next_comm=swapper/0 next_pid=0 next_prio=120
+          <idle>-0     [000]    79.416263: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    79.416272: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [000]    79.416283: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=1 next_comm=swapper/0 next_pid=0 next_prio=120
+          <idle>-0     [002]    79.416456: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    79.416486: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [002]    79.416501: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+          <idle>-0     [000]    79.416643: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    79.416653: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [000]    79.416786: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=2 next_comm=swapper/0 next_pid=0 next_prio=120
+          <idle>-0     [000]    79.450526: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    79.450536: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [000]    79.450562: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=1 next_comm=swapper/0 next_pid=0 next_prio=120
+          <idle>-0     [000]    79.452759: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    79.452768: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [000]    79.452780: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=1 next_comm=swapper/0 next_pid=0 next_prio=120
+          <idle>-0     [002]    79.452950: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    79.452980: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [002]    79.452994: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+          <idle>-0     [000]    79.453140: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    79.453150: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [000]    79.453277: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=2 next_comm=swapper/0 next_pid=0 next_prio=120
+          <idle>-0     [000]    79.487269: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    79.487279: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [000]    79.487305: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=1 next_comm=swapper/0 next_pid=0 next_prio=120
+          <idle>-0     [000]    79.489756: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    79.489765: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [000]    79.489776: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=1 next_comm=swapper/0 next_pid=0 next_prio=120
+          <idle>-0     [002]    79.489947: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    79.489976: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [002]    79.489991: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+          <idle>-0     [000]    79.490137: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    79.490147: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [000]    79.490275: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=2 next_comm=swapper/0 next_pid=0 next_prio=120
+          <idle>-0     [000]    79.524267: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    79.524277: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [000]    79.524303: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=1 next_comm=swapper/0 next_pid=0 next_prio=120
+          <idle>-0     [000]    79.527004: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    79.527014: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [000]    79.527027: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=1 next_comm=swapper/0 next_pid=0 next_prio=120
+          <idle>-0     [002]    79.527198: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    79.527230: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [002]    79.527245: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+          <idle>-0     [000]    79.527385: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    79.527395: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [000]    79.527474: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=2 next_comm=swapper/0 next_pid=0 next_prio=120
+          <idle>-0     [000]    79.562132: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    79.562142: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [000]    79.562167: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=1 next_comm=swapper/0 next_pid=0 next_prio=120
+          <idle>-0     [000]    79.563126: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    79.563135: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [000]    79.563147: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=1 next_comm=swapper/0 next_pid=0 next_prio=120
+          <idle>-0     [002]    79.563654: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    79.563684: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [002]    79.563698: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+          <idle>-0     [000]    79.563882: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    79.563892: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [000]    79.564079: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=2 next_comm=swapper/0 next_pid=0 next_prio=120
+          <idle>-0     [000]    79.598046: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    79.598057: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [000]    79.598082: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=1 next_comm=swapper/0 next_pid=0 next_prio=120
+          <idle>-0     [000]    79.599998: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    79.600008: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [000]    79.600019: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=1 next_comm=swapper/0 next_pid=0 next_prio=120
+          <idle>-0     [002]    79.600191: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    79.600223: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [002]    79.600237: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+          <idle>-0     [000]    79.600381: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    79.600390: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [000]    79.600527: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=2 next_comm=swapper/0 next_pid=0 next_prio=120
+          <idle>-0     [000]    79.634383: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    79.634393: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [000]    79.634419: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=1 next_comm=swapper/0 next_pid=0 next_prio=120
+          <idle>-0     [000]    79.636495: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    79.636504: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [000]    79.636515: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=1 next_comm=swapper/0 next_pid=0 next_prio=120
+          <idle>-0     [002]    79.636690: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    79.636718: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [002]    79.636733: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+          <idle>-0     [000]    79.636877: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    79.636886: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [000]    79.637012: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=2 next_comm=swapper/0 next_pid=0 next_prio=120
+          <idle>-0     [000]    79.671006: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    79.671016: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [000]    79.671041: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=1 next_comm=swapper/0 next_pid=0 next_prio=120
+          <idle>-0     [000]    79.673618: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    79.673627: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [000]    79.673638: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=1 next_comm=swapper/0 next_pid=0 next_prio=120
+          <idle>-0     [002]    79.673811: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    79.673844: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [002]    79.673859: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+          <idle>-0     [000]    79.673999: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    79.674008: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [000]    79.674102: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=2 next_comm=swapper/0 next_pid=0 next_prio=120
+          <idle>-0     [000]    79.707620: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    79.707630: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [000]    79.707656: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=1 next_comm=swapper/0 next_pid=0 next_prio=120
+          <idle>-0     [000]    79.708614: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    79.708624: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [000]    79.708635: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=1 next_comm=swapper/0 next_pid=0 next_prio=120
+          <idle>-0     [002]    79.709100: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    79.709133: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [002]    79.709148: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+          <idle>-0     [000]    79.709387: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    79.709397: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [000]    79.709607: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=2 next_comm=swapper/0 next_pid=0 next_prio=120
+          <idle>-0     [000]    79.910139: sched_wakeup:          comm=kworker/0:1 pid=1150 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    79.910153: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=kworker/0:1 next_pid=1150 next_prio=120
+     kworker/0:1-1150  [000]    79.910173: sched_switch:          prev_comm=kworker/0:1 prev_pid=1150 prev_prio=120 prev_state=1 next_comm=swapper/0 next_pid=0 next_prio=120
+          <idle>-0     [000]    80.158119: sched_wakeup:          comm=watchdog/0 pid=12 prio=0 success=1 target_cpu=0
+          <idle>-0     [000]    80.158139: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=watchdog/0 next_pid=12 next_prio=0
+      watchdog/0-12    [000]    80.158151: sched_switch:          prev_comm=watchdog/0 prev_pid=12 prev_prio=0 prev_state=1 next_comm=swapper/0 next_pid=0 next_prio=120
+          <idle>-0     [001]    80.214154: sched_wakeup:          comm=watchdog/1 pid=15 prio=0 success=1 target_cpu=1
+          <idle>-0     [001]    80.214169: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=watchdog/1 next_pid=15 next_prio=0
+      watchdog/1-15    [001]    80.214177: sched_switch:          prev_comm=watchdog/1 prev_pid=15 prev_prio=0 prev_state=1 next_comm=swapper/1 next_pid=0 next_prio=120
+          <idle>-0     [002]    80.258153: sched_wakeup:          comm=watchdog/2 pid=21 prio=0 success=1 target_cpu=2
+          <idle>-0     [002]    80.258166: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=watchdog/2 next_pid=21 next_prio=0
+      watchdog/2-21    [002]    80.258173: sched_switch:          prev_comm=watchdog/2 prev_pid=21 prev_prio=0 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+          <idle>-0     [003]    80.302122: sched_wakeup:          comm=watchdog/3 pid=27 prio=0 success=1 target_cpu=3
+          <idle>-0     [003]    80.302140: sched_switch:          prev_comm=swapper/3 prev_pid=0 prev_prio=120 prev_state=0 next_comm=watchdog/3 next_pid=27 next_prio=0
+      watchdog/3-27    [003]    80.302149: sched_switch:          prev_comm=watchdog/3 prev_pid=27 prev_prio=0 prev_state=1 next_comm=swapper/3 next_pid=0 next_prio=120
+            ramp-1706  [004]    80.346046: sched_wakeup:          comm=watchdog/4 pid=33 prio=0 success=1 target_cpu=4
+            ramp-1706  [004]    80.346062: sched_switch:          prev_comm=ramp prev_pid=1706 prev_prio=120 prev_state=0 next_comm=watchdog/4 next_pid=33 next_prio=0
+      watchdog/4-33    [004]    80.346073: sched_switch:          prev_comm=watchdog/4 prev_pid=33 prev_prio=0 prev_state=1 next_comm=ramp next_pid=1706 next_prio=120
+          <idle>-0     [005]    80.390120: sched_wakeup:          comm=watchdog/5 pid=39 prio=0 success=1 target_cpu=5
+          <idle>-0     [005]    80.390135: sched_switch:          prev_comm=swapper/5 prev_pid=0 prev_prio=120 prev_state=0 next_comm=watchdog/5 next_pid=39 next_prio=0
+      watchdog/5-39    [005]    80.390145: sched_switch:          prev_comm=watchdog/5 prev_pid=39 prev_prio=0 prev_state=1 next_comm=swapper/5 next_pid=0 next_prio=120
+            ramp-1706  [004]    80.393096: sched_switch:          prev_comm=ramp prev_pid=1706 prev_prio=120 prev_state=1 next_comm=swapper/4 next_pid=0 next_prio=120
+          <idle>-0     [001]    80.402065: sched_overutilized:    overutilized=0	  
+          <idle>-0     [002]    80.406317: sched_wakeup:          comm=ramp pid=1706 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    80.406334: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=ramp next_pid=1706 next_prio=120
+            ramp-1706  [002]    80.410068: sched_wakeup:          comm=kworker/2:1 pid=479 prio=120 success=1 target_cpu=2
+            ramp-1706  [002]    80.410078: sched_switch:          prev_comm=ramp prev_pid=1706 prev_prio=120 prev_state=0 next_comm=kworker/2:1 next_pid=479 next_prio=120
+     kworker/2:1-479   [002]    80.410094: sched_switch:          prev_comm=kworker/2:1 prev_pid=479 prev_prio=120 prev_state=1 next_comm=ramp next_pid=1706 next_prio=120
+            ramp-1706  [002]    80.429043: sched_switch:          prev_comm=ramp prev_pid=1706 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+          <idle>-0     [002]    80.506184: sched_wakeup:          comm=ramp pid=1706 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    80.506201: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=ramp next_pid=1706 next_prio=120
+            ramp-1706  [002]    80.528736: sched_switch:          prev_comm=ramp prev_pid=1706 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+          <idle>-0     [002]    80.606184: sched_wakeup:          comm=ramp pid=1706 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    80.606204: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=ramp next_pid=1706 next_prio=120
+            ramp-1706  [002]    80.628576: sched_switch:          prev_comm=ramp prev_pid=1706 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+          <idle>-0     [002]    80.706061: sched_wakeup:          comm=ramp pid=1706 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    80.706073: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=ramp next_pid=1706 next_prio=120
+            ramp-1706  [002]    80.724140: sched_switch:          prev_comm=ramp prev_pid=1706 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+          <idle>-0     [002]    80.806184: sched_wakeup:          comm=ramp pid=1706 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    80.806201: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=ramp next_pid=1706 next_prio=120
+          <idle>-0     [000]    80.818092: sched_wakeup:          comm=rcu_preempt pid=8 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    80.818108: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=rcu_preempt next_pid=8 next_prio=120
+     rcu_preempt-8     [000]    80.818131: sched_switch:          prev_comm=rcu_preempt prev_pid=8 prev_prio=120 prev_state=1 next_comm=swapper/0 next_pid=0 next_prio=120
+            ramp-1706  [002]    80.824391: sched_switch:          prev_comm=ramp prev_pid=1706 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+          <idle>-0     [000]    80.826127: sched_wakeup:          comm=rcu_preempt pid=8 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    80.826138: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=rcu_preempt next_pid=8 next_prio=120
+     rcu_preempt-8     [000]    80.826159: sched_switch:          prev_comm=rcu_preempt prev_pid=8 prev_prio=120 prev_state=1 next_comm=swapper/0 next_pid=0 next_prio=120
+          <idle>-0     [000]    80.834121: sched_wakeup:          comm=rcu_preempt pid=8 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    80.834131: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=rcu_preempt next_pid=8 next_prio=120
+     rcu_preempt-8     [000]    80.834145: sched_switch:          prev_comm=rcu_preempt prev_pid=8 prev_prio=120 prev_state=1 next_comm=swapper/0 next_pid=0 next_prio=120
+          <idle>-0     [001]    80.847319: sched_wakeup:          comm=init pid=1 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    80.847338: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=init next_pid=1 next_prio=120
+            init-1     [001]    80.847412: sched_switch:          prev_comm=init prev_pid=1 prev_prio=120 prev_state=1 next_comm=swapper/1 next_pid=0 next_prio=120
+          <idle>-0     [000]    80.902230: sched_wakeup:          comm=kworker/0:1 pid=1150 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    80.902266: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=kworker/0:1 next_pid=1150 next_prio=120
+     kworker/0:1-1150  [000]    80.902302: sched_switch:          prev_comm=kworker/0:1 prev_pid=1150 prev_prio=120 prev_state=1 next_comm=swapper/0 next_pid=0 next_prio=120
+          <idle>-0     [004]    80.902477: sched_wakeup:          comm=kworker/4:1 pid=1152 prio=120 success=1 target_cpu=4
+          <idle>-0     [004]    80.902506: sched_switch:          prev_comm=swapper/4 prev_pid=0 prev_prio=120 prev_state=0 next_comm=kworker/4:1 next_pid=1152 next_prio=120
+     kworker/4:1-1152  [004]    80.902545: sched_switch:          prev_comm=kworker/4:1 prev_pid=1152 prev_prio=120 prev_state=1 next_comm=swapper/4 next_pid=0 next_prio=120
+          <idle>-0     [002]    80.906184: sched_wakeup:          comm=ramp pid=1706 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    80.906202: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=ramp next_pid=1706 next_prio=120
+            ramp-1706  [002]    80.924234: sched_switch:          prev_comm=ramp prev_pid=1706 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+          <idle>-0     [002]    81.006186: sched_wakeup:          comm=ramp pid=1706 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    81.006203: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=ramp next_pid=1706 next_prio=120
+            ramp-1706  [002]    81.024363: sched_switch:          prev_comm=ramp prev_pid=1706 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+          <idle>-0     [002]    81.106184: sched_wakeup:          comm=ramp pid=1706 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    81.106202: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=ramp next_pid=1706 next_prio=120
+            ramp-1706  [002]    81.124339: sched_switch:          prev_comm=ramp prev_pid=1706 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+          <idle>-0     [002]    81.206183: sched_wakeup:          comm=ramp pid=1706 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    81.206201: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=ramp next_pid=1706 next_prio=120
+            ramp-1706  [002]    81.206254: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+            ramp-1706  [002]    81.206261: sched_switch:          prev_comm=ramp prev_pid=1706 prev_prio=120 prev_state=4096 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    81.206274: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:0-5     [002]    81.206280: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    81.206412: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=ramp next_pid=1706 next_prio=120
+            ramp-1706  [002]    81.206524: sched_switch:          prev_comm=ramp prev_pid=1706 prev_prio=120 prev_state=64 next_comm=swapper/2 next_pid=0 next_prio=120
+          <idle>-0     [001]    81.206571: sched_wakeup:          comm=rt-app pid=1705 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    81.206580: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=rt-app next_pid=1705 next_prio=120
+          <idle>-0     [002]    81.207040: sched_wakeup:          comm=sh pid=1642 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    81.207043: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sh next_pid=1642 next_prio=120
+          rt-app-1705  [001]    81.207045: sched_wakeup:          comm=kworker/1:1H pid=1382 prio=100 success=1 target_cpu=1
+          rt-app-1705  [001]    81.207048: sched_switch:          prev_comm=rt-app prev_pid=1705 prev_prio=120 prev_state=4096 next_comm=kworker/1:1H next_pid=1382 next_prio=100
+    kworker/1:1H-1382  [001]    81.207056: sched_switch:          prev_comm=kworker/1:1H prev_pid=1382 prev_prio=100 prev_state=1 next_comm=rt-app next_pid=1705 next_prio=120
+          rt-app-1705  [001]    81.207064: sched_switch:          prev_comm=rt-app prev_pid=1705 prev_prio=120 prev_state=64 next_comm=swapper/1 next_pid=0 next_prio=120
+              sh-1642  [002]    81.207173: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    81.207178: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    81.207184: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:0-5     [002]    81.207188: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    81.207255: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    81.207292: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    81.207296: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    81.207301: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:0-5     [002]    81.207305: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    81.207360: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    81.207450: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    81.207454: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [002]    81.207459: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=2
+   kworker/u12:0-5     [002]    81.207463: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [002]    81.207504: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+              sh-1642  [002]    81.207518: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+          <idle>-0     [002]    81.210063: sched_wakeup:          comm=rcu_preempt pid=8 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    81.210069: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=rcu_preempt next_pid=8 next_prio=120
+     rcu_preempt-8     [002]    81.210078: sched_switch:          prev_comm=rcu_preempt prev_pid=8 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+          <idle>-0     [002]    81.222046: sched_wakeup:          comm=rcu_preempt pid=8 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    81.222053: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=rcu_preempt next_pid=8 next_prio=120
+     rcu_preempt-8     [002]    81.222063: sched_switch:          prev_comm=rcu_preempt prev_pid=8 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+          <idle>-0     [002]    81.229283: sched_wakeup:          comm=sshd pid=1585 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    81.229286: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sshd next_pid=1585 next_prio=120
+            sshd-1585  [002]    81.230053: sched_wakeup:          comm=rcu_preempt pid=8 prio=120 success=1 target_cpu=2
+          <idle>-0     [005]    81.230239: sched_switch:          prev_comm=swapper/5 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sshd next_pid=1707 next_prio=120
+            sshd-1585  [002]    81.230372: sched_switch:          prev_comm=sshd prev_pid=1585 prev_prio=120 prev_state=1 next_comm=rcu_preempt next_pid=8 next_prio=120
+     rcu_preempt-8     [002]    81.230385: sched_switch:          prev_comm=rcu_preempt prev_pid=8 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+            sshd-1707  [005]    81.231209: sched_wakeup:          comm=migration/5 pid=40 prio=0 success=1 target_cpu=5
+            sshd-1707  [005]    81.231216: sched_switch:          prev_comm=sshd prev_pid=1707 prev_prio=120 prev_state=4096 next_comm=migration/5 next_pid=40 next_prio=0
+          <idle>-0     [002]    81.231234: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sshd next_pid=1707 next_prio=120
+     migration/5-40    [005]    81.231250: sched_switch:          prev_comm=migration/5 prev_pid=40 prev_prio=0 prev_state=1 next_comm=swapper/5 next_pid=0 next_prio=120
+            sshd-1707  [002]    81.235397: sched_switch:          prev_comm=sshd prev_pid=1707 prev_prio=120 prev_state=130 next_comm=swapper/2 next_pid=0 next_prio=120
+          <idle>-0     [001]    81.235469: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    81.235475: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [001]    81.235560: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=swapper/1 next_pid=0 next_prio=120
+          <idle>-0     [000]    81.235677: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=kworker/u12:0 next_pid=1708 next_prio=120
+        modprobe-1708  [000]    81.235799: sched_wakeup:          comm=migration/0 pid=11 prio=0 success=1 target_cpu=0
+        modprobe-1708  [000]    81.235806: sched_switch:          prev_comm=kworker/u12:0 prev_pid=1708 prev_prio=120 prev_state=4096 next_comm=migration/0 next_pid=11 next_prio=0
+          <idle>-0     [001]    81.235825: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=kworker/u12:0 next_pid=1708 next_prio=120
+     migration/0-11    [000]    81.235840: sched_switch:          prev_comm=migration/0 prev_pid=11 prev_prio=0 prev_state=1 next_comm=swapper/0 next_pid=0 next_prio=120
+        modprobe-1708  [001]    81.237222: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=1
+        modprobe-1708  [001]    81.237226: sched_switch:          prev_comm=modprobe prev_pid=1708 prev_prio=120 prev_state=4096 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [001]    81.237248: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=modprobe next_pid=1708 next_prio=120
+          <idle>-0     [002]    81.237249: sched_wakeup:          comm=sshd pid=1707 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    81.237252: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sshd next_pid=1707 next_prio=120
+        modprobe-1708  [001]    81.237258: sched_switch:          prev_comm=modprobe prev_pid=1708 prev_prio=120 prev_state=64 next_comm=swapper/1 next_pid=0 next_prio=120
+            sshd-1707  [002]    81.238059: sched_wakeup:          comm=rcu_preempt pid=8 prio=120 success=1 target_cpu=2
+          <idle>-0     [000]    81.238084: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=rcu_preempt next_pid=8 next_prio=120
+     rcu_preempt-8     [000]    81.238115: sched_switch:          prev_comm=rcu_preempt prev_pid=8 prev_prio=120 prev_state=1 next_comm=swapper/0 next_pid=0 next_prio=120
+            sshd-1707  [002]    81.246384: sched_switch:          prev_comm=sshd prev_pid=1707 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+          <idle>-0     [003]    81.246411: sched_switch:          prev_comm=swapper/3 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sshd next_pid=1709 next_prio=120
+            sshd-1709  [003]    81.247998: sched_switch:          prev_comm=sshd prev_pid=1709 prev_prio=120 prev_state=1 next_comm=swapper/3 next_pid=0 next_prio=120
+          <idle>-0     [003]    81.250064: sched_wakeup:          comm=kworker/3:1 pid=1151 prio=120 success=1 target_cpu=3
+          <idle>-0     [000]    81.250065: sched_wakeup:          comm=rcu_preempt pid=8 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    81.250079: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=rcu_preempt next_pid=8 next_prio=120
+          <idle>-0     [003]    81.250084: sched_switch:          prev_comm=swapper/3 prev_pid=0 prev_prio=120 prev_state=0 next_comm=kworker/3:1 next_pid=1151 next_prio=120
+     rcu_preempt-8     [000]    81.250097: sched_switch:          prev_comm=rcu_preempt prev_pid=8 prev_prio=120 prev_state=1 next_comm=swapper/0 next_pid=0 next_prio=120
+     kworker/3:1-1151  [003]    81.250104: sched_switch:          prev_comm=kworker/3:1 prev_pid=1151 prev_prio=120 prev_state=1 next_comm=swapper/3 next_pid=0 next_prio=120
+          <idle>-0     [001]    81.252381: sched_wakeup:          comm=sshd pid=1709 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    81.252386: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sshd next_pid=1709 next_prio=120
+          <idle>-0     [000]    81.254058: sched_wakeup:          comm=rcu_preempt pid=8 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    81.254070: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=rcu_preempt next_pid=8 next_prio=120
+     rcu_preempt-8     [000]    81.254088: sched_switch:          prev_comm=rcu_preempt prev_pid=8 prev_prio=120 prev_state=1 next_comm=swapper/0 next_pid=0 next_prio=120
+          <idle>-0     [000]    81.262120: sched_wakeup:          comm=rcu_preempt pid=8 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    81.262131: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=rcu_preempt next_pid=8 next_prio=120
+     rcu_preempt-8     [000]    81.262147: sched_switch:          prev_comm=rcu_preempt prev_pid=8 prev_prio=120 prev_state=1 next_comm=swapper/0 next_pid=0 next_prio=120
+            sshd-1709  [001]    81.267483: sched_switch:          prev_comm=sshd prev_pid=1709 prev_prio=120 prev_state=1 next_comm=swapper/1 next_pid=0 next_prio=120
+          <idle>-0     [002]    81.267540: sched_wakeup:          comm=sshd pid=1707 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    81.267547: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sshd next_pid=1707 next_prio=120
+          <idle>-0     [001]    81.267566: sched_wakeup:          comm=sshd pid=1709 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    81.267569: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sshd next_pid=1709 next_prio=120
+            sshd-1709  [001]    81.267574: sched_switch:          prev_comm=sshd prev_pid=1709 prev_prio=120 prev_state=1 next_comm=swapper/1 next_pid=0 next_prio=120
+          <idle>-0     [001]    81.267579: sched_wakeup:          comm=sshd pid=1709 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    81.267581: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sshd next_pid=1709 next_prio=120
+            sshd-1709  [001]    81.267585: sched_switch:          prev_comm=sshd prev_pid=1709 prev_prio=120 prev_state=1 next_comm=swapper/1 next_pid=0 next_prio=120
+          <idle>-0     [001]    81.269556: sched_wakeup:          comm=sshd pid=1709 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    81.269558: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sshd next_pid=1709 next_prio=120
+            sshd-1707  [002]    81.269571: sched_switch:          prev_comm=sshd prev_pid=1707 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+            sshd-1709  [001]    81.269677: sched_switch:          prev_comm=sshd prev_pid=1709 prev_prio=120 prev_state=1 next_comm=swapper/1 next_pid=0 next_prio=120
+          <idle>-0     [000]    81.270122: sched_wakeup:          comm=rcu_preempt pid=8 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    81.270138: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=rcu_preempt next_pid=8 next_prio=120
+     rcu_preempt-8     [000]    81.270155: sched_switch:          prev_comm=rcu_preempt prev_pid=8 prev_prio=120 prev_state=1 next_comm=swapper/0 next_pid=0 next_prio=120
+          <idle>-0     [001]    81.275333: sched_wakeup:          comm=sshd pid=1709 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    81.275338: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sshd next_pid=1709 next_prio=120
+            sshd-1709  [001]    81.275368: sched_switch:          prev_comm=sshd prev_pid=1709 prev_prio=120 prev_state=1 next_comm=swapper/1 next_pid=0 next_prio=120
+          <idle>-0     [000]    81.278062: sched_wakeup:          comm=rcu_preempt pid=8 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    81.278077: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=rcu_preempt next_pid=8 next_prio=120
+     rcu_preempt-8     [000]    81.278093: sched_switch:          prev_comm=rcu_preempt prev_pid=8 prev_prio=120 prev_state=1 next_comm=swapper/0 next_pid=0 next_prio=120
+          <idle>-0     [000]    81.286125: sched_wakeup:          comm=rcu_preempt pid=8 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    81.286140: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=rcu_preempt next_pid=8 next_prio=120
+     rcu_preempt-8     [000]    81.286154: sched_switch:          prev_comm=rcu_preempt prev_pid=8 prev_prio=120 prev_state=1 next_comm=swapper/0 next_pid=0 next_prio=120
+          <idle>-0     [001]    81.318683: sched_wakeup:          comm=sshd pid=1709 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    81.318694: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sshd next_pid=1709 next_prio=120
+            sshd-1709  [001]    81.318795: sched_switch:          prev_comm=sshd prev_pid=1709 prev_prio=120 prev_state=1 next_comm=swapper/1 next_pid=0 next_prio=120
+          <idle>-0     [001]    81.319232: sched_wakeup:          comm=sshd pid=1709 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    81.319243: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sshd next_pid=1709 next_prio=120
+            sshd-1709  [001]    81.319340: sched_switch:          prev_comm=sshd prev_pid=1709 prev_prio=120 prev_state=1 next_comm=swapper/1 next_pid=0 next_prio=120
+          <idle>-0     [002]    81.319527: sched_wakeup:          comm=sshd pid=1707 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    81.319540: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sshd next_pid=1707 next_prio=120
+          <idle>-0     [001]    81.319660: sched_wakeup:          comm=sshd pid=1709 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    81.319668: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sshd next_pid=1709 next_prio=120
+            sshd-1709  [001]    81.319676: sched_switch:          prev_comm=sshd prev_pid=1709 prev_prio=120 prev_state=1 next_comm=swapper/1 next_pid=0 next_prio=120
+            sshd-1707  [002]    81.319941: sched_switch:          prev_comm=sshd prev_pid=1707 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+          <idle>-0     [001]    81.319981: sched_wakeup:          comm=sshd pid=1709 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    81.319987: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sshd next_pid=1709 next_prio=120
+          <idle>-0     [002]    81.320139: sched_wakeup:          comm=sshd pid=1707 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    81.320142: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sshd next_pid=1707 next_prio=120
+            sshd-1709  [001]    81.320193: sched_switch:          prev_comm=sshd prev_pid=1709 prev_prio=120 prev_state=1 next_comm=swapper/1 next_pid=0 next_prio=120
+          <idle>-0     [001]    81.321839: sched_wakeup:          comm=sshd pid=1709 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    81.321845: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sshd next_pid=1709 next_prio=120
+            sshd-1709  [001]    81.321851: sched_switch:          prev_comm=sshd prev_pid=1709 prev_prio=120 prev_state=1 next_comm=swapper/1 next_pid=0 next_prio=120
+            sshd-1707  [002]    81.322068: sched_wakeup:          comm=rcu_preempt pid=8 prio=120 success=1 target_cpu=2
+            sshd-1707  [002]    81.322081: sched_switch:          prev_comm=sshd prev_pid=1707 prev_prio=120 prev_state=4096 next_comm=rcu_preempt next_pid=8 next_prio=120
+     rcu_preempt-8     [002]    81.322090: sched_switch:          prev_comm=rcu_preempt prev_pid=8 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1707 next_prio=120
+            sshd-1707  [002]    81.322212: sched_switch:          prev_comm=sshd prev_pid=1707 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+          <idle>-0     [001]    81.322267: sched_wakeup:          comm=sshd pid=1709 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    81.322274: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sshd next_pid=1709 next_prio=120
+          <idle>-0     [002]    81.322290: sched_wakeup:          comm=sshd pid=1707 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    81.322293: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sshd next_pid=1707 next_prio=120
+            sshd-1707  [002]    81.322297: sched_switch:          prev_comm=sshd prev_pid=1707 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+          <idle>-0     [002]    81.322302: sched_wakeup:          comm=sshd pid=1707 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    81.322304: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sshd next_pid=1707 next_prio=120
+            sshd-1707  [002]    81.322307: sched_switch:          prev_comm=sshd prev_pid=1707 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+          <idle>-0     [002]    81.322326: sched_wakeup:          comm=sshd pid=1707 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    81.322328: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sshd next_pid=1707 next_prio=120
+            sshd-1709  [001]    81.322330: sched_switch:          prev_comm=sshd prev_pid=1709 prev_prio=120 prev_state=1 next_comm=swapper/1 next_pid=0 next_prio=120
+          <idle>-0     [001]    81.322348: sched_wakeup:          comm=sshd pid=1709 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    81.322353: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sshd next_pid=1709 next_prio=120
+            sshd-1709  [001]    81.322356: sched_switch:          prev_comm=sshd prev_pid=1709 prev_prio=120 prev_state=1 next_comm=swapper/1 next_pid=0 next_prio=120
+          <idle>-0     [001]    81.322752: sched_wakeup:          comm=sshd pid=1709 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    81.322759: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sshd next_pid=1709 next_prio=120
+            sshd-1707  [002]    81.322810: sched_wakeup:          comm=syslogd pid=1614 prio=120 success=1 target_cpu=2
+            sshd-1707  [002]    81.322815: sched_switch:          prev_comm=sshd prev_pid=1707 prev_prio=120 prev_state=4096 next_comm=syslogd next_pid=1614 next_prio=120
+         syslogd-1614  [002]    81.322887: sched_switch:          prev_comm=syslogd prev_pid=1614 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1707 next_prio=120
+            sshd-1707  [002]    81.322947: sched_switch:          prev_comm=sshd prev_pid=1707 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+          <idle>-0     [002]    81.323733: sched_wakeup:          comm=sshd pid=1707 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    81.323736: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sshd next_pid=1707 next_prio=120
+            sshd-1709  [001]    81.323762: sched_switch:          prev_comm=sshd prev_pid=1709 prev_prio=120 prev_state=64 next_comm=swapper/1 next_pid=0 next_prio=120
+            sshd-1707  [002]    81.323818: sched_wakeup:          comm=sshd pid=1585 prio=120 success=1 target_cpu=2
+            sshd-1707  [002]    81.323822: sched_switch:          prev_comm=sshd prev_pid=1707 prev_prio=120 prev_state=4096 next_comm=sshd next_pid=1585 next_prio=120
+            sshd-1585  [002]    81.323838: sched_switch:          prev_comm=sshd prev_pid=1585 prev_prio=120 prev_state=2 next_comm=sshd next_pid=1707 next_prio=120
+            sshd-1707  [002]    81.323843: sched_wakeup:          comm=sshd pid=1585 prio=120 success=1 target_cpu=2
+            sshd-1707  [002]    81.323846: sched_switch:          prev_comm=sshd prev_pid=1707 prev_prio=120 prev_state=4096 next_comm=sshd next_pid=1585 next_prio=120
+            sshd-1585  [002]    81.323860: sched_switch:          prev_comm=sshd prev_pid=1585 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1707 next_prio=120
+            sshd-1707  [002]    81.324350: sched_wakeup:          comm=syslogd pid=1614 prio=120 success=1 target_cpu=2
+            sshd-1707  [002]    81.324355: sched_switch:          prev_comm=sshd prev_pid=1707 prev_prio=120 prev_state=4096 next_comm=syslogd next_pid=1614 next_prio=120
+         syslogd-1614  [002]    81.324380: sched_switch:          prev_comm=syslogd prev_pid=1614 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1707 next_prio=120
+            sshd-1707  [002]    81.324887: sched_switch:          prev_comm=sshd prev_pid=1707 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+          <idle>-0     [002]    81.330048: sched_wakeup:          comm=rcu_preempt pid=8 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    81.330057: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=rcu_preempt next_pid=8 next_prio=120
+     rcu_preempt-8     [002]    81.330070: sched_switch:          prev_comm=rcu_preempt prev_pid=8 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+          <idle>-0     [002]    81.338047: sched_wakeup:          comm=rcu_preempt pid=8 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    81.338055: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=rcu_preempt next_pid=8 next_prio=120
+     rcu_preempt-8     [002]    81.338064: sched_switch:          prev_comm=rcu_preempt prev_pid=8 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+          <idle>-0     [002]    81.342099: sched_wakeup:          comm=kworker/2:1 pid=479 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    81.342110: sched_wakeup:          comm=ksoftirqd/2 pid=23 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    81.342113: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=kworker/2:1 next_pid=479 next_prio=120
+     kworker/2:1-479   [002]    81.342133: sched_switch:          prev_comm=kworker/2:1 prev_pid=479 prev_prio=120 prev_state=1 next_comm=ksoftirqd/2 next_pid=23 next_prio=120
+     ksoftirqd/2-23    [002]    81.342170: sched_switch:          prev_comm=ksoftirqd/2 prev_pid=23 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+          <idle>-0     [002]    81.346048: sched_wakeup:          comm=rcu_preempt pid=8 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    81.346055: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=rcu_preempt next_pid=8 next_prio=120
+     rcu_preempt-8     [002]    81.346065: sched_switch:          prev_comm=rcu_preempt prev_pid=8 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+          <idle>-0     [002]    81.354046: sched_wakeup:          comm=rcu_preempt pid=8 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    81.354053: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=rcu_preempt next_pid=8 next_prio=120
+     rcu_preempt-8     [002]    81.354062: sched_switch:          prev_comm=rcu_preempt prev_pid=8 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+          <idle>-0     [002]    81.362047: sched_wakeup:          comm=rcu_preempt pid=8 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    81.362054: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=rcu_preempt next_pid=8 next_prio=120
+     rcu_preempt-8     [002]    81.362061: sched_switch:          prev_comm=rcu_preempt prev_pid=8 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+          <idle>-0     [002]    81.364527: sched_wakeup:          comm=sshd pid=1707 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    81.364531: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sshd next_pid=1707 next_prio=120
+          <idle>-0     [003]    81.365510: sched_switch:          prev_comm=swapper/3 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sshd next_pid=1710 next_prio=120
+            sshd-1707  [002]    81.365724: sched_switch:          prev_comm=sshd prev_pid=1707 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+          <idle>-0     [002]    81.366185: sched_wakeup:          comm=sshd pid=1707 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    81.366190: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sshd next_pid=1707 next_prio=120
+            sshd-1707  [002]    81.366240: sched_switch:          prev_comm=sshd prev_pid=1707 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+             scp-1710  [003]    81.367795: sched_wakeup:          comm=migration/3 pid=28 prio=0 success=1 target_cpu=3
+             scp-1710  [003]    81.367804: sched_switch:          prev_comm=sshd prev_pid=1710 prev_prio=120 prev_state=4096 next_comm=migration/3 next_pid=28 next_prio=0
+     migration/3-28    [003]    81.367837: sched_switch:          prev_comm=migration/3 prev_pid=28 prev_prio=0 prev_state=1 next_comm=swapper/3 next_pid=0 next_prio=120
+          <idle>-0     [001]    81.367932: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sshd next_pid=1710 next_prio=120
+          <idle>-0     [003]    81.370068: sched_wakeup:          comm=rcu_preempt pid=8 prio=120 success=1 target_cpu=3
+          <idle>-0     [003]    81.370075: sched_switch:          prev_comm=swapper/3 prev_pid=0 prev_prio=120 prev_state=0 next_comm=rcu_preempt next_pid=8 next_prio=120
+     rcu_preempt-8     [003]    81.370088: sched_switch:          prev_comm=rcu_preempt prev_pid=8 prev_prio=120 prev_state=1 next_comm=swapper/3 next_pid=0 next_prio=120
+             scp-1710  [001]    81.373571: sched_switch:          prev_comm=scp prev_pid=1710 prev_prio=120 prev_state=1 next_comm=swapper/1 next_pid=0 next_prio=120
+          <idle>-0     [002]    81.373645: sched_wakeup:          comm=sshd pid=1707 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    81.373654: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sshd next_pid=1707 next_prio=120
+            sshd-1707  [002]    81.373767: sched_switch:          prev_comm=sshd prev_pid=1707 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+          <idle>-0     [002]    81.374382: sched_wakeup:          comm=sshd pid=1707 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    81.374395: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sshd next_pid=1707 next_prio=120
+            sshd-1707  [002]    81.374490: sched_switch:          prev_comm=sshd prev_pid=1707 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+          <idle>-0     [001]    81.374678: sched_wakeup:          comm=scp pid=1710 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    81.374686: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=scp next_pid=1710 next_prio=120
+             scp-1710  [001]    81.374794: sched_switch:          prev_comm=scp prev_pid=1710 prev_prio=120 prev_state=1 next_comm=swapper/1 next_pid=0 next_prio=120
+          <idle>-0     [002]    81.374858: sched_wakeup:          comm=sshd pid=1707 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    81.374866: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sshd next_pid=1707 next_prio=120
+            sshd-1707  [002]    81.375089: sched_switch:          prev_comm=sshd prev_pid=1707 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+          <idle>-0     [002]    81.375734: sched_wakeup:          comm=sshd pid=1707 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    81.375738: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sshd next_pid=1707 next_prio=120
+          <idle>-0     [001]    81.375784: sched_wakeup:          comm=scp pid=1710 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    81.375786: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=scp next_pid=1710 next_prio=120
+            sshd-1707  [002]    81.375791: sched_switch:          prev_comm=sshd prev_pid=1707 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+             scp-1710  [001]    81.375878: sched_switch:          prev_comm=scp prev_pid=1710 prev_prio=120 prev_state=1 next_comm=swapper/1 next_pid=0 next_prio=120
+          <idle>-0     [002]    81.375979: sched_wakeup:          comm=sshd pid=1707 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    81.375986: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sshd next_pid=1707 next_prio=120
+            sshd-1707  [002]    81.376054: sched_switch:          prev_comm=sshd prev_pid=1707 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+          <idle>-0     [002]    81.376581: sched_wakeup:          comm=sshd pid=1707 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    81.376585: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sshd next_pid=1707 next_prio=120
+          <idle>-0     [001]    81.376626: sched_wakeup:          comm=scp pid=1710 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    81.376629: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=scp next_pid=1710 next_prio=120
+            sshd-1707  [002]    81.376633: sched_switch:          prev_comm=sshd prev_pid=1707 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+             scp-1710  [001]    81.376732: sched_switch:          prev_comm=scp prev_pid=1710 prev_prio=120 prev_state=130 next_comm=swapper/1 next_pid=0 next_prio=120
+          <idle>-0     [003]    81.378131: sched_wakeup:          comm=rcu_preempt pid=8 prio=120 success=1 target_cpu=3
+          <idle>-0     [003]    81.378143: sched_switch:          prev_comm=swapper/3 prev_pid=0 prev_prio=120 prev_state=0 next_comm=rcu_preempt next_pid=8 next_prio=120
+     rcu_preempt-8     [003]    81.378161: sched_switch:          prev_comm=rcu_preempt prev_pid=8 prev_prio=120 prev_state=1 next_comm=swapper/3 next_pid=0 next_prio=120
+          <idle>-0     [003]    81.386123: sched_wakeup:          comm=rcu_preempt pid=8 prio=120 success=1 target_cpu=3
+          <idle>-0     [003]    81.386134: sched_switch:          prev_comm=swapper/3 prev_pid=0 prev_prio=120 prev_state=0 next_comm=rcu_preempt next_pid=8 next_prio=120
+     rcu_preempt-8     [003]    81.386152: sched_switch:          prev_comm=rcu_preempt prev_pid=8 prev_prio=120 prev_state=1 next_comm=swapper/3 next_pid=0 next_prio=120
+          <idle>-0     [003]    81.394123: sched_wakeup:          comm=rcu_preempt pid=8 prio=120 success=1 target_cpu=3
+          <idle>-0     [003]    81.394134: sched_switch:          prev_comm=swapper/3 prev_pid=0 prev_prio=120 prev_state=0 next_comm=rcu_preempt next_pid=8 next_prio=120
+     rcu_preempt-8     [003]    81.394151: sched_switch:          prev_comm=rcu_preempt prev_pid=8 prev_prio=120 prev_state=1 next_comm=swapper/3 next_pid=0 next_prio=120
+          <idle>-0     [003]    81.402122: sched_wakeup:          comm=rcu_preempt pid=8 prio=120 success=1 target_cpu=3
+          <idle>-0     [003]    81.402134: sched_switch:          prev_comm=swapper/3 prev_pid=0 prev_prio=120 prev_state=0 next_comm=rcu_preempt next_pid=8 next_prio=120
+     rcu_preempt-8     [003]    81.402150: sched_switch:          prev_comm=rcu_preempt prev_pid=8 prev_prio=120 prev_state=1 next_comm=swapper/3 next_pid=0 next_prio=120
+          <idle>-0     [003]    81.410125: sched_wakeup:          comm=rcu_preempt pid=8 prio=120 success=1 target_cpu=3
+          <idle>-0     [003]    81.410141: sched_switch:          prev_comm=swapper/3 prev_pid=0 prev_prio=120 prev_state=0 next_comm=rcu_preempt next_pid=8 next_prio=120
+     rcu_preempt-8     [003]    81.410154: sched_switch:          prev_comm=rcu_preempt prev_pid=8 prev_prio=120 prev_state=1 next_comm=swapper/3 next_pid=0 next_prio=120
+          <idle>-0     [000]    81.894134: sched_wakeup:          comm=kworker/0:1 pid=1150 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    81.894147: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=kworker/0:1 next_pid=1150 next_prio=120
+     kworker/0:1-1150  [000]    81.894180: sched_switch:          prev_comm=kworker/0:1 prev_pid=1150 prev_prio=120 prev_state=1 next_comm=swapper/0 next_pid=0 next_prio=120
+          <idle>-0     [001]    81.894324: sched_wakeup:          comm=kworker/1:0 pid=18 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    81.894337: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=kworker/1:0 next_pid=18 next_prio=120
+          <idle>-0     [002]    81.894343: sched_wakeup:          comm=kworker/2:1 pid=479 prio=120 success=1 target_cpu=2
+          <idle>-0     [003]    81.894345: sched_wakeup:          comm=kworker/3:1 pid=1151 prio=120 success=1 target_cpu=3
+          <idle>-0     [002]    81.894351: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=kworker/2:1 next_pid=479 next_prio=120
+          <idle>-0     [003]    81.894354: sched_switch:          prev_comm=swapper/3 prev_pid=0 prev_prio=120 prev_state=0 next_comm=kworker/3:1 next_pid=1151 next_prio=120
+     kworker/1:0-18    [001]    81.894355: sched_switch:          prev_comm=kworker/1:0 prev_pid=18 prev_prio=120 prev_state=1 next_comm=swapper/1 next_pid=0 next_prio=120
+          <idle>-0     [005]    81.894356: sched_wakeup:          comm=kworker/5:1 pid=1153 prio=120 success=1 target_cpu=5
+     kworker/2:1-479   [002]    81.894366: sched_switch:          prev_comm=kworker/2:1 prev_pid=479 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+          <idle>-0     [005]    81.894367: sched_switch:          prev_comm=swapper/5 prev_pid=0 prev_prio=120 prev_state=0 next_comm=kworker/5:1 next_pid=1153 next_prio=120
+     kworker/3:1-1151  [003]    81.894378: sched_switch:          prev_comm=kworker/3:1 prev_pid=1151 prev_prio=120 prev_state=1 next_comm=swapper/3 next_pid=0 next_prio=120
+     kworker/5:1-1153  [005]    81.894390: sched_switch:          prev_comm=kworker/5:1 prev_pid=1153 prev_prio=120 prev_state=1 next_comm=swapper/5 next_pid=0 next_prio=120
+          <idle>-0     [001]    81.958053: sched_wakeup:          comm=jbd2/sda2-8 pid=1383 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    81.958058: sched_wakeup:          comm=kworker/1:0 pid=18 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    81.958070: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=jbd2/sda2-8 next_pid=1383 next_prio=120
+     jbd2/sda2-8-1383  [001]    81.958077: sched_switch:          prev_comm=jbd2/sda2-8 prev_pid=1383 prev_prio=120 prev_state=2 next_comm=kworker/1:0 next_pid=18 next_prio=120
+     kworker/1:0-18    [001]    81.958087: sched_switch:          prev_comm=kworker/1:0 prev_pid=18 prev_prio=120 prev_state=1 next_comm=swapper/1 next_pid=0 next_prio=120
+          <idle>-0     [001]    82.001337: sched_overutilized:    overutilized=1
+          <idle>-0     [000]    82.192002: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    82.192013: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [000]    82.192053: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=1 next_comm=swapper/0 next_pid=0 next_prio=120
+          <idle>-0     [000]    82.194048: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    82.194058: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [000]    82.194072: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=1 next_comm=swapper/0 next_pid=0 next_prio=120
+          <idle>-0     [002]    82.194191: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    82.194219: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [002]    82.194234: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+          <idle>-0     [000]    82.194429: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    82.194438: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [000]    82.194660: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=2 next_comm=swapper/0 next_pid=0 next_prio=120
+          <idle>-0     [000]    82.198363: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    82.198372: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [000]    82.198396: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=1 next_comm=swapper/0 next_pid=0 next_prio=120
+          <idle>-0     [000]    82.201048: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    82.201056: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [000]    82.201068: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=1 next_comm=swapper/0 next_pid=0 next_prio=120
+          <idle>-0     [002]    82.201165: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    82.201184: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [002]    82.201195: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+          <idle>-0     [000]    82.201316: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    82.201325: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [000]    82.201466: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=2 next_comm=swapper/0 next_pid=0 next_prio=120
+          <idle>-0     [000]    82.204747: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    82.204756: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [000]    82.204778: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=1 next_comm=swapper/0 next_pid=0 next_prio=120
+          <idle>-0     [000]    82.207298: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    82.207308: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [000]    82.207320: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=1 next_comm=swapper/0 next_pid=0 next_prio=120
+          <idle>-0     [002]    82.207415: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    82.207434: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [002]    82.207445: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+          <idle>-0     [000]    82.207567: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    82.207576: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [000]    82.207709: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=2 next_comm=swapper/0 next_pid=0 next_prio=120
+          <idle>-0     [000]    82.211057: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    82.211067: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [000]    82.211091: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=1 next_comm=swapper/0 next_pid=0 next_prio=120
+          <idle>-0     [000]    82.212855: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    82.212862: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [000]    82.212872: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=1 next_comm=swapper/0 next_pid=0 next_prio=120
+          <idle>-0     [002]    82.212967: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    82.212988: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [002]    82.212999: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+          <idle>-0     [000]    82.213182: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    82.213191: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [000]    82.213331: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=2 next_comm=swapper/0 next_pid=0 next_prio=120
+          <idle>-0     [000]    82.216436: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    82.216446: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [000]    82.216469: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=1 next_comm=swapper/0 next_pid=0 next_prio=120
+          <idle>-0     [000]    82.218480: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    82.218489: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [000]    82.218499: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=1 next_comm=swapper/0 next_pid=0 next_prio=120
+          <idle>-0     [002]    82.218595: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    82.218614: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [002]    82.218625: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+          <idle>-0     [000]    82.218733: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    82.218740: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [000]    82.218871: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=2 next_comm=swapper/0 next_pid=0 next_prio=120
+          <idle>-0     [000]    82.222057: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    82.222068: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [000]    82.222092: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=1 next_comm=swapper/0 next_pid=0 next_prio=120
+          <idle>-0     [000]    82.224668: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    82.224677: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [000]    82.224688: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=1 next_comm=swapper/0 next_pid=0 next_prio=120
+          <idle>-0     [002]    82.224785: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    82.224804: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [002]    82.224816: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+          <idle>-0     [000]    82.224858: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    82.224866: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [000]    82.225000: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=2 next_comm=swapper/0 next_pid=0 next_prio=120
+          <idle>-0     [000]    82.228306: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    82.228315: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [000]    82.228339: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=1 next_comm=swapper/0 next_pid=0 next_prio=120
+          <idle>-0     [000]    82.230918: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    82.230927: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [000]    82.230939: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=1 next_comm=swapper/0 next_pid=0 next_prio=120
+          <idle>-0     [002]    82.231034: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    82.231052: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [002]    82.231063: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+          <idle>-0     [000]    82.231107: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    82.231115: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [000]    82.231249: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=2 next_comm=swapper/0 next_pid=0 next_prio=120
+          <idle>-0     [000]    82.234557: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    82.234567: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [000]    82.234591: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=1 next_comm=swapper/0 next_pid=0 next_prio=120
+          <idle>-0     [000]    82.236542: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    82.236551: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [000]    82.236563: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=1 next_comm=swapper/0 next_pid=0 next_prio=120
+          <idle>-0     [002]    82.236658: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    82.236675: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [002]    82.236687: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+          <idle>-0     [000]    82.236733: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    82.236740: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [000]    82.236804: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=2 next_comm=swapper/0 next_pid=0 next_prio=120
+          <idle>-0     [000]    82.237980: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    82.237987: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [000]    82.238009: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=1 next_comm=swapper/0 next_pid=0 next_prio=120
+          <idle>-0     [000]    82.239604: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    82.239612: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [000]    82.239622: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=1 next_comm=swapper/0 next_pid=0 next_prio=120
+          <idle>-0     [002]    82.239715: sched_wakeup:          comm=jbd2/sda2-8 pid=1383 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    82.240093: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    82.240112: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=jbd2/sda2-8 next_pid=1383 next_prio=120
+     jbd2/sda2-8-1383  [002]    82.240225: sched_switch:          prev_comm=jbd2/sda2-8 prev_pid=1383 prev_prio=120 prev_state=2 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [002]    82.240239: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+          <idle>-0     [002]    82.240430: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    82.240436: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [002]    82.240467: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=2 next_comm=swapper/2 next_pid=0 next_prio=120
+          <idle>-0     [002]    82.240932: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    82.240938: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [002]    82.240955: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+          <idle>-0     [000]    82.241546: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    82.241555: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [000]    82.241569: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=1 next_comm=swapper/0 next_pid=0 next_prio=120
+          <idle>-0     [001]    82.241595: sched_wakeup:          comm=kworker/1:0 pid=18 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    82.241607: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    82.241613: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=kworker/1:0 next_pid=18 next_prio=120
+     kworker/1:0-18    [001]    82.241624: sched_switch:          prev_comm=kworker/1:0 prev_pid=18 prev_prio=120 prev_state=1 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [001]    82.241637: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=1 next_comm=swapper/1 next_pid=0 next_prio=120
+          <idle>-0     [000]    82.241797: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    82.241806: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [000]    82.241843: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=2 next_comm=swapper/0 next_pid=0 next_prio=120
+          <idle>-0     [001]    82.242055: sched_wakeup:          comm=rcu_preempt pid=8 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    82.242060: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=rcu_preempt next_pid=8 next_prio=120
+     rcu_preempt-8     [001]    82.242068: sched_switch:          prev_comm=rcu_preempt prev_pid=8 prev_prio=120 prev_state=1 next_comm=swapper/1 next_pid=0 next_prio=120
+          <idle>-0     [000]    82.242233: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    82.242242: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [000]    82.242264: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=1 next_comm=swapper/0 next_pid=0 next_prio=120
+          <idle>-0     [000]    82.242352: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    82.242359: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [000]    82.242370: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=1 next_comm=swapper/0 next_pid=0 next_prio=120
+          <idle>-0     [001]    82.242373: sched_wakeup:          comm=scp pid=1710 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    82.242388: sched_wakeup:          comm=kworker/1:1H pid=1382 prio=100 success=1 target_cpu=1
+          <idle>-0     [001]    82.242398: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=kworker/1:1H next_pid=1382 next_prio=100
+    kworker/1:1H-1382  [001]    82.242406: sched_switch:          prev_comm=kworker/1:1H prev_pid=1382 prev_prio=100 prev_state=1 next_comm=scp next_pid=1710 next_prio=120
+             scp-1710  [001]    82.242455: sched_switch:          prev_comm=scp prev_pid=1710 prev_prio=120 prev_state=1 next_comm=swapper/1 next_pid=0 next_prio=120
+          <idle>-0     [002]    82.242505: sched_wakeup:          comm=sshd pid=1707 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    82.242512: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sshd next_pid=1707 next_prio=120
+            sshd-1707  [002]    82.242717: sched_switch:          prev_comm=sshd prev_pid=1707 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+          <idle>-0     [002]    82.243366: sched_wakeup:          comm=sshd pid=1707 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    82.243370: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sshd next_pid=1707 next_prio=120
+          <idle>-0     [001]    82.243428: sched_wakeup:          comm=scp pid=1710 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    82.243432: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=scp next_pid=1710 next_prio=120
+            sshd-1707  [002]    82.243437: sched_switch:          prev_comm=sshd prev_pid=1707 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+             scp-1710  [001]    82.243802: sched_wakeup:          comm=kworker/1:1H pid=1382 prio=100 success=1 target_cpu=1
+             scp-1710  [001]    82.243810: sched_switch:          prev_comm=scp prev_pid=1710 prev_prio=120 prev_state=4096 next_comm=kworker/1:1H next_pid=1382 next_prio=100
+    kworker/1:1H-1382  [001]    82.243829: sched_switch:          prev_comm=kworker/1:1H prev_pid=1382 prev_prio=100 prev_state=1 next_comm=scp next_pid=1710 next_prio=120
+          <idle>-0     [000]    82.243830: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=0
+             scp-1710  [001]    82.243832: sched_wakeup:          comm=kworker/1:0 pid=18 prio=120 success=1 target_cpu=1
+             scp-1710  [001]    82.243835: sched_switch:          prev_comm=scp prev_pid=1710 prev_prio=120 prev_state=4096 next_comm=kworker/1:0 next_pid=18 next_prio=120
+          <idle>-0     [000]    82.243837: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+          <idle>-0     [002]    82.243840: sched_wakeup:          comm=sshd pid=1707 prio=120 success=1 target_cpu=2
+     kworker/1:0-18    [001]    82.243843: sched_switch:          prev_comm=kworker/1:0 prev_pid=18 prev_prio=120 prev_state=1 next_comm=scp next_pid=1710 next_prio=120
+          <idle>-0     [002]    82.243847: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sshd next_pid=1707 next_prio=120
+             scp-1710  [001]    82.243850: sched_switch:          prev_comm=scp prev_pid=1710 prev_prio=120 prev_state=64 next_comm=swapper/1 next_pid=0 next_prio=120
+     usb-storage-1343  [000]    82.243852: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=1 next_comm=swapper/0 next_pid=0 next_prio=120
+          <idle>-0     [000]    82.243977: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    82.243984: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [000]    82.244019: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=2 next_comm=swapper/0 next_pid=0 next_prio=120
+            sshd-1707  [002]    82.244078: sched_switch:          prev_comm=sshd prev_pid=1707 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+          <idle>-0     [002]    82.244436: sched_wakeup:          comm=sshd pid=1707 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    82.244439: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sshd next_pid=1707 next_prio=120
+          <idle>-0     [000]    82.244502: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    82.244510: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [000]    82.244533: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=1 next_comm=swapper/0 next_pid=0 next_prio=120
+            sshd-1707  [002]    82.244582: sched_wakeup:          comm=syslogd pid=1614 prio=120 success=1 target_cpu=2
+            sshd-1707  [002]    82.244587: sched_switch:          prev_comm=sshd prev_pid=1707 prev_prio=120 prev_state=4096 next_comm=syslogd next_pid=1614 next_prio=120
+         syslogd-1614  [002]    82.244669: sched_switch:          prev_comm=syslogd prev_pid=1614 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1707 next_prio=120
+            sshd-1707  [002]    82.244770: sched_wakeup:          comm=syslogd pid=1614 prio=120 success=1 target_cpu=2
+            sshd-1707  [002]    82.244774: sched_switch:          prev_comm=sshd prev_pid=1707 prev_prio=120 prev_state=4096 next_comm=syslogd next_pid=1614 next_prio=120
+         syslogd-1614  [002]    82.244796: sched_switch:          prev_comm=syslogd prev_pid=1614 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1707 next_prio=120
+            sshd-1707  [002]    82.245105: sched_wakeup:          comm=syslogd pid=1614 prio=120 success=1 target_cpu=2
+            sshd-1707  [002]    82.245110: sched_switch:          prev_comm=sshd prev_pid=1707 prev_prio=120 prev_state=4096 next_comm=syslogd next_pid=1614 next_prio=120
+         syslogd-1614  [002]    82.245132: sched_switch:          prev_comm=syslogd prev_pid=1614 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1707 next_prio=120
+          <idle>-0     [000]    82.245477: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    82.245484: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+            sshd-1707  [002]    82.245498: sched_wakeup:          comm=jbd2/sda2-8 pid=1383 prio=120 success=1 target_cpu=2
+     usb-storage-1343  [000]    82.245511: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=1 next_comm=jbd2/sda2-8 next_pid=1383 next_prio=120
+            sshd-1707  [002]    82.245516: sched_wakeup:          comm=kworker/2:1H pid=1381 prio=100 success=1 target_cpu=2
+            sshd-1707  [002]    82.245531: sched_switch:          prev_comm=sshd prev_pid=1707 prev_prio=120 prev_state=4096 next_comm=kworker/2:1H next_pid=1381 next_prio=100
+    kworker/2:1H-1381  [002]    82.245538: sched_switch:          prev_comm=kworker/2:1H prev_pid=1381 prev_prio=100 prev_state=1 next_comm=sshd next_pid=1707 next_prio=120
+     jbd2/sda2-8-1383  [000]    82.246032: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=0
+     jbd2/sda2-8-1383  [000]    82.246042: sched_switch:          prev_comm=jbd2/sda2-8 prev_pid=1383 prev_prio=120 prev_state=2 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [000]    82.246083: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=1 next_comm=swapper/0 next_pid=0 next_prio=120
+            sshd-1707  [002]    82.246175: sched_wakeup:          comm=sshd pid=1585 prio=120 success=1 target_cpu=2
+            sshd-1707  [002]    82.246179: sched_switch:          prev_comm=sshd prev_pid=1707 prev_prio=120 prev_state=4096 next_comm=sshd next_pid=1585 next_prio=120
+          <idle>-0     [000]    82.246227: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    82.246235: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+            sshd-1585  [002]    82.246287: sched_switch:          prev_comm=sshd prev_pid=1585 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1707 next_prio=120
+            sshd-1707  [002]    82.246299: sched_switch:          prev_comm=sshd prev_pid=1707 prev_prio=120 prev_state=64 next_comm=swapper/2 next_pid=0 next_prio=120
+     usb-storage-1343  [000]    82.246314: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=2 next_comm=swapper/0 next_pid=0 next_prio=120
+          <idle>-0     [000]    82.249740: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    82.249748: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [000]    82.249770: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=1 next_comm=swapper/0 next_pid=0 next_prio=120
+          <idle>-0     [001]    82.250127: sched_wakeup:          comm=rcu_preempt pid=8 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    82.250135: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=rcu_preempt next_pid=8 next_prio=120
+     rcu_preempt-8     [001]    82.250148: sched_switch:          prev_comm=rcu_preempt prev_pid=8 prev_prio=120 prev_state=1 next_comm=swapper/1 next_pid=0 next_prio=120
+          <idle>-0     [000]    82.251352: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    82.251360: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [000]    82.251369: sched_wakeup:          comm=ksoftirqd/0 pid=7 prio=120 success=1 target_cpu=0
+     usb-storage-1343  [000]    82.251374: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=1 next_comm=ksoftirqd/0 next_pid=7 next_prio=120
+     ksoftirqd/0-7     [000]    82.251424: sched_wakeup:          comm=jbd2/sda2-8 pid=1383 prio=120 success=1 target_cpu=0
+     ksoftirqd/0-7     [000]    82.251455: sched_wakeup:          comm=kworker/0:1H pid=1386 prio=100 success=1 target_cpu=0
+     ksoftirqd/0-7     [000]    82.251475: sched_switch:          prev_comm=ksoftirqd/0 prev_pid=7 prev_prio=120 prev_state=1 next_comm=kworker/0:1H next_pid=1386 next_prio=100
+    kworker/0:1H-1386  [000]    82.251487: sched_switch:          prev_comm=kworker/0:1H prev_pid=1386 prev_prio=100 prev_state=1 next_comm=jbd2/sda2-8 next_pid=1383 next_prio=120
+     jbd2/sda2-8-1383  [000]    82.251631: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=0
+     jbd2/sda2-8-1383  [000]    82.251640: sched_switch:          prev_comm=jbd2/sda2-8 prev_pid=1383 prev_prio=120 prev_state=2 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [000]    82.251658: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=1 next_comm=swapper/0 next_pid=0 next_prio=120
+          <idle>-0     [000]    82.251727: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    82.251734: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [000]    82.251767: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=2 next_comm=swapper/0 next_pid=0 next_prio=120
+          <idle>-0     [000]    82.252227: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    82.252234: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [000]    82.252255: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=1 next_comm=swapper/0 next_pid=0 next_prio=120
+          <idle>-0     [000]    82.253226: sched_wakeup:          comm=usb-storage pid=1343 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    82.253233: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=usb-storage next_pid=1343 next_prio=120
+     usb-storage-1343  [000]    82.253240: sched_wakeup:          comm=ksoftirqd/0 pid=7 prio=120 success=1 target_cpu=0
+     usb-storage-1343  [000]    82.253245: sched_switch:          prev_comm=usb-storage prev_pid=1343 prev_prio=120 prev_state=1 next_comm=ksoftirqd/0 next_pid=7 next_prio=120
+     ksoftirqd/0-7     [000]    82.253254: sched_wakeup:          comm=jbd2/sda2-8 pid=1383 prio=120 success=1 target_cpu=0
+     ksoftirqd/0-7     [000]    82.253277: sched_wakeup:          comm=kworker/0:1H pid=1386 prio=100 success=1 target_cpu=0
+     ksoftirqd/0-7     [000]    82.253294: sched_switch:          prev_comm=ksoftirqd/0 prev_pid=7 prev_prio=120 prev_state=1 next_comm=kworker/0:1H next_pid=1386 next_prio=100
+    kworker/0:1H-1386  [000]    82.253302: sched_switch:          prev_comm=kworker/0:1H prev_pid=1386 prev_prio=100 prev_state=1 next_comm=jbd2/sda2-8 next_pid=1383 next_prio=120
+     jbd2/sda2-8-1383  [000]    82.253362: sched_switch:          prev_comm=jbd2/sda2-8 prev_pid=1383 prev_prio=120 prev_state=1 next_comm=swapper/0 next_pid=0 next_prio=120
+          <idle>-0     [001]    82.258125: sched_wakeup:          comm=rcu_preempt pid=8 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    82.258132: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=rcu_preempt next_pid=8 next_prio=120
+     rcu_preempt-8     [001]    82.258144: sched_switch:          prev_comm=rcu_preempt prev_pid=8 prev_prio=120 prev_state=1 next_comm=swapper/1 next_pid=0 next_prio=120
+          <idle>-0     [001]    82.266125: sched_wakeup:          comm=rcu_preempt pid=8 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    82.266132: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=rcu_preempt next_pid=8 next_prio=120
+     rcu_preempt-8     [001]    82.266143: sched_switch:          prev_comm=rcu_preempt prev_pid=8 prev_prio=120 prev_state=1 next_comm=swapper/1 next_pid=0 next_prio=120
+          <idle>-0     [001]    82.267340: sched_wakeup:          comm=sshd pid=1585 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    82.267345: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sshd next_pid=1585 next_prio=120
+          <idle>-0     [002]    82.268190: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sshd next_pid=1711 next_prio=120
+            sshd-1585  [001]    82.268355: sched_switch:          prev_comm=sshd prev_pid=1585 prev_prio=120 prev_state=1 next_comm=swapper/1 next_pid=0 next_prio=120
+            sshd-1711  [002]    82.272720: sched_switch:          prev_comm=sshd prev_pid=1711 prev_prio=120 prev_state=130 next_comm=swapper/2 next_pid=0 next_prio=120
+          <idle>-0     [001]    82.272797: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    82.272803: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [001]    82.272889: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=swapper/1 next_pid=0 next_prio=120
+          <idle>-0     [003]    82.272964: sched_switch:          prev_comm=swapper/3 prev_pid=0 prev_prio=120 prev_state=0 next_comm=kworker/u12:0 next_pid=1712 next_prio=120
+        modprobe-1712  [003]    82.273063: sched_wakeup:          comm=migration/3 pid=28 prio=0 success=1 target_cpu=3
+        modprobe-1712  [003]    82.273069: sched_switch:          prev_comm=kworker/u12:0 prev_pid=1712 prev_prio=120 prev_state=4096 next_comm=migration/3 next_pid=28 next_prio=0
+          <idle>-0     [001]    82.273084: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=kworker/u12:0 next_pid=1712 next_prio=120
+     migration/3-28    [003]    82.273095: sched_switch:          prev_comm=migration/3 prev_pid=28 prev_prio=0 prev_state=1 next_comm=swapper/3 next_pid=0 next_prio=120
+        modprobe-1712  [001]    82.274063: sched_wakeup:          comm=rcu_preempt pid=8 prio=120 success=1 target_cpu=1
+        modprobe-1712  [001]    82.274070: sched_switch:          prev_comm=modprobe prev_pid=1712 prev_prio=120 prev_state=0 next_comm=rcu_preempt next_pid=8 next_prio=120
+     rcu_preempt-8     [001]    82.274087: sched_switch:          prev_comm=rcu_preempt prev_pid=8 prev_prio=120 prev_state=1 next_comm=modprobe next_pid=1712 next_prio=120
+        modprobe-1712  [001]    82.274545: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=1
+        modprobe-1712  [001]    82.274548: sched_switch:          prev_comm=modprobe prev_pid=1712 prev_prio=120 prev_state=4096 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [001]    82.274570: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=modprobe next_pid=1712 next_prio=120
+        modprobe-1712  [001]    82.274578: sched_switch:          prev_comm=modprobe prev_pid=1712 prev_prio=120 prev_state=64 next_comm=swapper/1 next_pid=0 next_prio=120
+          <idle>-0     [002]    82.274644: sched_wakeup:          comm=sshd pid=1711 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    82.274648: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sshd next_pid=1711 next_prio=120
+          <idle>-0     [001]    82.282127: sched_wakeup:          comm=rcu_preempt pid=8 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    82.282135: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=rcu_preempt next_pid=8 next_prio=120
+     rcu_preempt-8     [001]    82.282149: sched_switch:          prev_comm=rcu_preempt prev_pid=8 prev_prio=120 prev_state=1 next_comm=swapper/1 next_pid=0 next_prio=120
+          <idle>-0     [004]    82.283747: sched_switch:          prev_comm=swapper/4 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sshd next_pid=1713 next_prio=120
+            sshd-1711  [002]    82.283752: sched_switch:          prev_comm=sshd prev_pid=1711 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+            sshd-1713  [004]    82.285338: sched_switch:          prev_comm=sshd prev_pid=1713 prev_prio=120 prev_state=1 next_comm=swapper/4 next_pid=0 next_prio=120
+          <idle>-0     [004]    82.286059: sched_wakeup:          comm=kworker/4:1 pid=1152 prio=120 success=1 target_cpu=4
+          <idle>-0     [002]    82.286074: sched_wakeup:          comm=kworker/2:1 pid=479 prio=120 success=1 target_cpu=2
+          <idle>-0     [004]    82.286077: sched_switch:          prev_comm=swapper/4 prev_pid=0 prev_prio=120 prev_state=0 next_comm=kworker/4:1 next_pid=1152 next_prio=120
+     kworker/4:1-1152  [004]    82.286096: sched_switch:          prev_comm=kworker/4:1 prev_pid=1152 prev_prio=120 prev_state=1 next_comm=swapper/4 next_pid=0 next_prio=120
+          <idle>-0     [002]    82.286134: sched_wakeup:          comm=ksoftirqd/2 pid=23 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    82.286138: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=kworker/2:1 next_pid=479 next_prio=120
+     kworker/2:1-479   [002]    82.286148: sched_switch:          prev_comm=kworker/2:1 prev_pid=479 prev_prio=120 prev_state=2 next_comm=ksoftirqd/2 next_pid=23 next_prio=120
+     ksoftirqd/2-23    [002]    82.286168: sched_switch:          prev_comm=ksoftirqd/2 prev_pid=23 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+          <idle>-0     [001]    82.288834: sched_wakeup:          comm=sshd pid=1713 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    82.288838: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sshd next_pid=1713 next_prio=120
+            sshd-1713  [001]    82.290053: sched_wakeup:          comm=rcu_preempt pid=8 prio=120 success=1 target_cpu=1
+            sshd-1713  [001]    82.290059: sched_switch:          prev_comm=sshd prev_pid=1713 prev_prio=120 prev_state=0 next_comm=rcu_preempt next_pid=8 next_prio=120
+     rcu_preempt-8     [001]    82.290072: sched_switch:          prev_comm=rcu_preempt prev_pid=8 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1713 next_prio=120
+            sshd-1713  [001]    82.298049: sched_wakeup:          comm=rcu_preempt pid=8 prio=120 success=1 target_cpu=1
+            sshd-1713  [001]    82.298052: sched_switch:          prev_comm=sshd prev_pid=1713 prev_prio=120 prev_state=0 next_comm=rcu_preempt next_pid=8 next_prio=120
+     rcu_preempt-8     [001]    82.298064: sched_switch:          prev_comm=rcu_preempt prev_pid=8 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1713 next_prio=120
+          <idle>-0     [002]    82.298220: sched_wakeup:          comm=kworker/2:1 pid=479 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    82.298226: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=kworker/2:1 next_pid=479 next_prio=120
+     kworker/2:1-479   [002]    82.298249: sched_switch:          prev_comm=kworker/2:1 prev_pid=479 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+            sshd-1713  [001]    82.303928: sched_switch:          prev_comm=sshd prev_pid=1713 prev_prio=120 prev_state=1 next_comm=swapper/1 next_pid=0 next_prio=120
+          <idle>-0     [002]    82.303986: sched_wakeup:          comm=sshd pid=1711 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    82.303993: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sshd next_pid=1711 next_prio=120
+          <idle>-0     [001]    82.304016: sched_wakeup:          comm=sshd pid=1713 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    82.304019: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sshd next_pid=1713 next_prio=120
+            sshd-1713  [001]    82.304022: sched_switch:          prev_comm=sshd prev_pid=1713 prev_prio=120 prev_state=1 next_comm=swapper/1 next_pid=0 next_prio=120
+          <idle>-0     [001]    82.304028: sched_wakeup:          comm=sshd pid=1713 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    82.304030: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sshd next_pid=1713 next_prio=120
+            sshd-1713  [001]    82.304033: sched_switch:          prev_comm=sshd prev_pid=1713 prev_prio=120 prev_state=1 next_comm=swapper/1 next_pid=0 next_prio=120
+          <idle>-0     [001]    82.305998: sched_wakeup:          comm=sshd pid=1713 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    82.306000: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sshd next_pid=1713 next_prio=120
+            sshd-1711  [002]    82.306014: sched_switch:          prev_comm=sshd prev_pid=1711 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+            sshd-1713  [001]    82.306051: sched_wakeup:          comm=rcu_preempt pid=8 prio=120 success=1 target_cpu=1
+            sshd-1713  [001]    82.306056: sched_switch:          prev_comm=sshd prev_pid=1713 prev_prio=120 prev_state=0 next_comm=rcu_preempt next_pid=8 next_prio=120
+     rcu_preempt-8     [001]    82.306067: sched_switch:          prev_comm=rcu_preempt prev_pid=8 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1713 next_prio=120
+            sshd-1713  [001]    82.306155: sched_switch:          prev_comm=sshd prev_pid=1713 prev_prio=120 prev_state=1 next_comm=swapper/1 next_pid=0 next_prio=120
+          <idle>-0     [001]    82.311039: sched_wakeup:          comm=sshd pid=1713 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    82.311044: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sshd next_pid=1713 next_prio=120
+            sshd-1713  [001]    82.311082: sched_switch:          prev_comm=sshd prev_pid=1713 prev_prio=120 prev_state=1 next_comm=swapper/1 next_pid=0 next_prio=120
+          <idle>-0     [001]    82.314054: sched_wakeup:          comm=rcu_preempt pid=8 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    82.314060: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=rcu_preempt next_pid=8 next_prio=120
+     rcu_preempt-8     [001]    82.314069: sched_switch:          prev_comm=rcu_preempt prev_pid=8 prev_prio=120 prev_state=1 next_comm=swapper/1 next_pid=0 next_prio=120
+          <idle>-0     [001]    82.354680: sched_wakeup:          comm=sshd pid=1713 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    82.354691: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sshd next_pid=1713 next_prio=120
+            sshd-1713  [001]    82.354791: sched_switch:          prev_comm=sshd prev_pid=1713 prev_prio=120 prev_state=1 next_comm=swapper/1 next_pid=0 next_prio=120
+          <idle>-0     [001]    82.355271: sched_wakeup:          comm=sshd pid=1713 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    82.355282: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sshd next_pid=1713 next_prio=120
+            sshd-1713  [001]    82.355378: sched_switch:          prev_comm=sshd prev_pid=1713 prev_prio=120 prev_state=1 next_comm=swapper/1 next_pid=0 next_prio=120
+          <idle>-0     [002]    82.355567: sched_wakeup:          comm=sshd pid=1711 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    82.355579: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sshd next_pid=1711 next_prio=120
+          <idle>-0     [001]    82.355702: sched_wakeup:          comm=sshd pid=1713 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    82.355709: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sshd next_pid=1713 next_prio=120
+            sshd-1713  [001]    82.355717: sched_switch:          prev_comm=sshd prev_pid=1713 prev_prio=120 prev_state=1 next_comm=swapper/1 next_pid=0 next_prio=120
+            sshd-1711  [002]    82.355979: sched_switch:          prev_comm=sshd prev_pid=1711 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+          <idle>-0     [001]    82.356021: sched_wakeup:          comm=sshd pid=1713 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    82.356027: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sshd next_pid=1713 next_prio=120
+          <idle>-0     [002]    82.356180: sched_wakeup:          comm=sshd pid=1711 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    82.356183: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sshd next_pid=1711 next_prio=120
+            sshd-1713  [001]    82.356235: sched_switch:          prev_comm=sshd prev_pid=1713 prev_prio=120 prev_state=1 next_comm=swapper/1 next_pid=0 next_prio=120
+          <idle>-0     [001]    82.357884: sched_wakeup:          comm=sshd pid=1713 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    82.357890: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sshd next_pid=1713 next_prio=120
+            sshd-1713  [001]    82.357895: sched_switch:          prev_comm=sshd prev_pid=1713 prev_prio=120 prev_state=1 next_comm=swapper/1 next_pid=0 next_prio=120
+            sshd-1711  [002]    82.358066: sched_wakeup:          comm=rcu_preempt pid=8 prio=120 success=1 target_cpu=2
+            sshd-1711  [002]    82.358073: sched_switch:          prev_comm=sshd prev_pid=1711 prev_prio=120 prev_state=4096 next_comm=rcu_preempt next_pid=8 next_prio=120
+     rcu_preempt-8     [002]    82.358084: sched_switch:          prev_comm=rcu_preempt prev_pid=8 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1711 next_prio=120
+            sshd-1711  [002]    82.358260: sched_switch:          prev_comm=sshd prev_pid=1711 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+          <idle>-0     [001]    82.358315: sched_wakeup:          comm=sshd pid=1713 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    82.358322: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sshd next_pid=1713 next_prio=120
+            sshd-1713  [001]    82.358370: sched_switch:          prev_comm=sshd prev_pid=1713 prev_prio=120 prev_state=1 next_comm=swapper/1 next_pid=0 next_prio=120
+          <idle>-0     [002]    82.358425: sched_wakeup:          comm=sshd pid=1711 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    82.358429: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sshd next_pid=1711 next_prio=120
+          <idle>-0     [001]    82.358537: sched_wakeup:          comm=sshd pid=1713 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    82.358543: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sshd next_pid=1713 next_prio=120
+            sshd-1713  [001]    82.358548: sched_switch:          prev_comm=sshd prev_pid=1713 prev_prio=120 prev_state=1 next_comm=swapper/1 next_pid=0 next_prio=120
+          <idle>-0     [001]    82.358874: sched_wakeup:          comm=sshd pid=1713 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    82.358880: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sshd next_pid=1713 next_prio=120
+            sshd-1711  [002]    82.358926: sched_wakeup:          comm=syslogd pid=1614 prio=120 success=1 target_cpu=2
+            sshd-1711  [002]    82.358931: sched_switch:          prev_comm=sshd prev_pid=1711 prev_prio=120 prev_state=4096 next_comm=syslogd next_pid=1614 next_prio=120
+         syslogd-1614  [002]    82.358975: sched_switch:          prev_comm=syslogd prev_pid=1614 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1711 next_prio=120
+            sshd-1711  [002]    82.359034: sched_switch:          prev_comm=sshd prev_pid=1711 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+          <idle>-0     [002]    82.359845: sched_wakeup:          comm=sshd pid=1711 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    82.359848: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sshd next_pid=1711 next_prio=120
+            sshd-1713  [001]    82.359875: sched_switch:          prev_comm=sshd prev_pid=1713 prev_prio=120 prev_state=64 next_comm=swapper/1 next_pid=0 next_prio=120
+          <idle>-0     [001]    82.359934: sched_wakeup:          comm=sshd pid=1585 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    82.359937: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sshd next_pid=1585 next_prio=120
+            sshd-1585  [001]    82.359982: sched_switch:          prev_comm=sshd prev_pid=1585 prev_prio=120 prev_state=1 next_comm=swapper/1 next_pid=0 next_prio=120
+          <idle>-0     [001]    82.360397: sched_wakeup:          comm=syslogd pid=1614 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    82.360400: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=syslogd next_pid=1614 next_prio=120
+         syslogd-1614  [001]    82.360428: sched_switch:          prev_comm=syslogd prev_pid=1614 prev_prio=120 prev_state=1 next_comm=swapper/1 next_pid=0 next_prio=120
+            sshd-1711  [002]    82.360897: sched_switch:          prev_comm=sshd prev_pid=1711 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+          <idle>-0     [002]    82.366197: sched_wakeup:          comm=rcu_preempt pid=8 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    82.366207: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=rcu_preempt next_pid=8 next_prio=120
+     rcu_preempt-8     [002]    82.366221: sched_switch:          prev_comm=rcu_preempt prev_pid=8 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+          <idle>-0     [002]    82.374194: sched_wakeup:          comm=rcu_preempt pid=8 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    82.374204: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=rcu_preempt next_pid=8 next_prio=120
+     rcu_preempt-8     [002]    82.374216: sched_switch:          prev_comm=rcu_preempt prev_pid=8 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+          <idle>-0     [002]    82.378246: sched_wakeup:          comm=kworker/2:1 pid=479 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    82.378256: sched_wakeup:          comm=ksoftirqd/2 pid=23 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    82.378260: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=kworker/2:1 next_pid=479 next_prio=120
+     kworker/2:1-479   [002]    82.378282: sched_switch:          prev_comm=kworker/2:1 prev_pid=479 prev_prio=120 prev_state=1 next_comm=ksoftirqd/2 next_pid=23 next_prio=120
+     ksoftirqd/2-23    [002]    82.378314: sched_switch:          prev_comm=ksoftirqd/2 prev_pid=23 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+          <idle>-0     [002]    82.382124: sched_wakeup:          comm=rcu_preempt pid=8 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    82.382133: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=rcu_preempt next_pid=8 next_prio=120
+     rcu_preempt-8     [002]    82.382146: sched_switch:          prev_comm=rcu_preempt prev_pid=8 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+          <idle>-0     [002]    82.390124: sched_wakeup:          comm=rcu_preempt pid=8 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    82.390133: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=rcu_preempt next_pid=8 next_prio=120
+     rcu_preempt-8     [002]    82.390145: sched_switch:          prev_comm=rcu_preempt prev_pid=8 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+          <idle>-0     [002]    82.398124: sched_wakeup:          comm=rcu_preempt pid=8 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    82.398133: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=rcu_preempt next_pid=8 next_prio=120
+     rcu_preempt-8     [002]    82.398143: sched_switch:          prev_comm=rcu_preempt prev_pid=8 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+          <idle>-0     [002]    82.400643: sched_wakeup:          comm=sshd pid=1711 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    82.400649: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sshd next_pid=1711 next_prio=120
+          <idle>-0     [001]    82.401632: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sshd next_pid=1714 next_prio=120
+            sshd-1711  [002]    82.401850: sched_switch:          prev_comm=sshd prev_pid=1711 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+          <idle>-0     [002]    82.402359: sched_wakeup:          comm=sshd pid=1711 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    82.402366: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sshd next_pid=1711 next_prio=120
+            sshd-1711  [002]    82.402426: sched_switch:          prev_comm=sshd prev_pid=1711 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+             scp-1714  [001]    82.406064: sched_wakeup:          comm=rcu_preempt pid=8 prio=120 success=1 target_cpu=1
+             scp-1714  [001]    82.406072: sched_switch:          prev_comm=sh prev_pid=1714 prev_prio=120 prev_state=4096 next_comm=rcu_preempt next_pid=8 next_prio=120
+     rcu_preempt-8     [001]    82.406083: sched_switch:          prev_comm=rcu_preempt prev_pid=8 prev_prio=120 prev_state=1 next_comm=sh next_pid=1714 next_prio=120
+             scp-1714  [001]    82.407770: sched_switch:          prev_comm=scp prev_pid=1714 prev_prio=120 prev_state=1 next_comm=swapper/1 next_pid=0 next_prio=120
+          <idle>-0     [002]    82.407838: sched_wakeup:          comm=sshd pid=1711 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    82.407847: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sshd next_pid=1711 next_prio=120
+            sshd-1711  [002]    82.407942: sched_switch:          prev_comm=sshd prev_pid=1711 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+          <idle>-0     [002]    82.408578: sched_wakeup:          comm=sshd pid=1711 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    82.408584: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sshd next_pid=1711 next_prio=120
+          <idle>-0     [001]    82.408635: sched_wakeup:          comm=scp pid=1714 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    82.408638: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=scp next_pid=1714 next_prio=120
+            sshd-1711  [002]    82.408644: sched_switch:          prev_comm=sshd prev_pid=1711 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+             scp-1714  [001]    82.408678: sched_switch:          prev_comm=scp prev_pid=1714 prev_prio=120 prev_state=1 next_comm=swapper/1 next_pid=0 next_prio=120
+          <idle>-0     [002]    82.408811: sched_wakeup:          comm=sshd pid=1711 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    82.408817: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sshd next_pid=1711 next_prio=120
+            sshd-1711  [002]    82.408936: sched_switch:          prev_comm=sshd prev_pid=1711 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+          <idle>-0     [002]    82.409616: sched_wakeup:          comm=sshd pid=1711 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    82.409623: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sshd next_pid=1711 next_prio=120
+          <idle>-0     [001]    82.409670: sched_wakeup:          comm=scp pid=1714 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    82.409673: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=scp next_pid=1714 next_prio=120
+            sshd-1711  [002]    82.409678: sched_switch:          prev_comm=sshd prev_pid=1711 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+             scp-1714  [001]    82.409980: sched_switch:          prev_comm=scp prev_pid=1714 prev_prio=120 prev_state=64 next_comm=swapper/1 next_pid=0 next_prio=120
+          <idle>-0     [002]    82.410026: sched_wakeup:          comm=sshd pid=1711 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    82.410032: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sshd next_pid=1711 next_prio=120
+            sshd-1711  [002]    82.410274: sched_switch:          prev_comm=sshd prev_pid=1711 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+          <idle>-0     [002]    82.410790: sched_wakeup:          comm=sshd pid=1711 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    82.410794: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sshd next_pid=1711 next_prio=120
+          <idle>-0     [001]    82.410971: sched_wakeup:          comm=syslogd pid=1614 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    82.410976: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=syslogd next_pid=1614 next_prio=120
+         syslogd-1614  [001]    82.411044: sched_switch:          prev_comm=syslogd prev_pid=1614 prev_prio=120 prev_state=1 next_comm=swapper/1 next_pid=0 next_prio=120
+          <idle>-0     [001]    82.411262: sched_wakeup:          comm=syslogd pid=1614 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    82.411264: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=syslogd next_pid=1614 next_prio=120
+         syslogd-1614  [001]    82.411284: sched_switch:          prev_comm=syslogd prev_pid=1614 prev_prio=120 prev_state=1 next_comm=swapper/1 next_pid=0 next_prio=120
+          <idle>-0     [001]    82.412217: sched_wakeup:          comm=sshd pid=1585 prio=120 success=1 target_cpu=1
+            sshd-1711  [002]    82.412219: sched_switch:          prev_comm=sshd prev_pid=1711 prev_prio=120 prev_state=64 next_comm=swapper/2 next_pid=0 next_prio=120
+          <idle>-0     [001]    82.412220: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sshd next_pid=1585 next_prio=120
+            sshd-1585  [001]    82.412327: sched_switch:          prev_comm=sshd prev_pid=1585 prev_prio=120 prev_state=1 next_comm=swapper/1 next_pid=0 next_prio=120
+          <idle>-0     [001]    82.414057: sched_wakeup:          comm=rcu_preempt pid=8 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    82.414065: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=rcu_preempt next_pid=8 next_prio=120
+     rcu_preempt-8     [001]    82.414079: sched_switch:          prev_comm=rcu_preempt prev_pid=8 prev_prio=120 prev_state=1 next_comm=swapper/1 next_pid=0 next_prio=120
+          <idle>-0     [001]    82.422049: sched_wakeup:          comm=rcu_preempt pid=8 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    82.422056: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=rcu_preempt next_pid=8 next_prio=120
+     rcu_preempt-8     [001]    82.422068: sched_switch:          prev_comm=rcu_preempt prev_pid=8 prev_prio=120 prev_state=1 next_comm=swapper/1 next_pid=0 next_prio=120
+          <idle>-0     [001]    82.430195: sched_wakeup:          comm=rcu_preempt pid=8 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    82.430203: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=rcu_preempt next_pid=8 next_prio=120
+     rcu_preempt-8     [001]    82.430215: sched_switch:          prev_comm=rcu_preempt prev_pid=8 prev_prio=120 prev_state=1 next_comm=swapper/1 next_pid=0 next_prio=120
+          <idle>-0     [001]    82.438195: sched_wakeup:          comm=rcu_preempt pid=8 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    82.438203: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=rcu_preempt next_pid=8 next_prio=120
+     rcu_preempt-8     [001]    82.438214: sched_switch:          prev_comm=rcu_preempt prev_pid=8 prev_prio=120 prev_state=1 next_comm=swapper/1 next_pid=0 next_prio=120
+          <idle>-0     [001]    82.442216: sched_wakeup:          comm=kworker/1:0 pid=18 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    82.442264: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=kworker/1:0 next_pid=18 next_prio=120
+     kworker/1:0-18    [001]    82.442273: sched_switch:          prev_comm=kworker/1:0 prev_pid=18 prev_prio=120 prev_state=2 next_comm=swapper/1 next_pid=0 next_prio=120
+          <idle>-0     [001]    82.446125: sched_wakeup:          comm=rcu_preempt pid=8 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    82.446133: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=rcu_preempt next_pid=8 next_prio=120
+     rcu_preempt-8     [001]    82.446145: sched_switch:          prev_comm=rcu_preempt prev_pid=8 prev_prio=120 prev_state=1 next_comm=swapper/1 next_pid=0 next_prio=120
+          <idle>-0     [001]    82.454125: sched_wakeup:          comm=rcu_preempt pid=8 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    82.454133: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=rcu_preempt next_pid=8 next_prio=120
+     rcu_preempt-8     [001]    82.454144: sched_switch:          prev_comm=rcu_preempt prev_pid=8 prev_prio=120 prev_state=1 next_comm=swapper/1 next_pid=0 next_prio=120
+          <idle>-0     [001]    82.458130: sched_wakeup:          comm=kworker/1:0 pid=18 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    82.458135: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=kworker/1:0 next_pid=18 next_prio=120
+     kworker/1:0-18    [001]    82.458156: sched_switch:          prev_comm=kworker/1:0 prev_pid=18 prev_prio=120 prev_state=1 next_comm=swapper/1 next_pid=0 next_prio=120
+          <idle>-0     [001]    82.462125: sched_wakeup:          comm=rcu_preempt pid=8 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    82.462133: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=rcu_preempt next_pid=8 next_prio=120
+     rcu_preempt-8     [001]    82.462142: sched_switch:          prev_comm=rcu_preempt prev_pid=8 prev_prio=120 prev_state=1 next_comm=swapper/1 next_pid=0 next_prio=120
+          <idle>-0     [001]    82.563327: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    82.563334: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [001]    82.563413: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=1
+            sshd-1639  [001]    82.563433: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [001]    82.563451: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=swapper/1 next_pid=0 next_prio=120
+          <idle>-0     [002]    82.563519: sched_wakeup:          comm=sh pid=1642 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    82.563526: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sh next_pid=1642 next_prio=120
+          <idle>-0     [001]    82.563642: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    82.563648: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [001]    82.563656: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=1
+   kworker/u12:0-5     [001]    82.563659: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=1
+   kworker/u12:0-5     [001]    82.563665: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [001]    82.563671: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=1
+   kworker/u12:1-46    [001]    82.563675: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [001]    82.563679: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=1
+   kworker/u12:0-5     [001]    82.563684: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [001]    82.563686: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [001]    82.563690: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=1
+            sshd-1639  [001]    82.563722: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=2 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [001]    82.563729: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=1
+   kworker/u12:1-46    [001]    82.563732: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=1
+   kworker/u12:1-46    [001]    82.563736: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [001]    82.563740: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=1
+   kworker/u12:0-5     [001]    82.563744: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [001]    82.563747: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [001]    82.563750: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=1
+            sshd-1639  [001]    82.563806: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=2 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [001]    82.563814: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=1
+   kworker/u12:1-46    [001]    82.563816: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=1
+   kworker/u12:1-46    [001]    82.563821: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [001]    82.563825: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=1
+   kworker/u12:0-5     [001]    82.563829: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [001]    82.563832: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [001]    82.563835: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=1
+            sshd-1639  [001]    82.563876: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=2 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [001]    82.563883: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=1
+   kworker/u12:1-46    [001]    82.563887: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=1
+   kworker/u12:1-46    [001]    82.563891: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [001]    82.563894: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [001]    82.563897: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=1
+            sshd-1639  [001]    82.563922: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=2 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [001]    82.563929: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=1
+   kworker/u12:0-5     [001]    82.563932: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [001]    82.563936: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=1
+            sshd-1639  [001]    82.563960: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=2 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [001]    82.563967: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=1
+   kworker/u12:0-5     [001]    82.563970: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [001]    82.563973: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=1
+            sshd-1639  [001]    82.563998: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=2 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [001]    82.564004: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=1
+   kworker/u12:0-5     [001]    82.564007: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [001]    82.564010: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=1
+            sshd-1639  [001]    82.564034: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=2 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [001]    82.564041: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=1
+   kworker/u12:0-5     [001]    82.564044: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [001]    82.564048: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=1
+            sshd-1639  [001]    82.564071: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=2 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [001]    82.564078: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=1
+   kworker/u12:0-5     [001]    82.564081: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=1
+   kworker/u12:0-5     [001]    82.564085: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [001]    82.564089: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=1
+   kworker/u12:1-46    [001]    82.564093: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [001]    82.564095: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [001]    82.564100: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=1
+            sshd-1639  [001]    82.564123: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=2 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [001]    82.564129: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=1
+   kworker/u12:0-5     [001]    82.564132: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=1
+   kworker/u12:0-5     [001]    82.564136: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [001]    82.564139: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [001]    82.564151: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=1
+            sshd-1639  [001]    82.564195: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=2 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [001]    82.564201: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=1
+   kworker/u12:1-46    [001]    82.564206: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=1
+   kworker/u12:1-46    [001]    82.564209: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [001]    82.564213: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=1
+   kworker/u12:0-5     [001]    82.564217: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [001]    82.564220: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [001]    82.564225: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=1
+            sshd-1639  [001]    82.564261: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=2 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [001]    82.564267: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=1
+   kworker/u12:1-46    [001]    82.564270: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=1
+   kworker/u12:1-46    [001]    82.564274: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [001]    82.564277: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [001]    82.564280: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=1
+            sshd-1639  [001]    82.564305: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=2 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [001]    82.564311: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=1
+   kworker/u12:0-5     [001]    82.564313: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=1
+   kworker/u12:0-5     [001]    82.564318: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [001]    82.564320: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [001]    82.564325: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=1
+            sshd-1639  [001]    82.564348: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=2 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [001]    82.564354: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=1
+   kworker/u12:1-46    [001]    82.564358: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=1
+   kworker/u12:1-46    [001]    82.564362: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [001]    82.564365: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [001]    82.564370: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=1
+            sshd-1639  [001]    82.564392: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=2 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [001]    82.564399: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=1
+              sh-1642  [002]    82.564401: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=1
+   kworker/u12:0-5     [001]    82.564406: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [001]    82.564416: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=1
+            sshd-1639  [001]    82.564434: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=2 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [001]    82.564440: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=1
+   kworker/u12:0-5     [001]    82.564444: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=1
+   kworker/u12:0-5     [001]    82.564447: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [001]    82.564450: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [001]    82.564453: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=1
+            sshd-1639  [001]    82.564478: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=2 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [001]    82.564484: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=1
+   kworker/u12:1-46    [001]    82.564487: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [001]    82.564490: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=1
+            sshd-1639  [001]    82.564545: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=2 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [001]    82.564552: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=1
+   kworker/u12:1-46    [001]    82.564555: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [001]    82.564559: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=1
+            sshd-1639  [001]    82.564598: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=2 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [001]    82.564604: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=1
+   kworker/u12:1-46    [001]    82.564607: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [001]    82.564651: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=swapper/1 next_pid=0 next_prio=120
+          <idle>-0     [003]    82.565287: sched_switch:          prev_comm=swapper/3 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sh next_pid=1715 next_prio=120
+              sh-1642  [002]    82.565421: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+         shutils-1715  [003]    82.566071: sched_wakeup:          comm=rcu_preempt pid=8 prio=120 success=1 target_cpu=3
+         shutils-1715  [003]    82.566266: sched_wakeup:          comm=migration/3 pid=28 prio=0 success=1 target_cpu=3
+         shutils-1715  [003]    82.566272: sched_switch:          prev_comm=sh prev_pid=1715 prev_prio=120 prev_state=4096 next_comm=migration/3 next_pid=28 next_prio=0
+     migration/3-28    [003]    82.566293: sched_switch:          prev_comm=migration/3 prev_pid=28 prev_prio=0 prev_state=1 next_comm=rcu_preempt next_pid=8 next_prio=120
+     rcu_preempt-8     [003]    82.566314: sched_switch:          prev_comm=rcu_preempt prev_pid=8 prev_prio=120 prev_state=1 next_comm=swapper/3 next_pid=0 next_prio=120
+          <idle>-0     [002]    82.566365: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sh next_pid=1715 next_prio=120
+          <idle>-0     [004]    82.571710: sched_switch:          prev_comm=swapper/4 prev_pid=0 prev_prio=120 prev_state=0 next_comm=shutils next_pid=1716 next_prio=120
+         shutils-1715  [002]    82.571714: sched_switch:          prev_comm=shutils prev_pid=1715 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+         busybox-1716  [004]    82.573970: sched_wakeup:          comm=migration/4 pid=34 prio=0 success=1 target_cpu=4
+         busybox-1716  [004]    82.573979: sched_switch:          prev_comm=shutils prev_pid=1716 prev_prio=120 prev_state=4096 next_comm=migration/4 next_pid=34 next_prio=0
+     migration/4-34    [004]    82.574006: sched_switch:          prev_comm=migration/4 prev_pid=34 prev_prio=0 prev_state=1 next_comm=swapper/4 next_pid=0 next_prio=120
+          <idle>-0     [001]    82.574084: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=shutils next_pid=1716 next_prio=120
+          <idle>-0     [003]    82.574127: sched_wakeup:          comm=rcu_preempt pid=8 prio=120 success=1 target_cpu=3
+          <idle>-0     [003]    82.574139: sched_switch:          prev_comm=swapper/3 prev_pid=0 prev_prio=120 prev_state=0 next_comm=rcu_preempt next_pid=8 next_prio=120
+     rcu_preempt-8     [003]    82.574155: sched_switch:          prev_comm=rcu_preempt prev_pid=8 prev_prio=120 prev_state=1 next_comm=swapper/3 next_pid=0 next_prio=120
+          <idle>-0     [002]    82.575069: sched_wakeup:          comm=shutils pid=1715 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    82.575073: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=shutils next_pid=1715 next_prio=120
+         shutils-1715  [002]    82.575089: sched_switch:          prev_comm=shutils prev_pid=1715 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+          <idle>-0     [002]    82.575123: sched_wakeup:          comm=shutils pid=1715 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    82.575126: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=shutils next_pid=1715 next_prio=120
+         shutils-1715  [002]    82.575132: sched_switch:          prev_comm=shutils prev_pid=1715 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+          <idle>-0     [002]    82.575188: sched_wakeup:          comm=shutils pid=1715 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    82.575190: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=shutils next_pid=1715 next_prio=120
+         shutils-1715  [002]    82.575196: sched_switch:          prev_comm=shutils prev_pid=1715 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+          <idle>-0     [002]    82.575251: sched_wakeup:          comm=shutils pid=1715 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    82.575253: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=shutils next_pid=1715 next_prio=120
+         shutils-1715  [002]    82.575258: sched_switch:          prev_comm=shutils prev_pid=1715 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+          <idle>-0     [002]    82.575314: sched_wakeup:          comm=shutils pid=1715 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    82.575316: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=shutils next_pid=1715 next_prio=120
+         shutils-1715  [002]    82.575321: sched_switch:          prev_comm=shutils prev_pid=1715 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+          <idle>-0     [002]    82.575497: sched_wakeup:          comm=shutils pid=1715 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    82.575499: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=shutils next_pid=1715 next_prio=120
+         busybox-1716  [001]    82.575520: sched_switch:          prev_comm=busybox prev_pid=1716 prev_prio=120 prev_state=64 next_comm=swapper/1 next_pid=0 next_prio=120
+         shutils-1715  [002]    82.575737: print:                0xffff00000819ff24s: cpu_frequency_devlib:        state=950000 cpu_id=0
+         shutils-1715  [002]    82.575833: print:                0xffff00000819ff24s: cpu_frequency_devlib:        state=1200000 cpu_id=1
+         shutils-1715  [002]    82.575915: print:                0xffff00000819ff24s: cpu_frequency_devlib:        state=1200000 cpu_id=2
+         shutils-1715  [002]    82.575994: print:                0xffff00000819ff24s: cpu_frequency_devlib:        state=950000 cpu_id=3
+         shutils-1715  [002]    82.576071: print:                0xffff00000819ff24s: cpu_frequency_devlib:        state=950000 cpu_id=4
+         shutils-1715  [002]    82.576146: print:                0xffff00000819ff24s: cpu_frequency_devlib:        state=950000 cpu_id=5
+         shutils-1715  [002]    82.576581: sched_wakeup:          comm=sh pid=1642 prio=120 success=1 target_cpu=2
+         shutils-1715  [002]    82.576586: sched_switch:          prev_comm=shutils prev_pid=1715 prev_prio=120 prev_state=64 next_comm=sh next_pid=1642 next_prio=120
+          <idle>-0     [001]    82.576693: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    82.576696: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [001]    82.576707: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=1
+   kworker/u12:1-46    [001]    82.576712: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [001]    82.576720: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=1
+            sshd-1639  [001]    82.576778: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=2 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [001]    82.576785: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=1
+   kworker/u12:1-46    [001]    82.576788: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [001]    82.576799: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=1
+              sh-1642  [002]    82.576814: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+            sshd-1639  [001]    82.576854: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=2 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [001]    82.576861: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=1
+   kworker/u12:1-46    [001]    82.576864: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [001]    82.576922: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=swapper/1 next_pid=0 next_prio=120
+          <idle>-0     [001]    82.582132: sched_wakeup:          comm=rcu_preempt pid=8 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    82.582137: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=rcu_preempt next_pid=8 next_prio=120
+     rcu_preempt-8     [001]    82.582149: sched_switch:          prev_comm=rcu_preempt prev_pid=8 prev_prio=120 prev_state=1 next_comm=swapper/1 next_pid=0 next_prio=120
+          <idle>-0     [001]    82.586125: sched_wakeup:          comm=rcu_preempt pid=8 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    82.586135: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=rcu_preempt next_pid=8 next_prio=120
+     rcu_preempt-8     [001]    82.586147: sched_switch:          prev_comm=rcu_preempt prev_pid=8 prev_prio=120 prev_state=1 next_comm=swapper/1 next_pid=0 next_prio=120
+          <idle>-0     [001]    82.594193: sched_wakeup:          comm=rcu_preempt pid=8 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    82.594201: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=rcu_preempt next_pid=8 next_prio=120
+     rcu_preempt-8     [001]    82.594214: sched_switch:          prev_comm=rcu_preempt prev_pid=8 prev_prio=120 prev_state=1 next_comm=swapper/1 next_pid=0 next_prio=120
+          <idle>-0     [001]    82.602194: sched_wakeup:          comm=rcu_preempt pid=8 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    82.602202: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=rcu_preempt next_pid=8 next_prio=120
+     rcu_preempt-8     [001]    82.602213: sched_switch:          prev_comm=rcu_preempt prev_pid=8 prev_prio=120 prev_state=1 next_comm=swapper/1 next_pid=0 next_prio=120
+          <idle>-0     [001]    82.610194: sched_wakeup:          comm=rcu_preempt pid=8 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    82.610202: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=rcu_preempt next_pid=8 next_prio=120
+     rcu_preempt-8     [001]    82.610213: sched_switch:          prev_comm=rcu_preempt prev_pid=8 prev_prio=120 prev_state=1 next_comm=swapper/1 next_pid=0 next_prio=120
+          <idle>-0     [001]    82.618124: sched_wakeup:          comm=rcu_preempt pid=8 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    82.618136: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=rcu_preempt next_pid=8 next_prio=120
+     rcu_preempt-8     [001]    82.618145: sched_switch:          prev_comm=rcu_preempt prev_pid=8 prev_prio=120 prev_state=1 next_comm=swapper/1 next_pid=0 next_prio=120
+          <idle>-0     [001]    82.728878: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    82.728885: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [001]    82.728944: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=1
+            sshd-1639  [001]    82.728961: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [001]    82.728975: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=swapper/1 next_pid=0 next_prio=120
+          <idle>-0     [002]    82.729043: sched_wakeup:          comm=sh pid=1642 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    82.729050: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sh next_pid=1642 next_prio=120
+          <idle>-0     [001]    82.729145: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    82.729151: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [001]    82.729159: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=1
+   kworker/u12:1-46    [001]    82.729162: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=1
+   kworker/u12:1-46    [001]    82.729169: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [001]    82.729173: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [001]    82.729177: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=1
+            sshd-1639  [001]    82.729207: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=2 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [001]    82.729215: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=1
+   kworker/u12:0-5     [001]    82.729217: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=1
+   kworker/u12:0-5     [001]    82.729222: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [001]    82.729226: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=1
+   kworker/u12:1-46    [001]    82.729230: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [001]    82.729233: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [001]    82.729236: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=1
+            sshd-1639  [001]    82.729289: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=2 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [001]    82.729296: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=1
+   kworker/u12:0-5     [001]    82.729299: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [001]    82.729303: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=1
+            sshd-1639  [001]    82.729342: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=2 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [001]    82.729349: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=1
+   kworker/u12:0-5     [001]    82.729353: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=1
+   kworker/u12:0-5     [001]    82.729357: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [001]    82.729360: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [001]    82.729363: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=1
+            sshd-1639  [001]    82.729389: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=2 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [001]    82.729396: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=1
+   kworker/u12:1-46    [001]    82.729399: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=1
+   kworker/u12:1-46    [001]    82.729403: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [001]    82.729406: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [001]    82.729410: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=1
+            sshd-1639  [001]    82.729434: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=2 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [001]    82.729441: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=1
+   kworker/u12:0-5     [001]    82.729444: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [001]    82.729448: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=1
+            sshd-1639  [001]    82.729472: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=2 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [001]    82.729478: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=1
+   kworker/u12:0-5     [001]    82.729481: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [001]    82.729484: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=1
+            sshd-1639  [001]    82.729509: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=2 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [001]    82.729515: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=1
+   kworker/u12:0-5     [001]    82.729518: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [001]    82.729522: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=1
+            sshd-1639  [001]    82.729545: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=2 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [001]    82.729552: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=1
+   kworker/u12:0-5     [001]    82.729555: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=1
+   kworker/u12:0-5     [001]    82.729559: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [001]    82.729563: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=1
+   kworker/u12:1-46    [001]    82.729567: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [001]    82.729569: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [001]    82.729573: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=1
+            sshd-1639  [001]    82.729597: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=2 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [001]    82.729604: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=1
+   kworker/u12:0-5     [001]    82.729608: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=1
+   kworker/u12:0-5     [001]    82.729611: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [001]    82.729615: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=1
+   kworker/u12:1-46    [001]    82.729619: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [001]    82.729622: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [001]    82.729626: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=1
+            sshd-1639  [001]    82.729650: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=2 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [001]    82.729657: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=1
+   kworker/u12:0-5     [001]    82.729660: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=1
+   kworker/u12:0-5     [001]    82.729664: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [001]    82.729668: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=1
+   kworker/u12:1-46    [001]    82.729672: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [001]    82.729675: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [001]    82.729679: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=1
+            sshd-1639  [001]    82.729731: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=2 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [001]    82.729738: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=1
+   kworker/u12:0-5     [001]    82.729740: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=1
+   kworker/u12:0-5     [001]    82.729745: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [001]    82.729747: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [001]    82.729751: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=1
+            sshd-1639  [001]    82.729790: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=2 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [001]    82.729796: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=1
+   kworker/u12:1-46    [001]    82.729799: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [001]    82.729803: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=1
+            sshd-1639  [001]    82.729827: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=2 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [001]    82.729833: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=1
+   kworker/u12:1-46    [001]    82.729835: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=1
+   kworker/u12:1-46    [001]    82.729840: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [001]    82.729843: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [001]    82.729848: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=1
+            sshd-1639  [001]    82.729870: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=2 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [001]    82.729877: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=1
+              sh-1642  [002]    82.729879: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=1
+   kworker/u12:0-5     [001]    82.729884: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [001]    82.729894: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=1
+            sshd-1639  [001]    82.729912: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=2 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [001]    82.729919: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=1
+   kworker/u12:0-5     [001]    82.729922: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [001]    82.729927: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=1
+            sshd-1639  [001]    82.729949: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=2 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [001]    82.729955: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=1
+   kworker/u12:0-5     [001]    82.729958: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [001]    82.729962: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=1
+            sshd-1639  [001]    82.729986: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=2 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [001]    82.729992: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=1
+   kworker/u12:0-5     [001]    82.729995: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [001]    82.729998: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=1
+            sshd-1639  [001]    82.730022: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=2 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [001]    82.730029: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=1
+   kworker/u12:0-5     [001]    82.730032: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [001]    82.730035: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=1
+            sshd-1639  [001]    82.730104: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=2 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+          <idle>-0     [000]    82.730107: sched_wakeup:          comm=ksoftirqd/0 pid=7 prio=120 success=1 target_cpu=0
+   kworker/u12:0-5     [001]    82.730112: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=1
+   kworker/u12:0-5     [001]    82.730115: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+          <idle>-0     [000]    82.730118: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=ksoftirqd/0 next_pid=7 next_prio=120
+            sshd-1639  [001]    82.730121: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=1
+            sshd-1639  [001]    82.730160: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=2 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+     ksoftirqd/0-7     [000]    82.730160: sched_switch:          prev_comm=ksoftirqd/0 prev_pid=7 prev_prio=120 prev_state=1 next_comm=swapper/0 next_pid=0 next_prio=120
+   kworker/u12:0-5     [001]    82.730167: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=1
+   kworker/u12:0-5     [001]    82.730170: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [001]    82.730213: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=swapper/1 next_pid=0 next_prio=120
+          <idle>-0     [000]    82.730787: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sh next_pid=1717 next_prio=120
+              sh-1642  [002]    82.730840: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+              sh-1717  [000]    82.731572: print:                0xffff00000819ff24s: TRACE_MARKER_STOP
+              sh-1717  [000]    82.732723: sched_switch:          prev_comm=sh prev_pid=1717 prev_prio=120 prev_state=64 next_comm=swapper/0 next_pid=0 next_prio=120
+          <idle>-0     [002]    82.732824: sched_wakeup:          comm=sh pid=1642 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    82.732835: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sh next_pid=1642 next_prio=120
+          <idle>-0     [001]    82.733059: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    82.733066: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [001]    82.733080: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=1
+   kworker/u12:0-5     [001]    82.733086: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [001]    82.733093: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=1
+              sh-1642  [002]    82.733111: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+            sshd-1639  [001]    82.733152: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=2 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [001]    82.733159: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=1
+   kworker/u12:0-5     [001]    82.733162: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [001]    82.733260: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=swapper/1 next_pid=0 next_prio=120
+          <idle>-0     [001]    82.734151: sched_wakeup:          comm=rcu_preempt pid=8 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    82.734158: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=rcu_preempt next_pid=8 next_prio=120
+     rcu_preempt-8     [001]    82.734168: sched_switch:          prev_comm=rcu_preempt prev_pid=8 prev_prio=120 prev_state=1 next_comm=swapper/1 next_pid=0 next_prio=120
+          <idle>-0     [001]    82.742127: sched_wakeup:          comm=rcu_preempt pid=8 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    82.742139: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=rcu_preempt next_pid=8 next_prio=120
+     rcu_preempt-8     [001]    82.742151: sched_switch:          prev_comm=rcu_preempt prev_pid=8 prev_prio=120 prev_state=1 next_comm=swapper/1 next_pid=0 next_prio=120
+          <idle>-0     [001]    82.750166: sched_wakeup:          comm=rcu_preempt pid=8 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    82.750186: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=rcu_preempt next_pid=8 next_prio=120
+     rcu_preempt-8     [001]    82.750201: sched_switch:          prev_comm=rcu_preempt prev_pid=8 prev_prio=120 prev_state=1 next_comm=swapper/1 next_pid=0 next_prio=120
+          <idle>-0     [000]    82.750236: sched_wakeup:          comm=rcu_preempt pid=8 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    82.750244: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=rcu_preempt next_pid=8 next_prio=120
+     rcu_preempt-8     [000]    82.750258: sched_switch:          prev_comm=rcu_preempt prev_pid=8 prev_prio=120 prev_state=1 next_comm=swapper/0 next_pid=0 next_prio=120
+          <idle>-0     [000]    82.758121: sched_wakeup:          comm=rcu_preempt pid=8 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    82.758128: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=rcu_preempt next_pid=8 next_prio=120
+     rcu_preempt-8     [000]    82.758147: sched_switch:          prev_comm=rcu_preempt prev_pid=8 prev_prio=120 prev_state=1 next_comm=swapper/0 next_pid=0 next_prio=120
+          <idle>-0     [000]    82.766121: sched_wakeup:          comm=rcu_preempt pid=8 prio=120 success=1 target_cpu=0
+          <idle>-0     [000]    82.766127: sched_switch:          prev_comm=swapper/0 prev_pid=0 prev_prio=120 prev_state=0 next_comm=rcu_preempt next_pid=8 next_prio=120
+     rcu_preempt-8     [000]    82.766140: sched_switch:          prev_comm=rcu_preempt prev_pid=8 prev_prio=120 prev_state=1 next_comm=swapper/0 next_pid=0 next_prio=120
+          <idle>-0     [001]    82.885102: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    82.885115: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [001]    82.885214: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=1
+            sshd-1639  [001]    82.885235: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [001]    82.885257: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=swapper/1 next_pid=0 next_prio=120
+          <idle>-0     [002]    82.885448: sched_wakeup:          comm=sh pid=1642 prio=120 success=1 target_cpu=2
+          <idle>-0     [002]    82.885460: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sh next_pid=1642 next_prio=120
+          <idle>-0     [001]    82.885586: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=1
+          <idle>-0     [001]    82.885594: sched_switch:          prev_comm=swapper/1 prev_pid=0 prev_prio=120 prev_state=0 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [001]    82.885604: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=1
+   kworker/u12:0-5     [001]    82.885611: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=1
+   kworker/u12:0-5     [001]    82.885618: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [001]    82.885624: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=1
+   kworker/u12:1-46    [001]    82.885629: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [001]    82.885633: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=1
+   kworker/u12:0-5     [001]    82.885637: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [001]    82.885640: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [001]    82.885644: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=1
+            sshd-1639  [001]    82.885706: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=2 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [001]    82.885714: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=1
+   kworker/u12:1-46    [001]    82.885716: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=1
+   kworker/u12:1-46    [001]    82.885721: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [001]    82.885725: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=1
+   kworker/u12:0-5     [001]    82.885728: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [001]    82.885731: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [001]    82.885735: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=1
+            sshd-1639  [001]    82.885802: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=2 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [001]    82.885809: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=1
+   kworker/u12:1-46    [001]    82.885811: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=1
+   kworker/u12:1-46    [001]    82.885816: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [001]    82.885820: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=1
+   kworker/u12:0-5     [001]    82.885824: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [001]    82.885827: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [001]    82.885830: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=1
+            sshd-1639  [001]    82.885872: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=2 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [001]    82.885879: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=1
+   kworker/u12:1-46    [001]    82.885882: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [001]    82.885885: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=1
+            sshd-1639  [001]    82.885910: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=2 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [001]    82.885917: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=1
+   kworker/u12:1-46    [001]    82.885920: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [001]    82.885923: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=1
+            sshd-1639  [001]    82.885948: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=2 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [001]    82.885954: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=1
+   kworker/u12:1-46    [001]    82.885957: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [001]    82.885961: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=1
+            sshd-1639  [001]    82.885993: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=2 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [001]    82.885999: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=1
+   kworker/u12:1-46    [001]    82.886003: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=1
+   kworker/u12:1-46    [001]    82.886007: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [001]    82.886011: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=1
+   kworker/u12:0-5     [001]    82.886015: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [001]    82.886017: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [001]    82.886022: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=1
+            sshd-1639  [001]    82.886058: sched_wakeup:          comm=kworker/1:0 pid=18 prio=120 success=1 target_cpu=1
+              sh-1642  [002]    82.886058: sched_wakeup:          comm=kworker/2:1 pid=479 prio=120 success=1 target_cpu=2
+              sh-1642  [002]    82.886066: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=4096 next_comm=kworker/2:1 next_pid=479 next_prio=120
+            sshd-1639  [001]    82.886073: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=2 next_comm=kworker/1:0 next_pid=18 next_prio=120
+     kworker/2:1-479   [002]    82.886079: sched_switch:          prev_comm=kworker/2:1 prev_pid=479 prev_prio=120 prev_state=1 next_comm=sh next_pid=1642 next_prio=120
+     kworker/1:0-18    [001]    82.886083: sched_switch:          prev_comm=kworker/1:0 prev_pid=18 prev_prio=120 prev_state=1 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [001]    82.886089: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=1
+   kworker/u12:1-46    [001]    82.886092: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [001]    82.886097: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=1
+            sshd-1639  [001]    82.886121: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=2 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [001]    82.886128: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=1
+   kworker/u12:1-46    [001]    82.886130: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=1
+   kworker/u12:1-46    [001]    82.886135: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [001]    82.886138: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [001]    82.886142: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=1
+            sshd-1639  [001]    82.886166: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=2 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [001]    82.886173: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=1
+   kworker/u12:0-5     [001]    82.886175: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=1
+   kworker/u12:0-5     [001]    82.886179: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [001]    82.886182: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [001]    82.886185: sched_wakeup:          comm=kworker/u12:1 pid=46 prio=120 success=1 target_cpu=1
+            sshd-1639  [001]    82.886247: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=2 next_comm=kworker/u12:1 next_pid=46 next_prio=120
+   kworker/u12:1-46    [001]    82.886255: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=1
+   kworker/u12:1-46    [001]    82.886258: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=1
+   kworker/u12:1-46    [001]    82.886263: sched_switch:          prev_comm=kworker/u12:1 prev_pid=46 prev_prio=120 prev_state=1 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [001]    82.886265: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [001]    82.886269: sched_wakeup:          comm=kworker/u12:0 pid=5 prio=120 success=1 target_cpu=1
+            sshd-1639  [001]    82.886307: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=2 next_comm=kworker/u12:0 next_pid=5 next_prio=120
+   kworker/u12:0-5     [001]    82.886315: sched_wakeup:          comm=sshd pid=1639 prio=120 success=1 target_cpu=1
+   kworker/u12:0-5     [001]    82.886318: sched_switch:          prev_comm=kworker/u12:0 prev_pid=5 prev_prio=120 prev_state=1 next_comm=sshd next_pid=1639 next_prio=120
+            sshd-1639  [001]    82.886360: sched_switch:          prev_comm=sshd prev_pid=1639 prev_prio=120 prev_state=1 next_comm=swapper/1 next_pid=0 next_prio=120
+          <idle>-0     [003]    82.887035: sched_switch:          prev_comm=swapper/3 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sh next_pid=1718 next_prio=120
+              sh-1642  [002]    82.887118: sched_switch:          prev_comm=sh prev_pid=1642 prev_prio=120 prev_state=1 next_comm=swapper/2 next_pid=0 next_prio=120
+              sh-1718  [003]    82.887877: sched_wakeup:          comm=migration/3 pid=28 prio=0 success=1 target_cpu=3
+              sh-1718  [003]    82.887885: sched_switch:          prev_comm=sh prev_pid=1718 prev_prio=120 prev_state=4096 next_comm=migration/3 next_pid=28 next_prio=0
+     migration/3-28    [003]    82.887912: sched_switch:          prev_comm=migration/3 prev_pid=28 prev_prio=0 prev_state=1 next_comm=swapper/3 next_pid=0 next_prio=120
+          <idle>-0     [002]    82.888010: sched_switch:          prev_comm=swapper/2 prev_pid=0 prev_prio=120 prev_state=0 next_comm=sh next_pid=1718 next_prio=120
diff --git a/tools/analysis/android_gfx.py b/tools/analysis/android_gfx.py
new file mode 100644
index 0000000..3116d96
--- /dev/null
+++ b/tools/analysis/android_gfx.py
@@ -0,0 +1,39 @@
+#!/usr/bin/env python
+#    Copyright 2017 ARM Limited, Google and contributors
+#
+# Licensed under the Apache License, Version 2.0 (the "License");
+# you may not use this file except in compliance with the License.
+# You may obtain a copy of the License at
+#
+#     http://www.apache.org/licenses/LICENSE-2.0
+#
+# Unless required by applicable law or agreed to in writing, software
+# distributed under the License is distributed on an "AS IS" BASIS,
+# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
+# See the License for the specific language governing permissions and
+# limitations under the License.
+#
+
+import os
+import pandas as pd
+from time import sleep
+from devlib.exception import TargetError
+from analysis_tool import AnalysisTool
+
+class AndroidGfx(AnalysisTool):
+
+    def __init__(self):
+        super(AndroidGfx, self).__init__()
+
+    def get_frame_drops(self, df):
+        if not 'func' in df.columns:
+            return 0
+        return len(df[(df.func == 'FrameMissed') & (df.data == '1')])
+
+    def run_analysis(self):
+        df = self.trace.data_frame.trace_event('tracing_mark_write')
+        print {'frame_drops': self.get_frame_drops(df)}
+
+# Run the analysis and provide results
+if __name__ == "__main__":
+    AndroidGfx().run_main()
diff --git a/tools/analysis/run_binder_throughput_analysis.py b/tools/analysis/run_binder_throughput_analysis.py
new file mode 100644
index 0000000..5d8fef3
--- /dev/null
+++ b/tools/analysis/run_binder_throughput_analysis.py
@@ -0,0 +1,163 @@
+#!/usr/bin/env python
+# SPDX-License-Identifier: Apache-2.0
+#
+# Copyright (C) 2017, ARM Limited, Google, and contributors.
+#
+# Licensed under the Apache License, Version 2.0 (the "License"); you may
+# not use this file except in compliance with the License.
+# You may obtain a copy of the License at
+#
+# http://www.apache.org/licenses/LICENSE-2.0
+#
+# Unless required by applicable law or agreed to in writing, software
+# distributed under the License is distributed on an "AS IS" BASIS, WITHOUT
+# WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
+# See the License for the specific language governing permissions and
+# limitations under the License.
+#
+
+from trace import Trace
+
+import trappy
+import numpy as np
+import matplotlib.pyplot as plt
+import pandas as pd
+
+import re
+import argparse
+
+class BinderThroughputAnalysis:
+    """
+    For deserializing and plotting results obtained from binderThroughputTest
+    """
+
+    def __init__(self, index):
+        self.latency = []
+        self.throughput = []
+        self.labels = []
+        self.index = index
+
+    def add_data(self, label, latency, throughput):
+        """
+        Append the latency and throughput measurements of one kernel
+        image to the global dataframe.
+
+        :param label: identifier of the kernel image this data is collected from
+        :type label: string
+
+        :param latency: latency measurements of a series of experiments
+        :type latency: list of floats
+
+        :param throughput: throughput measurements of a series of experiments
+        :type throughput: list of floats
+        """
+        self.latency.append(latency)
+        self.throughput.append(throughput)
+        self.labels.append(label)
+
+    def _dfg_latency_df(self):
+        np_latency = np.array(self.latency)
+        data = np.transpose(np_latency.reshape(
+            len(self.labels), len(self.latency[0])))
+        return pd.DataFrame(data, columns=self.labels, index=self.index)
+
+    def _dfg_throughput_df(self):
+        np_throughput = np.array(self.throughput)
+        data = np.transpose(np_throughput.reshape(
+            len(self.labels),len(self.throughput[0])))
+        return pd.DataFrame(data, columns=self.labels, index=self.index)
+
+    def write_to_file(self, path):
+        """
+        Write the result dataframe of combining multiple kernel images to file.
+        Example dataframe:
+              kernel1_cs_4096  kernel2_cs_4096
+        1           35.7657         35.3081
+        2           37.3145         35.7540
+        3           39.4055         39.0940
+        4           44.4658         40.3857
+        5           55.9990         51.6852
+
+        :param path: the file to write the result dataframe to
+        :type path: string
+        """
+        with open(path, 'w') as f:
+            f.write(self._dfg_latency_df().to_string())
+            f.write('\n\n')
+            f.write(self._dfg_throughput_df().to_string())
+            f.write('\n\n')
+
+    def _plot(self, xlabel, ylabel):
+        plt.xlabel(xlabel)
+        plt.ylabel(ylabel)
+        ax = plt.gca()
+        ax.set_ylim(ymin=0)
+        plt.show()
+
+    def plot_latency(self, xlabel, ylabel):
+        self._dfg_latency_df().plot(rot=0)
+        self._plot(xlabel, ylabel)
+
+    def plot_throughput(self, xlabel, ylabel):
+        self._dfg_throughput_df().plot(rot=0)
+        self._plot(xlabel, ylabel)
+
+def deserialize(stream):
+    """
+    Convert stdout from running binderThroughputTest into a list
+    of [avg_latency, iters] pair.
+    """
+    result = {}
+    lines = stream.split("\n")
+    for l in lines:
+        if "average" in l:
+            latencies = re.findall("\d+\.\d+|\d+", l)
+            result["avg_latency"] = float(latencies[0])*1000
+        if "iterations" in l:
+            result["iters"] = float(l.split()[-1])
+    return result
+
+parser = argparse.ArgumentParser(
+        description="Visualize latency and throughput across"
+    "kernel images given binderThroughputTest output.")
+
+parser.add_argument("--test", "-t", type=str,
+                    choices=["cs", "payload"],
+                    default="cs",
+                    help="cs: vary number of cs_pairs while control payload.\n"
+                    "payload: vary payload size, control number of cs_pairs.")
+
+parser.add_argument("--paths", "-p", type=str, nargs='+',
+                    help="Paths to files to read test output from.")
+
+parser.add_argument("--out_file", "-o", type=str,
+                    help="Out file to save dataframes.")
+
+parser.add_argument("--cs_pairs", type=int, nargs='?',
+                    default=[1,2,3,4,5],
+                    help="Vary client-server pairs as index.")
+
+parser.add_argument("--payloads", type=int, nargs='?',
+                    default=[0, 4096, 4096*2, 4096*4, 4096*8],
+                    help="Vary payloads as index.")
+
+if __name__ == "__main__":
+    args = parser.parse_args()
+
+    if args.test == "cs":
+        analysis = BinderThroughputAnalysis(args.cs_pairs)
+    else:
+        analysis = BinderThroughputAnalysis(args.payloads)
+
+    for path in args.paths:
+        with open(path, 'r') as f:
+            results = f.read().split("\n\n")[:-1]
+            results = list(map(deserialize, results))
+
+            latency = [r["avg_latency"] for r in results]
+            throughput = [r["iters"] for r in results]
+            analysis.add_data(path.split('/')[-1], latency, throughput)
+
+    analysis.write_to_file(args.out_file)
+    analysis.plot_latency(args.test, "latency (microseconds")
+    analysis.plot_throughput(args.test, "iterations/sec")
diff --git a/tools/analysis/run_binder_transaction_analysis.py b/tools/analysis/run_binder_transaction_analysis.py
new file mode 100644
index 0000000..5bafe66
--- /dev/null
+++ b/tools/analysis/run_binder_transaction_analysis.py
@@ -0,0 +1,115 @@
+#!/usr/bin/env python
+# SPDX-License-Identifier: Apache-2.0
+#
+# Copyright (C) 2017, ARM Limited, Google, and contributors.
+#
+# Licensed under the Apache License, Version 2.0 (the "License"); you may
+# not use this file except in compliance with the License.
+# You may obtain a copy of the License at
+#
+# http://www.apache.org/licenses/LICENSE-2.0
+#
+# Unless required by applicable law or agreed to in writing, software
+# distributed under the License is distributed on an "AS IS" BASIS, WITHOUT
+# WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
+# See the License for the specific language governing permissions and
+# limitations under the License.
+#
+
+import os
+import json
+import argparse
+from trace import Trace
+
+def run_queue_analysis(trace, threshold):
+    """
+    Plot the queuing delay distribution and
+    severely delayed tasks.
+
+    :param trace: input Trace object
+    :type trace: :mod:`libs.utils.Trace`
+
+    :param threshold: plot transactions taken longer than threshold
+    :type threshold: int
+    """
+    df = trace.data_frame.queue_df()
+    trace.analysis.binder_transaction.plot_samples(df, "delta_t",
+                                                   "transaction samples",
+                                                   "wait time (microseconds)")
+    trace.analysis.binder_transaction.plot_tasks(df, threshold, "__comm_x",
+                                                 "delta_t", "tasks",
+                                                 "wait time (microseconds)")
+    return df
+
+def run_buffer_analysis(trace, threshold):
+    """
+    Plot the buffer size distribution and big transactions.
+
+    :param trace: input Trace object
+    :type trace: :mod:`libs.utils.Trace`
+
+    :param threshold: plot buffers larger than threshold
+    :type threshold: int
+    """
+    df = trace.data_frame.alloc_df()
+    trace.analysis.binder_transaction.plot_samples(df, "size",
+                                                   "sample trace points",
+                                                   "buffersize (bytes)")
+    trace.analysis.binder_transaction.plot_tasks(df, threshold,
+                                                 "__pid_x", "size",
+                                                 "proc_id",
+                                                 "buffersize (bytes)")
+    return df
+
+def run_alloc_analysis(trace, threshold):
+    """
+    Plot the runtime of buffer allocator.
+
+    :param trace: input Trace object
+    :type trace: :mod:`libs.utils.Trace`
+
+    :param threshold: plot allocations took less than threshold
+    :type threshold: int
+    """
+    df = trace.data_frame.alloc_df()
+    trace.analysis.binder_transaction.plot_samples(df, "delta_t",
+                                                   "transaction samples",
+                                                   "alloc time (microseconds)",
+                                                   ymax=threshold)
+    return df
+
+parser = argparse.ArgumentParser(
+        description="Plot transaction data and write dataframe to a csv file.")
+parser.add_argument("--res_dir","-d", type=str,
+                    help="Directory that contains trace.html.")
+parser.add_argument("--analysis_type", "-t", type=str,
+                    choices=["queue", "buffer", "alloc"],
+                    help="Analysis type. Available options: 'queue'"
+                    "(target queue wait time), 'buffer' (binder buffer size)"
+                    "and 'alloc' (allocation time).")
+parser.add_argument("--threshold", "-th", type=int,
+                    help="Threshold above which a task or buffer will be"
+                    "captured or below which an allocation will be captured"
+                    "(microseconds for queuing delay and allocation time,"
+                    "bytes for buffer size).")
+
+if __name__ == "__main__":
+    args = parser.parse_args()
+
+    platform_file = os.path.join(args.res_dir, "platform.json")
+    with open(platform_file, 'r') as fh:
+        platform = json.load(fh)
+    trace_file = os.path.join(args.res_dir, "trace.html")
+    events = ["binder_transaction",
+              "binder_transaction_received",
+              "binder_transaction_alloc_buf"]
+    trace = Trace(platform, trace_file, events)
+
+    if args.analysis_type == "queue":
+        df = run_queue_analysis(trace, args.threshold)
+    elif args.analysis_type == "buffer":
+        df = run_buffer_analysis(trace, args.threshold)
+    else:
+        df = run_alloc_analysis(trace, args.threshold)
+
+    df.to_csv(os.path.join(args.res_dir, "analysis_df.csv"))
diff --git a/tools/analysis/runnable.py b/tools/analysis/runnable.py
index 9d4780d..4590091 100755
--- a/tools/analysis/runnable.py
+++ b/tools/analysis/runnable.py
@@ -1,4 +1,20 @@
 #!/usr/bin/env python
+# SPDX-License-Identifier: Apache-2.0
+#
+# Copyright (C) 2017, ARM Limited, Google, and contributors.
+#
+# Licensed under the Apache License, Version 2.0 (the "License"); you may
+# not use this file except in compliance with the License.
+# You may obtain a copy of the License at
+#
+# http://www.apache.org/licenses/LICENSE-2.0
+#
+# Unless required by applicable law or agreed to in writing, software
+# distributed under the License is distributed on an "AS IS" BASIS, WITHOUT
+# WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
+# See the License for the specific language governing permissions and
+# limitations under the License.
+#
 
 from collections import namedtuple
 import trappy
diff --git a/tools/analysis/runtime.py b/tools/analysis/runtime.py
index 99e8068..933b6cd 100755
--- a/tools/analysis/runtime.py
+++ b/tools/analysis/runtime.py
@@ -1,4 +1,20 @@
 #!/usr/bin/env python
+# SPDX-License-Identifier: Apache-2.0
+#
+# Copyright (C) 2017, ARM Limited, Google, and contributors.
+#
+# Licensed under the Apache License, Version 2.0 (the "License"); you may
+# not use this file except in compliance with the License.
+# You may obtain a copy of the License at
+#
+# http://www.apache.org/licenses/LICENSE-2.0
+#
+# Unless required by applicable law or agreed to in writing, software
+# distributed under the License is distributed on an "AS IS" BASIS, WITHOUT
+# WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
+# See the License for the specific language governing permissions and
+# limitations under the License.
+#
 
 from time import gmtime, strftime
 from collections import namedtuple
diff --git a/tools/arm64/README.taskset b/tools/arm64/README.taskset
new file mode 100644
index 0000000..617e36b
--- /dev/null
+++ b/tools/arm64/README.taskset
@@ -0,0 +1,11 @@
+taskset built from:
+https://github.com/ARM-software/third-party-source bcc5f35d03c70e67860ddbcc0b737f69d53979d7
+util-linux/20160115_util-linux_v2.52.2.tar.xz
+
+Configured with:
+export CC=aarch64-linux-gnu-gcc
+./autogen.sh
+./configure --host=aarch64-linux-gnu --disable-shared --without-ncurses --prefix=/data/third-party-source/util-linux/ --enable-static-programs=taskset
+
+Built with:
+make LDFLAGS="--static" taskset
diff --git a/tools/arm64/README.trace-cmd b/tools/arm64/README.trace-cmd
new file mode 100644
index 0000000..60bd836
--- /dev/null
+++ b/tools/arm64/README.trace-cmd
@@ -0,0 +1,8 @@
+trace-cmd built from:
+
+https://github.com/ARM-software/third-party-source bcc5f35d03c70e67860ddbcc0b737f69d53979d7
+trace-cmd/20160115_trace-cmd_v2.4.tar.xz
+
+Built with:
+export CC=aarch64-linux-gnu-gcc
+make LDFLAGS="--static" trace-cmd
diff --git a/tools/arm64/taskset b/tools/arm64/taskset
index 347ec16..aa13892 100755
--- a/tools/arm64/taskset
+++ b/tools/arm64/taskset
diff --git a/tools/arm64/trace-cmd b/tools/arm64/trace-cmd
index 57e0c38..a939626 100755
--- a/tools/arm64/trace-cmd
+++ b/tools/arm64/trace-cmd
diff --git a/tools/plots.py b/tools/plots.py
index d73813e..077f8fd 100755
--- a/tools/plots.py
+++ b/tools/plots.py
@@ -142,14 +142,14 @@ def plotdir(run_dir, platform):
         logging.info('No performance data found')
 
     # Load Trace Analysis modules
-    trace = Trace(platform, run_dir, tasks)
+    trace = Trace(platform, run_dir)
 
     # Define time ranges for all the temporal plots
     trace.setXTimeRange(args.tmin, args.tmax)
 
     # Tasks plots
     if 'tasks' in args.plots:
-        trace.analysis.tasks.plotTasks()
+        trace.analysis.tasks.plotTasks(tasks)
         if pa:
             for task in tasks:
                 pa.plotPerf(task)
diff --git a/tools/scripts/compare_janbench.py b/tools/scripts/compare_janbench.py
new file mode 100755
index 0000000..61718ad
--- /dev/null
+++ b/tools/scripts/compare_janbench.py
@@ -0,0 +1,106 @@
+#!/usr/bin/env python
+# SPDX-License-Identifier: Apache-2.0
+#
+# Copyright (C) 2017, ARM Limited, Google, and contributors.
+#
+# Licensed under the Apache License, Version 2.0 (the "License"); you may
+# not use this file except in compliance with the License.
+# You may obtain a copy of the License at
+#
+# http://www.apache.org/licenses/LICENSE-2.0
+#
+# Unless required by applicable law or agreed to in writing, software
+# distributed under the License is distributed on an "AS IS" BASIS, WITHOUT
+# WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
+# See the License for the specific language governing permissions and
+# limitations under the License.
+#
+
+import os
+import pandas as pd
+import sqlite3
+import argparse
+import shutil
+
+# Run a comparison experiment between 2 Jankbench result directories
+# containing multiple subtests. This makes it easy to compare results
+# between 2 jankbench runs.
+#
+# Sample run:
+# ./compare_jankbench.py --baseline='./results/Jankbench_baseline'
+# --compare-with='./results/Jankbench_kernelchange'
+#
+# The output will be something like (only showing 25% and 50%):
+#                       25% compare  25%_diff     50%_compare 50%_diff
+#  test_name
+#  image_list_view       2.11249      0.0178108    5.7952  0.0242445
+#  list_view             2.02227      -3.65839     5.74957  -0.095421
+#  shadow_grid           6.00877      -0.000898    6.23746 -0.0057695
+#  high_hitrate_text     5.81625      0.0264913    6.03504  0.0017795
+#
+# (Note that baseline_df is only used for calculations.
+
+JANKBENCH_DB_NAME = 'BenchmarkResults'
+
+def get_results(out_dir):
+    """
+    Extract data from results db and return as a pandas dataframe
+
+    :param out_dir: Output directory for a run of the Jankbench workload
+    :type out_dir: str
+    """
+    path = os.path.join(out_dir, JANKBENCH_DB_NAME)
+    columns = ['_id', 'name', 'run_id', 'iteration', 'total_duration', 'jank_frame']
+    data = []
+    conn = sqlite3.connect(path)
+    for row in conn.execute('SELECT {} FROM ui_results'.format(','.join(columns))):
+        data.append(row)
+    return pd.DataFrame(data, columns=columns)
+
+def build_stats_df(test_outdir):
+    """
+    Build a .describe() df with statistics
+    """
+    stats_dfs = []
+    for t in tests:
+        test_dir = os.path.join(test_outdir, t)
+        res_df = get_results(test_dir).describe(percentiles=[0.25,0.5,0.75,0.9,0.95,0.99])
+        stats_df = res_df['total_duration']
+        stats_df['test_name'] = t
+        stats_dfs.append(stats_df)
+    fdf = pd.concat(stats_dfs, axis = 1).T
+    fdf.set_index('test_name', inplace=True)
+    return fdf
+
+
+parser = argparse.ArgumentParser(description='Jankbench comparisons')
+
+parser.add_argument('--baseline', dest='baseline', action='store', default='default',
+                    required=True, help='baseline out directory')
+
+parser.add_argument('--compare-with', dest='compare_with', action='store', default='default',
+                    required=True, help='out directory to compare with baseline')
+
+args = parser.parse_args()
+
+# Get list of Jankbench tests available
+tests = os.listdir(args.baseline)
+tests = [t for t in tests if os.path.isdir(os.path.join(args.baseline, t))]
+
+# Build a baseline df (experiment baseline - say without kernel change)
+#  compare df (experiment with change)
+#  diff (difference in stats between compare and baseline)
+
+baseline_df = build_stats_df(args.baseline)
+compare_df = build_stats_df(args.compare_with)
+diff = compare_df - baseline_df
+
+diff.columns = [str(col) + '_diff' for col in diff.columns]
+baseline_df.columns = [str(col) + '_baseline' for col in baseline_df.columns]
+compare_df.columns  = [str(col) + '_compare' for col in compare_df.columns]
+
+final_df = pd.concat([compare_df, diff], axis=1)
+final_df = final_df.reindex_axis(sorted(final_df.columns), axis=1)
+
+# Print the results
+print final_df
diff --git a/tools/scripts/framestats_analysis.py b/tools/scripts/framestats_analysis.py
new file mode 100644
index 0000000..10522f6
--- /dev/null
+++ b/tools/scripts/framestats_analysis.py
@@ -0,0 +1,140 @@
+#!/usr/bin/env python
+# SPDX-License-Identifier: Apache-2.0
+#
+# Copyright (C) 2017, ARM Limited, Google, and contributors.
+#
+# Licensed under the Apache License, Version 2.0 (the "License"); you may
+# not use this file except in compliance with the License.
+# You may obtain a copy of the License at
+#
+# http://www.apache.org/licenses/LICENSE-2.0
+#
+# Unless required by applicable law or agreed to in writing, software
+# distributed under the License is distributed on an "AS IS" BASIS, WITHOUT
+# WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
+# See the License for the specific language governing permissions and
+# limitations under the License.
+#
+#
+# Analysis of framestats deltas between 2+ runs
+# This analysis outputs potential regressions when comparing
+# a baseline folder output of microbenchmarks like UiBench with
+# a test folder with similar stats.  The base and test folders
+# can contain the output of one or more runs of run_uibench.py or
+# similar script.
+
+# For example:
+# python framestats_analysis.py --baseline_dir=/usr/local/google/home/andresoportus/b/master2/external/lisa/results/UiBench_walleye_em_baseline_b/ --results_dir=/usr/local/google/home/andresoportus/b/master2/external/lisa/results/UiBench_walleye_em_first/ --threshold_ave 0.322
+# No handlers could be found for logger "EnergyModel"
+# Potential regression in:
+#                  avg-frame-time-50                avg-frame-time-90                avg-frame-time-95                avg-frame-time-99
+# UiBenchJankTests#testTrivialAnimation
+# all base         [ 5.  5.  5.  5.  5.  5.  5.]    [ 5.  5.  5.  5.  5.  5.  5.]    [ 5.  5.  5.  5.  5.  5.  5.]    [ 5.   5.2  5.1  5.2  5.9  5.2  5.2]
+# all test         [ 5.  5.  5.  5.  5.  5.]        [ 5.  5.  5.  5.  5.  5.]        [ 5.  5.  5.  5.  5.  5.]        [ 5.4  6.   5.3  5.8  6.   5.1]
+# ave base         [ 5.]                            [ 5.]                            [ 5.]                            [ 5.25714286]
+# ave test         [ 5.]                            [ 5.]                            [ 5.]                            [ 5.6]
+# avg delta        [ 0.]                            [ 0.]                            [ 0.]                            [ 0.34285714]
+
+import os
+import sys
+import argparse
+import numpy as np
+import pandas as pd
+from collections import OrderedDict
+from android.workloads.uibench import UiBench
+
+averages = ['avg-frame-time-50', 'avg-frame-time-90',
+            'avg-frame-time-95', 'avg-frame-time-99']
+stats_file = 'framestats.txt'
+
+"""
+Parses a directory to find stats
+
+:param stats_dir: path to stats dir
+:type stats_dir: str
+
+:param stats_file: name of stats file
+:type stats_file: str
+"""
+def parse_stats_dir(stats_dir, stats_file):
+    df = {}
+    run_name = os.path.basename(os.path.normpath(stats_dir))
+    for root, dirs, files in os.walk(stats_dir):
+        if stats_file in files:
+            test_name = os.path.basename(os.path.normpath(root))
+            if test_name not in df:
+                df[test_name] = pd.DataFrame()
+            df[test_name] = df[test_name].append(UiBench.get_results(root))
+    return df
+
+"""
+Prints a header line
+
+:param df: pandas dataframe to extract columns names from
+:type df: pd.DataFrame
+"""
+def print_header(df):
+    sys.stdout.write('{:16}'.format(''))
+    for c in df.columns:
+        sys.stdout.write(' {:32}'.format(str(c)))
+    sys.stdout.write('\n')
+
+"""
+Prints a pandas DataFrame as a row
+
+:param df: pandas dataframe to extract values from
+:type df: pd.DataFrame
+"""
+def print_as_row(name, df):
+    sys.stdout.write('{:16}'.format(name))
+    for c in df.columns:
+        sys.stdout.write(' {:32}'.format(str(df[c].values)))
+    sys.stdout.write('\n')
+
+def main():
+    header_printed = False
+    pd.set_option('precision', 2)
+    base = parse_stats_dir(args.baseline_dir, stats_file)
+    test = parse_stats_dir(args.results_dir, stats_file)
+    for name in base:
+        try:
+            # DataFrame created from the Series output of mean() needs to
+            # be transposed to make averages be columns again
+            ave_base = pd.DataFrame(base[name][averages].mean()).T
+            ave_test = pd.DataFrame(test[name][averages].mean()).T
+            if args.verbose or \
+               ((ave_test - ave_base) > args.threshold_ave).iloc[0].any():
+                if not header_printed:
+                    if not args.verbose:
+                        print "Potential regression in:"
+                    print_header(base[name][averages])
+                    header_printed = True
+                print name
+                print_as_row('all base', base[name][averages])
+                print_as_row('all test', test[name][averages])
+                print_as_row('ave base', ave_base)
+                print_as_row('ave test', ave_test)
+                print_as_row('avg delta', ave_test - ave_base)
+        except KeyError:
+            sys.stdout.write('\n')
+    if not header_printed:
+        print "No regression found"
+
+if __name__ == "__main__":
+    parser = argparse.ArgumentParser(
+        description="Framestats analysis")
+
+    parser.add_argument("--results_dir", "-d", type=str,
+                        default=os.path.join(os.environ["LISA_HOME"],
+                                             "results/UiBench_default"),
+                        help="The test directory to read from. (default \
+                        LISA_HOME/restuls/UiBench_deafult)")
+    parser.add_argument("--baseline_dir", "-b", type=str, required=True,
+                        help="The directory that provides baseline test to \
+                        compare against")
+    parser.add_argument("--threshold_ave", "-t", type=float, default=0.99,
+                        help="Amount to filter noise in average values")
+    parser.add_argument("--verbose", "-v", action='store_true',
+                        help="Verbose output")
+    args = parser.parse_args()
+    main()
diff --git a/tools/scripts/power/cpu_frequency_power_average.py b/tools/scripts/power/cpu_frequency_power_average.py
new file mode 100755
index 0000000..3d0a612
--- /dev/null
+++ b/tools/scripts/power/cpu_frequency_power_average.py
@@ -0,0 +1,270 @@
+#!/usr/bin/env python
+# SPDX-License-Identifier: Apache-2.0
+#
+# Copyright (C) 2017, ARM Limited, Google, and contributors.
+#
+# Licensed under the Apache License, Version 2.0 (the "License"); you may
+# not use this file except in compliance with the License.
+# You may obtain a copy of the License at
+#
+# http://www.apache.org/licenses/LICENSE-2.0
+#
+# Unless required by applicable law or agreed to in writing, software
+# distributed under the License is distributed on an "AS IS" BASIS, WITHOUT
+# WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
+# See the License for the specific language governing permissions and
+# limitations under the License.
+#
+
+from __future__ import division
+import os
+import re
+import json
+import glob
+import argparse
+import pandas as pd
+import numpy as np
+
+from power_average import PowerAverage
+
+# This script computes the cluster power cost and cpu power costs at each
+# frequency for each cluster. The output can be used in power models or power
+# profiles.
+
+def average(values):
+    return sum(values) / len(values)
+
+class SampleReader:
+    def __init__(self, results_dir, column):
+        self.results_dir = results_dir
+        self.column = column
+
+    def get(self, filename):
+        files = glob.glob(os.path.join(self.results_dir, filename))
+        if len(files) != 1:
+            raise ValueError('Multiple files match pattern')
+        return PowerAverage.get(files[0], self.column)
+
+class Cpu:
+    def __init__(self, platform_file, sample_reader):
+        self.platform_file = platform_file
+        self.sample_reader = sample_reader
+        # This is the additional cost when any cluster is on. It is seperate from
+        # the cluster cost because it is not duplicated when a second cluster
+        # turns on.
+        self.active_cost = -1.0
+
+        # Read in the cluster and frequency information from the plaform.json
+        with open(platform_file, 'r') as f:
+            platform = json.load(f)
+        self.clusters = {i : Cluster(self.sample_reader, i, platform["clusters"][i],
+                platform["freqs"][i]) for i in sorted(platform["clusters"])}
+
+        if len(self.clusters) != 2:
+            raise ValueError('Only cpus with 2 clusters are supported')
+
+        self.compute_costs()
+
+    def compute_costs(self):
+        # Compute initial core costs by freq. These are necessary for computing the
+        # cluster and active costs. However, since the cluster and active costs are computed
+        # using averages across all cores and frequencies, we will need to adjust the
+        # core cost at the end.
+        #
+        # For example: The total cpu cost of core 0 on cluster 0 running at
+        # a given frequency is 25. We initally compute the core cost as 10.
+        # However the active and cluster averages end up as 9 and 3. 10 + 9 + 3 is
+        # 22 not 25. We can adjust the core cost 13 to cover this error.
+        for cluster in self.clusters:
+            self.clusters[cluster].compute_initial_core_costs()
+
+        # Compute the cluster costs
+        cluster0 = self.clusters.values()[0]
+        cluster1 = self.clusters.values()[1]
+        cluster0.compute_cluster_cost(cluster1)
+        cluster1.compute_cluster_cost(cluster0)
+
+        # Compute the active cost as an average of computed active costs by cluster
+        self.active_cost = average([self.clusters[cluster].compute_active_cost() for cluster in self.clusters])
+
+        # Compute final core costs. This will help correct for any errors introduced
+        # by the averaging of the cluster and active costs.
+        for cluster in self.clusters:
+            self.clusters[cluster].compute_final_core_costs(self.active_cost)
+
+    def get_clusters(self):
+        with open(self.platform_file, 'r') as f:
+            platform = json.load(f)
+        return platform["clusters"]
+
+    def get_active_cost(self):
+        return self.active_cost
+
+    def get_cluster_cost(self, cluster):
+        return self.clusters[cluster].get_cluster_cost()
+
+    def get_cores(self, cluster):
+        return self.clusters[cluster].get_cores()
+
+    def get_core_freqs(self, cluster):
+        return self.clusters[cluster].get_freqs()
+
+    def get_core_cost(self, cluster, freq):
+        return self.clusters[cluster].get_core_cost(freq)
+
+    def dump(self):
+        print 'Active cost: {}'.format(self.active_cost)
+        for cluster in self.clusters:
+            self.clusters[cluster].dump()
+
+class Cluster:
+    def __init__(self, sample_reader, handle, cores, freqs):
+        self.sample_reader = sample_reader
+        self.handle = handle
+        self.cores = cores
+        self.cluster_cost = -1.0
+        self.core_costs = {freq:-1.0 for freq in freqs}
+
+    def compute_initial_core_costs(self):
+        # For every frequency, freq
+        for freq, _ in self.core_costs.iteritems():
+            total_costs = []
+            core_costs = []
+
+            # Store the total cost for turning on 1 to len(cores) on the
+            # cluster at freq
+            for cnt in range(1, len(self.cores)+1):
+                total_costs.append(self.get_sample_avg(cnt, freq))
+
+            # Compute the additional power cost of turning on another core at freq.
+            for i in range(len(total_costs)-1):
+                core_costs.append(total_costs[i+1] - total_costs[i])
+
+            # The initial core cost is the average of the additional power to add
+            # a core at freq
+            self.core_costs[freq] = average(core_costs)
+
+    def compute_final_core_costs(self, active_cost):
+        # For every frequency, freq
+        for freq, _ in self.core_costs.iteritems():
+            total_costs = []
+            core_costs = []
+
+            # Store the total cost for turning on 1 to len(cores) on the
+            # cluster at freq
+            for core_cnt in range(1, len(self.cores)+1):
+                total_costs.append(self.get_sample_avg(core_cnt, freq))
+
+            # Recompute the core cost as the sample average minus the cluster and
+            # active costs divided by the number of cores on. This will help
+            # correct for any error introduced by averaging the cluster and
+            # active costs.
+            for i, total_cost in enumerate(total_costs):
+                core_cnt = i + 1
+                core_costs.append((total_cost - self.cluster_cost - active_cost) / (core_cnt))
+
+            # The final core cost is the average of the core costs at freq
+            self.core_costs[freq] = average(core_costs)
+
+    def compute_cluster_cost(self, other_cluster=None):
+        # Create a template for the file name. For each frequency we will be able
+        # to easily substitute it into the file name.
+        template = '{}_samples.csv'.format('_'.join(sorted(
+                ['cluster{}-cores?-freq{{}}'.format(self.handle),
+                'cluster{}-cores?-freq{}'.format(other_cluster.get_handle(),
+                other_cluster.get_min_freq())])))
+
+        # Get the cost of running a single cpu at min frequency on the other cluster
+        cluster_costs = []
+        other_cluster_total_cost = other_cluster.get_sample_avg(1, other_cluster.get_min_freq())
+
+        # For every frequency
+        for freq, core_cost in self.core_costs.iteritems():
+            # Get the cost of running a single core on this cluster at freq and
+            # a single core on the other cluster at min frequency
+            total_cost = self.sample_reader.get(template.format(freq))
+            # Get the cluster cost by subtracting all the other costs from the
+            # total cost so that the only cost that remains is the cluster cost
+            # of this cluster
+            cluster_costs.append(total_cost - core_cost - other_cluster_total_cost)
+
+        # Return the average calculated cluster cost
+        self.cluster_cost = average(cluster_costs)
+
+    def compute_active_cost(self):
+        active_costs = []
+
+        # For every frequency
+        for freq, core_cost in self.core_costs.iteritems():
+            # For every core
+            for i, core in enumerate(self.cores):
+                core_cnt = i + 1
+                # Subtract the core and cluster costs from each total cost.
+                # The remaining cost is the active cost
+                active_costs.append(self.get_sample_avg(core_cnt, freq)
+                        - core_cost*core_cnt - self.cluster_cost)
+
+        # Return the average active cost
+        return average(active_costs)
+
+    def get_handle(self):
+        return self.handle
+
+    def get_min_freq(self):
+        return min(self.core_costs, key=self.core_costs.get)
+
+    def get_sample_avg(self, core_cnt, freq):
+        core_str = ''.join('{}-'.format(self.cores[i]) for i in range(core_cnt))
+        filename = 'cluster{}-cores{}freq{}_samples.csv'.format(self.handle, core_str, freq)
+        return self.sample_reader.get(filename)
+
+    def get_cluster_cost(self):
+        return self.cluster_cost
+
+    def get_cores(self):
+        return self.cores
+
+    def get_freqs(self):
+        return self.core_costs.keys()
+
+    def get_core_cost(self, freq):
+        return self.core_costs[freq]
+
+    def dump(self):
+        print 'Cluster {} cost: {}'.format(self.handle, self.cluster_cost)
+        for freq in sorted(self.core_costs):
+            print '\tfreq {} cost: {}'.format(freq, self.core_costs[freq])
+
+class CpuFrequencyPowerAverage:
+    @staticmethod
+    def get(results_dir, platform_file, column):
+        sample_reader = SampleReader(results_dir, column)
+        cpu = Cpu(platform_file, sample_reader)
+        return cpu
+
+
+parser = argparse.ArgumentParser(
+        description="Get the cluster cost and cpu cost per frequency. Optionally"
+                    " specify a time interval over which to calculate the sample.")
+
+parser.add_argument("--column", "-c", type=str, required=True,
+                    help="The name of the column in the samples.csv's that"
+                    " contain the power values to average.")
+
+parser.add_argument("--results_dir", "-d", type=str,
+                    default=os.path.join(os.environ["LISA_HOME"],
+                    "results/CpuFrequency_default"),
+                    help="The results directory to read from. (default"
+                    " LISA_HOME/results/CpuFrequency_default)")
+
+parser.add_argument("--platform_file", "-p", type=str,
+                    default=os.path.join(os.environ["LISA_HOME"],
+                    "results/CpuFrequency/platform.json"),
+                    help="The results directory to read from. (default"
+                    " LISA_HOME/results/CpuFrequency/platform.json)")
+
+if __name__ == "__main__":
+    args = parser.parse_args()
+
+    cpu = CpuFrequencyPowerAverage.get(args.results_dir, args.platform_file, args.column)
+    cpu.dump()
diff --git a/tools/scripts/power/generate_power_profile.py b/tools/scripts/power/generate_power_profile.py
new file mode 100755
index 0000000..24632c0
--- /dev/null
+++ b/tools/scripts/power/generate_power_profile.py
@@ -0,0 +1,406 @@
+#!/usr/bin/env python
+# SPDX-License-Identifier: Apache-2.0
+#
+# Copyright (C) 2017, ARM Limited, Google, and contributors.
+#
+# Licensed under the Apache License, Version 2.0 (the "License"); you may
+# not use this file except in compliance with the License.
+# You may obtain a copy of the License at
+#
+# http://www.apache.org/licenses/LICENSE-2.0
+#
+# Unless required by applicable law or agreed to in writing, software
+# distributed under the License is distributed on an "AS IS" BASIS, WITHOUT
+# WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
+# See the License for the specific language governing permissions and
+# limitations under the License.
+#
+
+from __future__ import division
+import os
+import json
+from lxml import etree
+
+from power_average import PowerAverage
+from cpu_frequency_power_average import CpuFrequencyPowerAverage
+
+
+class PowerProfile:
+    def __init__(self):
+        self.xml = etree.Element('device', name='Android')
+
+    default_comments = {
+        'none' : 'Nothing',
+
+        'battery.capacity' : 'This is the battery capacity in mAh',
+
+        'cpu.suspend' : 'Power consumption when CPU is suspended',
+        'cpu.idle' : 'Additional power consumption when CPU is in a kernel'
+                ' idle loop',
+        'cpu.clusters.cores' : 'Number of cores each CPU cluster contains',
+
+        'screen.on' : 'Additional power used when screen is turned on at'
+                ' minimum brightness',
+        'screen.full' : 'Additional power used when screen is at maximum'
+                ' brightness, compared to screen at minimum brightness',
+
+        'camera.flashlight' : 'Average power used by the camera flash module'
+                ' when on.',
+        'camera.avg' : 'Average power use by the camera subsystem for a typical'
+                ' camera application.',
+
+        'gps.on' : 'Additional power used when GPS is acquiring a signal.',
+
+        'bluetooth.controller.idle' : 'Average current draw (mA) of the'
+                ' Bluetooth controller when idle.',
+        'bluetooth.controller.rx' : 'Average current draw (mA) of the Bluetooth'
+                ' controller when receiving.',
+        'bluetooth.controller.tx' : 'Average current draw (mA) of the Bluetooth'
+                ' controller when transmitting.',
+        'bluetooth.controller.voltage' : 'Average operating voltage (mV) of the'
+                ' Bluetooth controller.',
+
+        'modem.controller.idle' : 'Average current draw (mA) of the modem'
+                ' controller when idle.',
+        'modem.controller.rx' : 'Average current draw (mA) of the modem'
+                ' controller when receiving.',
+        'modem.controller.tx' : 'Average current draw (mA) of the modem'
+                ' controller when transmitting.',
+        'modem.controller.voltage' : 'Average operating voltage (mV) of the'
+                ' modem controller.',
+
+        'wifi.controller.idle' : 'Average current draw (mA) of the Wi-Fi'
+                ' controller when idle.',
+        'wifi.controller.rx' : 'Average current draw (mA) of the Wi-Fi'
+                ' controller when receiving.',
+        'wifi.controller.tx' : 'Average current draw (mA) of the Wi-Fi'
+                ' controller when transmitting.',
+        'wifi.controller.voltage' : 'Average operating voltage (mV) of the'
+                ' Wi-Fi controller.',
+    }
+
+    def _add_comment(self, item, name, comment):
+        if (not comment) and (name in PowerProfile.default_comments):
+            comment = PowerProfile.default_comments[name]
+        if comment:
+            self.xml.append(etree.Comment(comment))
+
+    def add_item(self, name, value, comment=None):
+        if self.get_item(name) is not None:
+            raise RuntimeWarning('{} already added. Skipping.'.format(name))
+            return
+
+        item = etree.Element('item', name=name)
+        item.text = str(value)
+        self._add_comment(self.xml, name, comment)
+        self.xml.append(item)
+
+    def get_item(self, name):
+        items = self.xml.findall(".//*[@name='{}']".format(name))
+        if len(items) == 0:
+            return None
+        return float(items[0].text)
+
+    def add_array(self, name, values, comment=None, subcomments=None):
+        array = etree.Element('array', name=name)
+        for i, value in enumerate(values):
+            entry = etree.Element('value')
+            entry.text = str(value)
+            if subcomments:
+                array.append(etree.Comment(subcomments[i]))
+            array.append(entry)
+
+        self._add_comment(self.xml, name, comment)
+        self.xml.append(array)
+
+    def __str__(self):
+        return etree.tostring(self.xml, pretty_print=True)
+
+class PowerProfileGenerator:
+
+    def __init__(self, emeter, datasheet):
+        self.emeter = emeter
+        self.datasheet = datasheet
+        self.power_profile = PowerProfile()
+        self.cpu = None
+
+    def get(self):
+        self._compute_measurements()
+        self._import_datasheet()
+
+        return self.power_profile
+
+    def _run_experiment(self, filename, duration, out_prefix, args=''):
+        os.system('python {} --duration {} --out_prefix {} {} '.format(
+                os.path.join(os.environ['LISA_HOME'], 'experiments', filename),
+                duration, out_prefix, args))
+
+    def _power_average(self, results_dir, start=None, remove_outliers=False):
+        column = self.emeter['power_column']
+        sample_rate_hz = self.emeter['sample_rate_hz']
+
+        return PowerAverage.get(os.path.join(os.environ['LISA_HOME'], 'results',
+                results_dir, 'samples.csv'), column, sample_rate_hz,
+                start=start, remove_outliers=remove_outliers) * 1000
+
+    def _cpu_freq_power_average(self):
+        duration = 120
+
+        self._run_experiment(os.path.join('power', 'eas',
+                'run_cpu_frequency.py'), duration, 'cpu_freq')
+        self.cpu= CpuFrequencyPowerAverage.get(
+                os.path.join(os.environ['LISA_HOME'], 'results',
+                'CpuFrequency_cpu_freq'), os.path.join(os.environ['LISA_HOME'],
+                'results', 'CpuFrequency', 'platform.json'),
+                self.emeter['power_column'])
+
+    def _remove_cpu_suspend(self, power):
+        cpu_suspend_power = self.power_profile.get_item('cpu.suspend')
+        if cpu_suspend_power is None:
+            self._measure_cpu_suspend()
+            cpu_suspend_power = self.power_profile.get_item('cpu.suspend')
+
+        return power - cpu_suspend_power
+
+    def _remove_cpu_power(self, power, duration, results_dir):
+        if self.cpu is None:
+            self._cpu_freq_power_average()
+
+        cfile = os.path.join(os.environ['LISA_HOME'], 'results', results_dir,
+                'time_in_state.json')
+        with open(cfile, 'r') as f:
+            time_in_state_json = json.load(f)
+
+        energy = 0.0
+        for cl in sorted(time_in_state_json['clusters']):
+            time_in_state_cpus = set(int(c) for c in time_in_state_json['clusters'][cl])
+
+            for cluster in self.cpu.get_clusters():
+                if time_in_state_cpus == set(self.cpu.get_cores(cluster)):
+                    cpu_cnt = len(self.cpu.get_cores(cluster))
+
+                    for freq, time_cs in time_in_state_json['time_delta'][cl].iteritems():
+                        time_s = time_cs * 0.01
+                        energy += time_s * self.cpu.get_core_cost(cluster, int(freq))
+
+                    # TODO remove cpu cluster cost and addtional base cost
+                    # This will require a kernel patch to keep track of cluster
+                    # time
+
+        return power - energy / duration * 1000
+
+    def _remove_screen_full(self, power, duration, image):
+        out_prefix = image.split('.')[0]
+        results_dir = 'DisplayImage_{}'.format(out_prefix)
+
+        self._run_experiment('run_display_image.py', duration, out_prefix,
+                args='--collect=energy,time_in_state --brightness 100 --image={}'.format(image))
+        display_plus_cpu_power = self._power_average(results_dir)
+
+        display_power = self._remove_cpu_power(display_plus_cpu_power,
+                duration, results_dir)
+
+        return power - display_power
+
+    def _measure_cpu_suspend(self):
+        duration = 120
+
+        self._run_experiment('run_suspend_resume.py', duration, 'cpu_suspend',
+                args='--collect energy')
+        power = self._power_average('SuspendResume_cpu_suspend',
+                start=duration*0.25, remove_outliers=True)
+
+        self.power_profile.add_item('cpu.suspend', power)
+
+    def _measure_cpu_idle(self):
+        duration = 120
+
+        self._run_experiment('run_idle_resume.py', duration, 'cpu_idle',
+                args='--collect energy')
+        power = self._power_average('IdleResume_cpu_idle', start=duration*0.25,
+                remove_outliers=True)
+
+        power = self._remove_cpu_suspend(power)
+
+        self.power_profile.add_item('cpu.idle', power)
+
+    def _measure_screen_on(self):
+        duration = 120
+        results_dir = 'DisplayImage_screen_on'
+
+        self._run_experiment('run_display_image.py', duration, 'screen_on',
+                args='--collect=energy,time_in_state --brightness 0')
+        power = self._power_average(results_dir)
+
+        power = self._remove_cpu_power(power, duration, results_dir)
+
+        self.power_profile.add_item('screen.on', power)
+
+    def _measure_screen_full(self):
+        duration = 120
+        results_dir = 'DisplayImage_screen_full'
+
+        self._run_experiment('run_display_image.py', duration, 'screen_full',
+                args='--collect=energy,time_in_state --brightness 100')
+        power = self._power_average(results_dir)
+
+        power = self._remove_cpu_power(power, duration, results_dir)
+
+        self.power_profile.add_item('screen.full', power)
+
+    def _measure_cpu_cluster_cores(self):
+        if self.cpu is None:
+            self._cpu_freq_power_average()
+
+        self.power_profile.add_array('cpu.clusters.cores', self.cpu.get_clusters())
+
+    def _measure_cpu_active_power(self):
+        if self.cpu is None:
+            self._cpu_freq_power_average()
+
+        comment = 'Additional power used when any cpu core is turned on'\
+                ' in any cluster. Does not include the power used by the cpu'\
+                ' cluster(s) or core(s).'
+        self.power_profile.add_item('cpu.active', self.cpu.get_active_cost()*1000,
+                comment)
+
+    def _measure_cpu_cluster_power(self):
+        if self.cpu is None:
+            self._cpu_freq_power_average()
+
+        clusters = self.cpu.get_clusters()
+
+        for cluster in clusters:
+            cluster_power = self.cpu.get_cluster_cost(cluster)
+
+            comment = 'Additional power used when any cpu core is turned on'\
+                    ' in cluster{}. Does not include the power used by the cpu'\
+                    ' core(s).'.format(cluster)
+            self.power_profile.add_item('cpu.cluster_power.cluster{}'.format(cluster),
+                    cluster_power*1000, comment)
+
+    def _measure_cpu_core_speeds(self):
+        if self.cpu is None:
+            self._cpu_freq_power_average()
+
+        clusters = self.cpu.get_clusters()
+
+        for cluster in clusters:
+            core_speeds = self.cpu.get_core_freqs(cluster)
+
+            comment = 'Different CPU speeds as reported in /sys/devices/system/'\
+                    'cpu/cpuX/cpufreq/scaling_available_frequencies'
+            self.power_profile.add_array('cpu.core_speeds.cluster{}'.format(cluster),
+                    core_speeds, comment)
+
+    def _measure_cpu_core_power(self):
+        if self.cpu is None:
+            self._cpu_freq_power_average()
+
+        clusters = self.cpu.get_clusters()
+
+        for cluster in clusters:
+            core_speeds = self.cpu.get_core_freqs(cluster)
+
+            core_powers = [ self.cpu.get_core_cost(cluster, core_speed)*1000 for core_speed in core_speeds ]
+            comment = 'Additional power used by a CPU from cluster {} when'\
+                    ' running at different speeds. Currently this measurement'\
+                    ' also includes cluster cost.'.format(cluster)
+            subcomments = [ '{} MHz CPU speed'.format(core_speed*0.001) for core_speed in core_speeds ]
+
+            self.power_profile.add_array('cpu.core_power.cluster{}'.format(cluster),
+                    core_powers, comment, subcomments)
+
+    def _measure_camera_flashlight(self):
+        duration = 120
+        results_dir = 'CameraFlashlight_camera_flashlight'
+
+        self._run_experiment(os.path.join('power', 'profile',
+                'run_camera_flashlight.py'), duration, 'camera_flashlight',
+                args='--collect=energy,time_in_state')
+        power = self._power_average(results_dir)
+
+        power = self._remove_screen_full(power, duration,
+                'power_profile_camera_flashlight.png')
+        power = self._remove_cpu_power(power, duration, results_dir)
+
+        self.power_profile.add_item('camera.flashlight', power)
+
+    def _measure_camera_avg(self):
+        duration = 120
+        results_dir = 'CameraAvg_camera_avg'
+
+        self._run_experiment(os.path.join('power', 'profile',
+                'run_camera_avg.py'), duration, 'camera_avg',
+                args='--collect=energy,time_in_state')
+        power = self._power_average(results_dir)
+
+        power = self._remove_screen_full(power, duration,
+                'power_profile_camera_avg.png')
+        power = self._remove_cpu_power(power, duration, results_dir)
+
+        self.power_profile.add_item('camera.avg', power)
+
+    def _measure_gps_on(self):
+        duration = 120
+        results_dir = 'GpsOn_gps_on'
+
+        self._run_experiment(os.path.join('power', 'profile', 'run_gps_on.py'),
+                duration, 'gps_on', args='--collect=energy,time_in_state')
+        power = self._power_average(results_dir)
+
+        power = self._remove_screen_full(power, duration,
+                'power_profile_gps_on.png')
+        power = self._remove_cpu_power(power, duration, results_dir)
+
+        self.power_profile.add_item('gps.on', power)
+
+    def _compute_measurements(self):
+        #self._measure_cpu_suspend()
+        #self._measure_cpu_idle()
+        self._measure_cpu_cluster_cores()
+        self._measure_cpu_active_power()
+        self._measure_cpu_cluster_power()
+        self._measure_cpu_core_speeds()
+        self._measure_cpu_core_power()
+        self._measure_screen_on()
+        self._measure_screen_full()
+        self._measure_camera_flashlight()
+        self._measure_camera_avg()
+        self._measure_gps_on()
+
+    def _import_datasheet(self):
+        for item in sorted(self.datasheet.keys()):
+            self.power_profile.add_item(item, self.datasheet[item])
+
+my_emeter = {
+    'power_column'      : 'output_power',
+    'sample_rate_hz'    : 500,
+}
+
+my_datasheet = {
+
+# Add datasheet values in the following format:
+#
+#    'none'  : 0,
+#
+#    'battery.capacity'  : 0,
+#
+#    'bluetooth.controller.idle'     : 0,
+#    'bluetooth.controller.rx'       : 0,
+#    'bluetooth.controller.tx'       : 0,
+#    'bluetooth.controller.voltage'  : 0,
+#
+#    'modem.controller.idle'     : 0,
+#    'modem.controller.rx'       : 0,
+#    'modem.controller.tx'       : 0,
+#    'modem.controller.voltage'  : 0,
+#
+#    'wifi.controller.idle'      : 0,
+#    'wifi.controller.rx'        : 0,
+#    'wifi.controller.tx'        : 0,
+#    'wifi.controller.voltage'   : 0,
+}
+
+power_profile_generator = PowerProfileGenerator(my_emeter, my_datasheet)
+print power_profile_generator.get()
diff --git a/tools/scripts/power/power_average.py b/tools/scripts/power/power_average.py
new file mode 100755
index 0000000..d91de9b
--- /dev/null
+++ b/tools/scripts/power/power_average.py
@@ -0,0 +1,109 @@
+#!/usr/bin/env python
+# SPDX-License-Identifier: Apache-2.0
+#
+# Copyright (C) 2017, ARM Limited, Google, and contributors.
+#
+# Licensed under the Apache License, Version 2.0 (the "License"); you may
+# not use this file except in compliance with the License.
+# You may obtain a copy of the License at
+#
+# http://www.apache.org/licenses/LICENSE-2.0
+#
+# Unless required by applicable law or agreed to in writing, software
+# distributed under the License is distributed on an "AS IS" BASIS, WITHOUT
+# WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
+# See the License for the specific language governing permissions and
+# limitations under the License.
+#
+
+import os
+import argparse
+import pandas as pd
+import numpy as np
+
+from bart.common.Utils import area_under_curve
+
+# Get averages from a sample csv file for a certain time interval.
+# This can be used to find the power averages during a time interval of
+# interest. For example, when trying to compute the power average during
+# suspend, the first portion of the samples collected should be ignored.
+
+class PowerAverage:
+    @staticmethod
+    def get(path, column=None, sample_rate_hz=None, start=None, end=None,
+            remove_outliers=False):
+
+        # Read csv into dataframe
+        with open(path) as f:
+            df = pd.read_csv(f)
+
+        if start or end:
+            # The rate is needed to calculate the time interval
+            if not sample_rate_hz:
+                raise RuntimeError('start and/or end cannot be requested without'
+                        ' the sample_rate_hz')
+
+            # Change dataframe index from sample index to sample time
+            sample_period = 1. / sample_rate_hz
+            df.index = np.linspace(0, sample_period * len(df), num=len(df))
+
+            # Drop all samples after the end index
+            if end:
+                end_idx = np.abs(df.index - end).argmin()
+                df.drop(df.index[end_idx:], inplace=True)
+
+            # Drop all samples before the start index
+            if start:
+                start_idx = np.abs(df.index - start).argmin()
+                df.drop(df.index[:start_idx], inplace=True)
+
+        if remove_outliers:
+            if not column:
+                raise RuntimeError('remove_outliers cannot be requested without'
+                        ' a column')
+            # Remove the bottom 10% and upper 10% of the data
+            percentile = np.percentile(df[column], [10, 90])
+            df = df[(df[column] > percentile[0]) & (df[column] < percentile[1])]
+
+        # If no samples remain, throw error
+        if df.empty:
+            raise RuntimeError('No energy data collected')
+
+        # If a column is specified, only return that column's average
+        if column:
+            return df[column].mean()
+
+        # Else return the average of each column in the dataframe
+        return [ df[column].mean() for column in df ]
+
+
+parser = argparse.ArgumentParser(
+        description="Get the averages from a sample.csv. Optionally specify a"
+                    " time interval over which to calculate the sample. If"
+                    " start or end is set, sample_rate_hz must also be set")
+
+parser.add_argument("--path", "-p", type=str, required=True,
+                    help="Path to file to read samples from.")
+
+parser.add_argument("--column", "-c", type=str, default=None,
+                    help="The name of a sample.csv column. When supplied,"
+                    " only this column will be averaged.")
+
+parser.add_argument("--sample_rate_hz", "-r", type=int, default=None,
+                    help="The sample rate in hz of the given file.")
+
+parser.add_argument("--start", "-s", type=float, default=None,
+                    help="The start of the interval.")
+
+parser.add_argument("--end", "-e", type=float, default=None,
+                    help="The end of the interval.")
+
+parser.add_argument("--remove_outliers", "-o", type=bool, default=False,
+                    help="Remove the outliers from a column."
+                    " The column argument must also be specified. (default False)")
+
+if __name__ == "__main__":
+    args = parser.parse_args()
+
+    print PowerAverage.get(args.path, args.column, args.sample_rate_hz,
+            args.start, args.end, args.remove_outliers)
diff --git a/tools/scripts/py2ipynb.py b/tools/scripts/py2ipynb.py
index 2496c29..1dc9e93 100755
--- a/tools/scripts/py2ipynb.py
+++ b/tools/scripts/py2ipynb.py
@@ -1,4 +1,20 @@
 #!/usr/bin/env python
+# SPDX-License-Identifier: Apache-2.0
+#
+# Copyright (C) 2017, ARM Limited, Google, and contributors.
+#
+# Licensed under the Apache License, Version 2.0 (the "License"); you may
+# not use this file except in compliance with the License.
+# You may obtain a copy of the License at
+#
+# http://www.apache.org/licenses/LICENSE-2.0
+#
+# Unless required by applicable law or agreed to in writing, software
+# distributed under the License is distributed on an "AS IS" BASIS, WITHOUT
+# WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
+# See the License for the specific language governing permissions and
+# limitations under the License.
+#
 
 import argparse
 from IPython.nbformat import v3, v4
diff --git a/tools/workload-automation b/tools/workload-automation
new file mode 160000
+Subproject 12edabf753d81fb18fbcade7bae6b76ec3e075e
diff --git a/youtube_EAS12_schedutil_iowaitboost_off_bigsoff.ipynb b/youtube_EAS12_schedutil_iowaitboost_off_bigsoff.ipynb
new file mode 100644
index 0000000..4fffe14
--- /dev/null
+++ b/youtube_EAS12_schedutil_iowaitboost_off_bigsoff.ipynb
@@ -0,0 +1,230 @@
+{
+ "cells": [
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "run_control": {
+     "frozen": false,
+     "read_only": false
+    }
+   },
+   "source": [
+    "# YouTube energy comparison for turning off iowait boost\n",
+    "\n",
+    "Test: Run YouTube video for 30 seconds, and collect energy 15 times (total test time 7.5 minutes)\n",
+    "Wifi was turned off and video played back with youtube red"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 25,
+   "metadata": {
+    "collapsed": false,
+    "run_control": {
+     "frozen": false,
+     "marked": false,
+     "read_only": false
+    }
+   },
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Populating the interactive namespace from numpy and matplotlib\n"
+     ]
+    }
+   ],
+   "source": [
+    "%pylab inline\n",
+    "\n",
+    "import pandas as pd\n",
+    "import sqlite3\n",
+    "import matplotlib.cm as cm\n",
+    "import os, json\n",
+    "from collections import namedtuple\n",
+    "\n",
+    "# Provide the root path where your test folders are stored\n",
+    "results_dir = '/home/joelaf/repo/lisa/results/wifi-off/'\n",
+    "\n",
+    "# Provide the names of the results folders you want compared\n",
+    "all_test_dirs = [\n",
+    "                 \"yt_schedutil_energy_1.2_30s_run1\",\n",
+    "                 \"yt_schedutil_energy_1.2_30s_noiowaitboost_run2\",\n",
+    "                 \"yt_schedutil_energy_1.2_bigsoff\"\n",
+    "                ]"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "collapsed": true,
+    "run_control": {
+     "frozen": false,
+     "read_only": false
+    }
+   },
+   "source": [
+    "# Plot histograms of energy consumed for tests"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 30,
+   "metadata": {
+    "collapsed": false,
+    "run_control": {
+     "frozen": false,
+     "read_only": false
+    },
+    "scrolled": false
+   },
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "       schedutil_energy_1.2_30s_run1\n",
+      "count                      15.000000\n",
+      "mean                        8.042533\n",
+      "std                         0.039394\n",
+      "min                         7.966584\n",
+      "25%                         8.014455\n",
+      "50%                         8.051294\n",
+      "75%                         8.058296\n",
+      "max                         8.110917\n",
+      "       schedutil_energy_1.2_30s_noiowaitboost_run2\n",
+      "count                                    15.000000\n",
+      "mean                                      7.948377\n",
+      "std                                       0.039497\n",
+      "min                                       7.897061\n",
+      "25%                                       7.910292\n",
+      "50%                                       7.957902\n",
+      "75%                                       7.977662\n",
+      "max                                       8.005220\n",
+      "       schedutil_energy_1.2_bigsoff\n",
+      "count                     15.000000\n",
+      "mean                       7.580664\n",
+      "std                        0.037787\n",
+      "min                        7.532140\n",
+      "25%                        7.547024\n",
+      "50%                        7.573458\n",
+      "75%                        7.611389\n",
+      "max                        7.641877\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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VksXA1sAtQ/MPAf65Ot8AdkjymIZ1StrMVNWMbrsffdaMl5WkDTVlsKqqm4EPAjcCtwLr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\nIgsQAAAAAElFTkSuQmCC\n",
+      "text/plain": [
+       "<matplotlib.figure.Figure at 0x7f38d8630d50>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "data": {
+      "image/png": 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vd9ttt/zTP/3TAlT0r2b6PbsAAACwEIRdAACAGVtqz0raGmb9MxF2AQAAZmjZsmW57rrr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\nrkJggg==\n",
+      "text/plain": [
+       "<matplotlib.figure.Figure at 0x7f38d882ffd0>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "data": {
+      "image/png": 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NB1eSJEmSJEmD0W8IPjfJJ4Gtk/wFcCnwqcGVJUmSJEnS2Ov37tAfTnIQcC/w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\nq6DI/dG6r/0AAAAASUVORK5CYII=\n",
+      "text/plain": [
+       "<matplotlib.figure.Figure at 0x7f38d8c11fd0>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "data": {
+      "image/png": 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+      "text/plain": [
+       "<matplotlib.figure.Figure at 0x7f38d81b07d0>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "# Plot a box plot\n",
+    "fig, axes = plt.subplots()\n",
+    "df_all = []\n",
+    "for test in all_test_dirs:\n",
+    "    test_dir = results_dir + \"/\" + test\n",
+    "    with open(test_dir + \"/energy_all_runs.json\") as f:\n",
+    "        samples = json.load(f)['energy_samples']\n",
+    "    df = pd.DataFrame(samples, columns=[test[3:]])\n",
+    "    print df.describe()\n",
+    "    df_all.append(df)\n",
+    "\n",
+    "df_box = pd.concat(df_all, axis=1)\n",
+    "axes = df_box.plot.box(figsize=(10, 6), ax=axes, ylim=(7.4,8.2), title=\"Box plot comparing energy samples\")\n",
+    "\n",
+    "# Plot a histogram of energy values collected\n",
+    "def plot_energy(test):\n",
+    "    test_dir = results_dir + \"/\" + test\n",
+    "    with open(test_dir + \"/energy_all_runs.json\") as f:\n",
+    "        samples = json.load(f)['energy_samples']\n",
+    "    df = pd.DataFrame(samples, columns=['energy'])\n",
+    "    fig, axes = plt.subplots()\n",
+    "    # print axes\n",
+    "    df.plot(kind='hist', bins=32, xlim=(6,10), title=test, figsize=(16,5), ax=axes)\n",
+    "\n",
+    "for t in all_test_dirs:\n",
+    "    plot_energy(t)\n"
+   ]
+  }
+ ],
+ "metadata": {
+  "hide_input": false,
+  "kernelspec": {
+   "display_name": "Python 2",
+   "language": "python",
+   "name": "python2"
+  },
+  "language_info": {
+   "codemirror_mode": {
+    "name": "ipython",
+    "version": 2
+   },
+   "file_extension": ".py",
+   "mimetype": "text/x-python",
+   "name": "python",
+   "nbconvert_exporter": "python",
+   "pygments_lexer": "ipython2",
+   "version": "2.7.13"
+  },
+  "toc": {
+   "colors": {
+    "hover_highlight": "#DAA520",
+    "running_highlight": "#FF0000",
+    "selected_highlight": "#FFD700"
+   },
+   "moveMenuLeft": true,
+   "nav_menu": {
+    "height": "189px",
+    "width": "252px"
+   },
+   "navigate_menu": true,
+   "number_sections": true,
+   "sideBar": true,
+   "threshold": 4,
+   "toc_cell": false,
+   "toc_number_sections": true,
+   "toc_section_display": "block",
+   "toc_threshold": 6,
+   "toc_window_display": false
+  }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 1
+}