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diff --git a/Documentation/User Manual/3-simulation-models/PTO.md b/Documentation/User Manual/3-simulation-models/PTO.md
index 64a4c0b3be9a631a9a1b13e1429c833767714b12..755033f69852d88baf2d60315d0ac4d0416c4a51 100644
--- a/Documentation/User Manual/3-simulation-models/PTO.md	
+++ b/Documentation/User Manual/3-simulation-models/PTO.md	
@@ -32,7 +32,7 @@ The idling losses are a function of speed as determined by the DIN 30752-1 proce
 
 A specific PTO cycle (time-based, engine speed and torque from PTO consumer as determined by the DIN 30752-1 procedure) is simulated during vehicle stops labelled as "with PTO activation". The execution of the driving cycle stops during this time and the pto cycle is executed. Afterwards the normal driving cycle continues.
 
-Power consumption in the PTO transmission part added to power demand from the PTO cycle. The cycle is configurable in the [Vehicle Editor](#vehicle-editor) and follows the file format described in [PTO-Cycle](#pto-cycle).
+Power consumption in the PTO transmission part added to power demand from the PTO cycle. The cycle is configurable in the [Vehicle Editor](#vehicle-editor) and follows the file format described in [PTO-Cycle](#pto-cycle). The timings in the PTO cycle get shifted to start at 0.
 
 
 ### Behavior During PTO Driving Cycles
@@ -44,8 +44,8 @@ The following image shows the behavior of running PTO cycles during a normal dri
 
 ![](pics/pto-behavior.png)
 
-(#) The normal driving cycle is run.
+(#) Normal driving behavior.
 (#) The first half of the stop phase begins, the vehicle stops and the engine speed goes down to idle speed (if there is enough time).
-(#) The pto cycle begins with the last engine speed of the stop phase, and goes up to the engine speed of the first entry in the pto cycle.
-(#) After the pto cycle ends, the second half of the stop phase begins and the engine speed again gets lower (until idle speed if enough time passes).
-(#) After the stop phase the normal driving cycle kicks in again and is executed normally. The vehicle drives off again.
+(#) The PTO cycle continues from the last engine speed in stop phase and sets it to the engine speed of the first entry in the PTO cycle.
+(#) After the PTO cycle ends, the second half of the stop phase begins and the engine speed again goes to idle speed (if enough time passes).
+(#) After the stop phase the normal driving behavior starts again - the vehicle drives off.
diff --git a/Documentation/User Manual/5-input-and-output-files/VPTOC.md b/Documentation/User Manual/5-input-and-output-files/VPTOC.md
index 8a13e4fd5b471c4e2b3bf36976ec7234a792d623..36da928a35ea883aa5f4a5ddf2924080551324a2 100644
--- a/Documentation/User Manual/5-input-and-output-files/VPTOC.md	
+++ b/Documentation/User Manual/5-input-and-output-files/VPTOC.md	
@@ -1,28 +1,28 @@
-##PTO Cycle (.vptoc)
-
-The PTO cycle defines the power demands during standing still and doing a pto operation. This can only be used in [Engineering Mode](#engineering-mode) when a pto transmission is defined. It can be set in the [Vehicle-Editor](#vehicle-editor). The basic file format is [Vecto-CSV](#csv) and the file type ending is ".vptoc". A PTO cycle is time-based and may have variable time steps.
-
-Header: **\<t>, \<Engine speed>, \<PTO Torque>**
-
-**Bold columns** are mandatory. Only the listed columns are allowed (no other columns!).<br />
-The order is not important when the headers are annotated with \<angle-brackets\> (less-than-sign "<" and greater-than-sign ">").<br />
-Units are optional and are enclosed in [square-brackets] after the header-column. Comments may be written with a preceding hash-sign "#".
-
-|    Identifier    |  Unit |                                                                Description                                                                 |
-|------------------|-------|--------------------------------------------------------------------------------------------------------------------------------------------|
-| **t**            | [s]   | The time during the pto cycle. Must always be increasing.                                                                                  |
-| **Engine speed** | [rpm] | Actual engine speed                                                                                                                        |
-| **PTO Torque**   | [Nm]  | The torque at the PTO consumer (including prop-shaft losses if applicable) as measured by the DIN test converted to torque at engine speed |
-
-**Example:**
-
-~~~
-<t> [s], <Engine speed> [rpm], <PTO Torque> [Nm]
-0      , 600                 , 0
-1      , 600                 , 0
-2      , 900                 , 0
-3      , 1200                , 50
-4      , 1200                , 70
-5      , 1200                , 100
-~~~
-
+##PTO Cycle (.vptoc)
+
+The PTO cycle defines the power demands during standing still and doing a pto operation. This can only be used in [Engineering Mode](#engineering-mode) when a pto transmission is defined. It can be set in the [Vehicle-Editor](#vehicle-editor). The basic file format is [Vecto-CSV](#csv) and the file type ending is ".vptoc". A PTO cycle is time-based and may have variable time steps. Regardless of starting time, VECTO shifts it to always begin at 0[s].
+
+Header: **\<t>, \<Engine speed>, \<PTO Torque>**
+
+**Bold columns** are mandatory. Only the listed columns are allowed (no other columns!).<br />
+The order is not important when the headers are annotated with \<angle-brackets\> (less-than-sign "<" and greater-than-sign ">").<br />
+Units are optional and are enclosed in [square-brackets] after the header-column. Comments may be written with a preceding hash-sign "#".
+
+|    Identifier    |  Unit |                                                                Description                                                                 |
+|------------------|-------|--------------------------------------------------------------------------------------------------------------------------------------------|
+| **t**            | [s]   | The time during the pto cycle. Must always be increasing. Gets shifted to begin with 0 by VECTO (if thats not already the case).                                                                                  |
+| **Engine speed** | [rpm] | Actual engine speed                                                                                                                        |
+| **PTO Torque**   | [Nm]  | The torque at the PTO consumer (including prop-shaft losses if applicable) as measured by the DIN test converted to torque at engine speed |
+
+**Example:**
+
+~~~
+<t> [s], <Engine speed> [rpm], <PTO Torque> [Nm]
+0      , 600                 , 0
+1      , 600                 , 0
+2      , 900                 , 0
+3      , 1200                , 50
+4      , 1200                , 70
+5      , 1200                , 100
+~~~
+
diff --git a/Documentation/User Manual/help.html b/Documentation/User Manual/help.html
index cdd9b63bcf700f91df910a67092c41d5af8436cc..29631130b96e1c8cf6315794df54362d974019d7 100644
--- a/Documentation/User Manual/help.html	
+++ b/Documentation/User Manual/help.html	
@@ -3443,7 +3443,7 @@ Example: “Gears\Gear1.vtlm” points to the “Gears” subdirectory of the Ge
 <div id="cycle-losses-during-the-pto-cycle-of-the-pto-consumer-red" class="section level4">
 <h4>Cycle losses during the PTO cycle of the PTO “Consumer” (red)</h4>
 <p>A specific PTO cycle (time-based, engine speed and torque from PTO consumer as determined by the DIN 30752-1 procedure) is simulated during vehicle stops labelled as “with PTO activation”. The execution of the driving cycle stops during this time and the pto cycle is executed. Afterwards the normal driving cycle continues.</p>
-<p>Power consumption in the PTO transmission part added to power demand from the PTO cycle. The cycle is configurable in the <a href="#vehicle-editor">Vehicle Editor</a> and follows the file format described in <a href="#pto-cycle">PTO-Cycle</a>.</p>
+<p>Power consumption in the PTO transmission part added to power demand from the PTO cycle. The cycle is configurable in the <a href="#vehicle-editor">Vehicle Editor</a> and follows the file format described in <a href="#pto-cycle">PTO-Cycle</a>. The timings in the PTO cycle get shifted to start at 0.</p>
 </div>
 </div>
 <div id="behavior-during-pto-driving-cycles" class="section level3">
@@ -3451,15 +3451,15 @@ Example: “Gears\Gear1.vtlm” points to the “Gears” subdirectory of the Ge
 <p>A PTO cycle can only be activated during a stop phase in the driving cycle. When the PTO cycle is activated VECTO exhibits the following behavior: Half of the stop time is added before the pto cycle, and the other half is added afterwards. If the halved stop times are still longer than 3 seconds, they get divided even further to 3 intervals in order to achieve a more appealing visualization in the output (falling down, low baseline, rising again).</p>
 <p>The following image shows the behavior of running PTO cycles during a normal driving cycle:</p>
 <div class="figure">
-<img src="data:image/png;base64,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" 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" />
 
 </div>
 <ol>
-<li>The normal driving cycle is run.</li>
+<li>Normal driving behavior.</li>
 <li>The first half of the stop phase begins, the vehicle stops and the engine speed goes down to idle speed (if there is enough time).</li>
-<li>The pto cycle begins with the last engine speed of the stop phase, and goes up to the engine speed of the first entry in the pto cycle.</li>
-<li>After the pto cycle ends, the second half of the stop phase begins and the engine speed again gets lower (until idle speed if enough time passes).</li>
-<li>After the stop phase the normal driving cycle kicks in again and is executed normally. The vehicle drives off again.</li>
+<li>The PTO cycle continues from the last engine speed in stop phase and sets it to the engine speed of the first entry in the PTO cycle.</li>
+<li>After the PTO cycle ends, the second half of the stop phase begins and the engine speed again goes to idle speed (if enough time passes).</li>
+<li>After the stop phase the normal driving behavior starts again - the vehicle drives off.</li>
 </ol>
 </div>
 </div>
@@ -4061,7 +4061,7 @@ Example: “Gears\Gear1.vtlm” points to the “Gears” subdirectory of the Ge
 </div>
 <div id="pto-cycle-.vptoc" class="section level2">
 <h2>PTO Cycle (.vptoc)</h2>
-<p>The PTO cycle defines the power demands during standing still and doing a pto operation. This can only be used in <a href="#engineering-mode">Engineering Mode</a> when a pto transmission is defined. It can be set in the <a href="#vehicle-editor">Vehicle-Editor</a>. The basic file format is <a href="#csv">Vecto-CSV</a> and the file type ending is “.vptoc”. A PTO cycle is time-based and may have variable time steps.</p>
+<p>The PTO cycle defines the power demands during standing still and doing a pto operation. This can only be used in <a href="#engineering-mode">Engineering Mode</a> when a pto transmission is defined. It can be set in the <a href="#vehicle-editor">Vehicle-Editor</a>. The basic file format is <a href="#csv">Vecto-CSV</a> and the file type ending is “.vptoc”. A PTO cycle is time-based and may have variable time steps. Regardless of starting time, VECTO shifts it to always begin at 0[s].</p>
 <p>Header: <strong>&lt;t&gt;, &lt;Engine speed&gt;, &lt;PTO Torque&gt;</strong></p>
 <p><strong>Bold columns</strong> are mandatory. Only the listed columns are allowed (no other columns!).<br /> The order is not important when the headers are annotated with &lt;angle-brackets&gt; (less-than-sign “&lt;” and greater-than-sign “&gt;”).<br /> Units are optional and are enclosed in [square-brackets] after the header-column. Comments may be written with a preceding hash-sign “#”.</p>
 <table style="width:100%;">
@@ -4081,7 +4081,7 @@ Example: “Gears\Gear1.vtlm” points to the “Gears” subdirectory of the Ge
 <tr class="odd">
 <td align="left"><strong>t</strong></td>
 <td align="left">[s]</td>
-<td align="left">The time during the pto cycle. Must always be increasing.</td>
+<td align="left">The time during the pto cycle. Must always be increasing. Gets shifted to begin with 0 by VECTO (if thats not already the case).</td>
 </tr>
 <tr class="even">
 <td align="left"><strong>Engine speed</strong></td>
diff --git a/Documentation/User Manual/pics/pto-behavior.png b/Documentation/User Manual/pics/pto-behavior.png
index 4cd7e13bb10c5e7704c00873eea4a1adde6d4f40..36c6d1d32622d7d51c2a3f5934cf0e26733741bc 100644
Binary files a/Documentation/User Manual/pics/pto-behavior.png and b/Documentation/User Manual/pics/pto-behavior.png differ
diff --git a/VectoCore/VectoCore/Models/SimulationComponent/Impl/DistanceBasedDrivingCycle.cs b/VectoCore/VectoCore/Models/SimulationComponent/Impl/DistanceBasedDrivingCycle.cs
index 65cfa1d1204a21d85b7f4568d438c9a29c0f99ca..ae77ccff9c746b841e8cc14e62836e07210d11c3 100644
--- a/VectoCore/VectoCore/Models/SimulationComponent/Impl/DistanceBasedDrivingCycle.cs
+++ b/VectoCore/VectoCore/Models/SimulationComponent/Impl/DistanceBasedDrivingCycle.cs
@@ -175,7 +175,7 @@ namespace TUGraz.VectoCore.Models.SimulationComponent.Impl
 					: Left.StoppingTime;
 			}
 			if (Left.StoppingTime.IsGreater(6 * Constants.SimulationSettings.TargetTimeInterval)) {
-				// 7 pahses
+				// 7 phases
 				return GetStopTimeIntervalSevenPhasesPTO();
 			}
 			if (Left.StoppingTime.IsGreater(0)) {
diff --git a/VectoCore/VectoCore/Models/SimulationComponent/Impl/PTOCycleController.cs b/VectoCore/VectoCore/Models/SimulationComponent/Impl/PTOCycleController.cs
index 91bcd94fbee7a29f0ae4317397056c430bc50ca0..9229d29059d78067f2e3882afaad8b6c18413e32 100644
--- a/VectoCore/VectoCore/Models/SimulationComponent/Impl/PTOCycleController.cs
+++ b/VectoCore/VectoCore/Models/SimulationComponent/Impl/PTOCycleController.cs
@@ -29,6 +29,7 @@
 *   Martin Rexeis, rexeis@ivt.tugraz.at, IVT, Graz University of Technology
 */
 
+using System;
 using System.Linq;
 using TUGraz.VectoCommon.Exceptions;
 using TUGraz.VectoCommon.Models;