tag:blogger.com,1999:blog-38310282868690231492024-03-05T01:20:50.083-08:00Facilitation and "Coaching" WorkshopDianne DeTurrishttp://www.blogger.com/profile/01572622189843007319noreply@blogger.comBlogger7125tag:blogger.com,1999:blog-3831028286869023149.post-4884908252566848072011-11-09T16:48:00.000-08:002011-11-09T16:52:17.114-08:00Workshop Notes November 4<br />
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<span style="font-size: small;">Facilitation and Coaching Workshop Notes, November 4, 2011</span></div>
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<span style="font-size: small;">Roger asked us how we did on the HW. Could we tell that noticing our breathing was
about divided attention? We were supposed to have an experience similar to that
of driving your car to your destination with no idea how you got there. That’s
fragmented attention. Can you notice the first moment you notice? With this
assignment, we are developing a capacity for intention. Our class had varying
results with the HW, from working well until someone started talking to you to
coming and going in mid sentence, to changing your relationship with your
computer.</span></div>
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<span style="font-size: small;">Roger notes that our point of view (POV) allows us to
function, but is still delusional. Our POV is our model which can be invisible
until painted with the special spray so that it is something we can see.</span></div>
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<span style="font-size: small;">Pete is currently teaching physics by democracy, comparing
models proposed by different students. That seems very appropriate for physics
and I would like an update on this later in the quarter. But Kurt is still
flummoxed by the word quality in ‘it’s the quality of your attention’. Kurt
says his definition is that it is the extent to which requirements are met.
Also could be called awareness of where your attention is. </span></div>
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<span style="font-size: small;">Neal has a different manifestation of reality. We’ll call it <u>Neal’s
Metaphor</u>. Neal says “It’s like negative space and chicken sexing”. We all immediately wanted to hear about
chicken sex, but Neal had to first tell us about negative space in drawing.
Draw around the object, but don’t draw the object. You infer what the object is
by what’s around it. You don’t have to know what the object is, like a chair,
you can just know what’s around it. That’s a way to understand quality. For
example, take chicken sexing, not to be confused with chicken sex. A male and
female chick look the same, you can’t tell the difference. However, when it
comes to laying eggs, the male chicks don’t help, so you want to separate them
out. If you could, you’d only produce female chicks. Up until recently, chicken
sexer’s were paid a lot of money to separate chicks because they had to do it
intuitively. A good chicken sexer is very, very accurate, since you always find
out later after they produce eggs, or not. Now they do genetic testing of
chicks, and intuition based sexers have to find other ways to be intuitive. Still,
it’s good that Pete sent us all a clip from Baraka which shows what the chicken
sexing looks like:</span><span style="font-size: small;"><span style="font-family: Times,"Times New Roman",serif;"></span></span><span style="font-size: small;"> <a href="http://www.youtube.com/watch?v=uFQhn8RW0Nk"><span style="color: blue;">http://www.youtube.com/watch?v=uFQhn8RW0Nk</span></a></span>
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<span style="font-size: small;"><span style="font-weight: normal;">Have you read Moonwalking with Einstein: The
Art and Science of Remembering Everything, by Joshua Foer? Amy says in that book they talk about how the
inexperienced chess players look at the pieces, the master’s look between the
pieces. </span></span></h1>
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<span style="font-size: small;">For both chess and chicken sexing, you don’t know until
after the fact whether your attention was divided or not. Roger might call it
pattern recognition. </span></div>
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<span style="font-size: small;">Nina experienced divided attention once when returning from
a camping trip with her kids. She turned onto her block and it seemed eerily
quiet. She was spooked enough to take her wallet out of the car with her when
they all went inside the house to find Dad, who had missed the camping trip. As
you might expect, her cooler and something else got stolen from her car while
they were inside the house for only a few minutes. She had been attentive
enough to sense the eeriness, but divided enough in her attention (kids excited
to be home) to not to also lock the car when she got out. </span></div>
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<span style="font-size: small;">How do you recognize when you are divided? You are both
inside and outside at the same time. That’s facilitation. Roger says that if we do our HW and study
divided attention, we will get skillful at it. I’m skeptical, and I think Kurt
is with me. However, let’s not give up, let’s keep trying. The next HW
assignment is to locate something in your life that is a routine habit, and
don’t pick driving. Now structurally change that habit, do whatever it is
another way. For example, shower in cold water, eat with your other hand, don’t
answer the phone, brush your teeth with your other hand, play tennis using your
non-dominant arm, etc. Caution! Do this for one week only. Roger didn’t explain
really well what will happen to us if we keep going past a week, but he made it
seem undesirable. Don’t take any chances, please practice safe structural habit
changing.</span></div>
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<span style="font-size: small;">Let’s go back to Roger’s One Thing Model that was explained
last week. As depicted in Liz’s drawing below, recall that complaint moves up to
narrative. Inside the narrative is a pattern or assertion, then asserted or
displaced necessity, over to context or mandate, then down to generative forms, then
specificity of form, then action then indicators in a feedback loop back to a
context or mandate. On the left it is about survival, on the right it’s the
creative component:</span></div>
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<span style="font-size: small;">Our in class assignment required groups of three. Person A
complains. Person B recreates the complaint. Person C breathes consciously
while observing what is occurring. C watches eye movements, circulation, posture,
breath. C will drive A and B crazy because A and B will be so self conscious. And
that’s exactly how it went. Hopefully Roger will have us do this again so we
can all switch places… </span><br />
<br />
<span style="font-size: small;">See you Friday, Dianne</span></div>Dianne DeTurrishttp://www.blogger.com/profile/01572622189843007319noreply@blogger.com0tag:blogger.com,1999:blog-3831028286869023149.post-53273447752269458772011-10-30T08:35:00.000-07:002011-10-30T12:09:28.412-07:00The (not true or right, but useful) model of coaching<p class="p1">Dianne is away and so I volunteered to take notes. Of course, as always, these are my impressions. I have done my best to represent our time together as best I could. Please feel free to add comments to enhance all of our understanding. </p> <p class="p1">"Checkin" had a bit of a theme to it today. Many talked about the tension between the way things are and the way we aspire them to be. Roger talked about this tension and the ways we cope with this. He mentioned a client of his who oscillates back and forth between exhilaration in the possibilities of the aspirational state and the depression and heartache of the reality of the current condition. He suggested this oscillation is amplified by our clinging to the aspirational state (and I suppose clinging to the current state also). He suggested it isn't really about holding on to either, but it is about the quality of our being in relation to the oscillation cycle. Do we say "It's good -therefore I'm good, It's bad - therefore I'm bad," or do we just notice the movement in our attention and observe it like we observe a "cool breeze"? </p> <p class="p2">Roger then introduced what he initially thought was a simple model that is neither "right" nor "true." You can see the model in the picture here. Roger thought we could go through this in 15 minutes and then practice it for 90 minutes. What occurred was just the opposite. We discussed it for 90 minutes and practiced for 15 minute. Maybe we are all a bit dense.</p> <p class="p1">As a side note…..Roger did say he only ever talks about one thing…..I do not know what this "thing" is……</p><p class="p2"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-B9L-MpK1EAVJZHGGmMf2D3T3kvW2ianTLg78CaLRYYjo4xeuvFU6sEBnd2rQ4PDxNFxV-rBi31_1BgrWBDwweFsch_TQR7SQBNd6qyiqX22Dvq1JDChR2Dv2ej8J7GrGJX5YksriK_cF/s1600/Screen+Shot+2011-10-30+at+8.41.24+AM.png" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"><img style="float:right; margin:0 0 10px 10px;cursor:pointer; cursor:hand;width: 320px; height: 229px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-B9L-MpK1EAVJZHGGmMf2D3T3kvW2ianTLg78CaLRYYjo4xeuvFU6sEBnd2rQ4PDxNFxV-rBi31_1BgrWBDwweFsch_TQR7SQBNd6qyiqX22Dvq1JDChR2Dv2ej8J7GrGJX5YksriK_cF/s320/Screen+Shot+2011-10-30+at+8.41.24+AM.png" border="0" alt="" id="BLOGGER_PHOTO_ID_5669310919289197026" /></a></p> <p class="p1">I will attempt to explain the model (Maybe Roger can add or subtract as he likes) by discussing each step below.</p> <p class="p1"><b>Complaint.</b> Our homework was to think of a complaint. Roger suggested it might be good to exaggerate and dramatize the complaint so you can really see the shape of it.</p> <p class="p1">Roger asserted there are three types of complaints:</p> <p class="p1">1) ones for entertainment and socializing </p> <p class="p1">2) ones that create our identification as a complainer where people expect us to complain. This could lead to "role lock." </p> <p class="p1">3) a complaint that is about something we deeply care about or are committed to.</p> <p class="p1">One of us offered a complaint as a case study: Parents at his child's basketball games are yelling and clapping when their child's team does well and cheering when the other team does something poorly. He believes the parents should cheer for all the kids when they do something good. The parents also complain to the referees and are generally very competitive.</p> <p class="p1"><b>Narrative. </b>This is where you as a coach will ask the other to tell a story about his complaint. The coach should listen and recreate as accurately as possible, asking to be corrected. Look for trends and patterns in the story or with other developmental conversations you have had. Pay attention to how you (the coach) are reacting to the story. Watch for how you might be hooked and decide, in everything, whether you will engage in that part of the story or by-pass it. This requires divided attention: Attention to other and attention to yourself.</p> <p class="p1"><b>Asserted Necessity. </b>Here you will, as a coach, inquire about the assumptions, paying attention to what they see as "right" or "wrong." You may want to inquire about the consequences of the other's model. Try to find the thing they think "ought" to be a certain way and why? What is the value assumptions around this? Use lightness and humor if possible.</p> <p class="p1"><b>Displaced Commitment.</b> (to tell the truth, reading my notes I am not sure I have this correct.) Look for the other's causal relationship to the complaint. Where is there judgement about what is right and wrong? Where is there a distinction of an other different from self. For instance in the complaint about the basketball parents, Roger noted that this complainer was enacting some of the same behavior: He wasn't saying to parents when they clapped "I am so glad to be here with you, I love the way you are clapping for the kids." He was silently disapproving of their behavior.</p> <p class="p1"><b>Range (inquiry). </b>As we move to the right hand side of the model, we are looking for the absence of an other, and inquiring about our own way of being in a situation. Range is this movement. The exploration of "range" in the basketball parent example goes something like: "If the parents where clapping for all the kids when something good happened and just making room for mistakes, what would that make possible?" The answer was "then the kids would be happy, have fun, be joyful." the next question is "if the kids were happy and joyful, what would that make happen?' This line of questioning continues until the person answering moves laterally or retreats to talk about what wouldn't be present. This is where you can start asking about his/her context of service or mandate.</p> <p class="p1"><b>Context of Service or Mandate.</b> We talked about this at a previous workshop so I don't think I will go into this a lot. The main thing is as a coach you want to really feel this persons context of service. Do not put your own in there. Really try to understand this.</p> <p class="p1">The next two steps "Generative Forms" and "Process" should be skipped initially and the Indicators or results should be discussed. </p> <p class="p2"><b>Indicators.</b> In this step you will ask the person to answer the question: how will you know the aspired state has been achieved. In our example: that the kids are having fun. Be careful here that you don't describe this in the negative.</p> <p class="p1">The negative is actually not possible - by definition - but to create a negation, we actually have to fully create in our mind the idea of the thing we don't want. Then because we have it in our minds, the best we can do is to have less of the bad thing, we can not get rid of it.</p> <p class="p2">It is better to describe an aspirational state as something positive existing that wouldn't have before. In our example we might say that the kids are smiling and laughing and the parents are too.</p> <p class="p2"><b>Generative Forms.</b> Here we really look at describing the state if the mandate was held. How would that feel?</p> <p class="p2"><b>Process.</b> This is where we ask the question, if we were living in a way that is consistent with our mandate, what would I be doing? how would I behave?</p> <p class="p1">When discussing Generative Forms and Process we need to consider the ecology. Imagine it worked out as you want, what are the <i>consequences</i>, intended and unintended? If this happened how would you <i><span class="s1">sustai</span>n</i> it? If this happened what other coping <span class="s1"><i>strategies</i></span> might you use? If this happened what might you want to <span class="s1"><i>conserve</i></span> from the current situation?</p> <p class="p1">A couple other things about the model. The right hand side is Intuitive. When we are in the left hand side we are living in duality, where there is an other, an object and subject. I think there are other things about the model, like the bottom of the page is grounded in the immediate and the top is something like the aspirations, but I am not sure on this.</p> <p class="p1">When in a coaching situation, the coach holds the responsibility for the time so the other doesn't have to. Also this process should be bounded. Roger often sets up indicators and then checks back in a week or two so this doesn't go on indefinitely.</p> <p class="p1"><b>Homework:</b> Divided Attention. From the time you notice you are awake in the morning until some predetermined moment (like when you brush you teeth, or cross a threshold) every time you breathe in say "I" and when you breathe out say "am".</p>Liz Schlemerhttp://www.blogger.com/profile/08008858142366553159noreply@blogger.com1tag:blogger.com,1999:blog-3831028286869023149.post-16741053846086670562011-10-25T15:42:00.000-07:002011-10-25T15:42:08.311-07:00Workshop Notes October 21<!--[if gte mso 9]><xml>
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Facilitation and “Coaching” Workshop Notes October 21</div>
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Roger started class by having us all note that a change process has an
organic cycle. You can put in all the care in the world and you still have to
wait for your vegetables to grow.<span style="mso-spacerun: yes;"> </span>That
helps us find a place for patience.<span style="mso-spacerun: yes;"> </span>But
speaking of growing, we’re theoretically growing in this workshop. Today we
reviewed what has happened so far.<span style="mso-spacerun: yes;"> </span>It
was a Midterm, of sorts. </div>
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How we all answer the question, what have you learned, tells a lot about our
model of facilitation.<br style="mso-special-character: line-break;" />
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JF says we pay attention to where our attention goes.<span style="mso-spacerun: yes;"> </span>We observe our range, we examine our mandate.
JF has love and awareness as his mandate. <br />
<br />
Pete says when you hit range, creativity ceases. <br />
<br />
Amy says Cal Poly is a different environment than at her previous job and the
old techniques don’t work. She is an IT project manager, and in a previous job,
she had a shared vision of business value.<span style="mso-spacerun: yes;">
</span>In academia, where she works with staff, there are broad viewpoints.
People are entrenched, not everyone has a shared vision, and there is a lot
more going on than a bottom line. </div>
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Rick says he is getting clear on connection and energy exchange, examining the
quality of connection, the quality of exchange. <br />
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Kurt went to a meeting where students had not done what they were supposed to
do. So this week, Kurt didn't talk at the meeting and the students had to work
it out on their own. </div>
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Dianne wants an A on the midterm.</div>
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Liz would like coaching to be about peers, a non-hierarchy, which we always see
it as a gift. How about that? </div>
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Rick says Hospice is an amazing coaching experience, an organization with
incredible sensitivity to range. <br />
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Dan says coaching is about listening well, getting students to understand their
perspective and other perspectives better. <br />
<br />
Lynn says that milestones are a social construct that are only important if
someone says they are. Even riding your bike across the Golden Gate bridge can
be a milestone. Or not. <br />
<br />
Sean says maybe a student isn't here to be coached or facilitated, which raised
the question, can that be true? JF says every experience is a learning
experience. Pete says re-frame the question to be “what would be a way to
motivate them rather than assume they don't want to be coached.” <br />
<br />
Amy says that in interactions with students, we have to demonstrate knowledge
by photocopying tests and papers to prove the interaction took place, but
that’s not the most important part of teaching. She doesn’t have time to
interact the way she would like to. <br />
<br />
Roger now stops us to ask what has been your reason for speaking? <span style="mso-spacerun: yes;"> </span>Have you been answering the question? Was your
mandate conscious?<span style="mso-spacerun: yes;"> </span><br />
Roger says he heard us respond to coaching question by talking about our own
model and advocating for it. <span style="mso-spacerun: yes;"> </span>He
reiterates that he thinks “coaching” is a useless word. Can we use ‘teaching’
instead, or better yet, maybe ‘learning?’ <br />
<br />
Stuart is overjoyed by our conversation; he values “coaching” even if Roger
doesn't. </div>
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<br /></div>
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Roger says we all have an inclination to fix Amy’s dilemma. Linda says
she can feel the oppression that Amy talked about, in our classes, at every
level. But how can you stop participating? </div>
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<br /></div>
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Here’s Roger's self described “useless recipe.” <span style="mso-spacerun: yes;"> </span>First, recognize your participation in the
hierarchy. Then don’t fix personal case, recognize that it is the system. <span style="mso-spacerun: yes;"> </span>For Roger's model, use the term non-active
rather than passive.<span style="mso-spacerun: yes;"> </span>Roger seems to be speaking
of his own mandate against oppression objectification, violence, suffering,
etc.<span style="mso-spacerun: yes;"> </span>Bake at 350 for 30 minutes
(editorial addition).</div>
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<br /></div>
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Roger says we should explicitly work with mandate in groups of two,
with one person speaking the context of their action. Could be the espoused
model, could be lived. <span style="mso-spacerun: yes;"> </span>Express your mandate,
the context of service. You might find it is one possibility that you think of,
it might be where you hit range. The other person has to re-create it with no
changes, no judging, the same words, and as best as possible the exact
sentences. It’s not about the meaning, you should ask, is there more, when they
speak? <span style="mso-spacerun: yes;"> </span>Then discover what it is like to
go from speaker to listener when they were re-creating your mandate? Rick
listened to see if they understood. JF worried about her being worried if she
didn't get it all. Sean kept the mandate simple to help the listener. Dianne
stared at the floor trying to memorize the sentences. <br />
<br />
And now, the simplest homework assignment you’ve ever gotten.<span style="mso-spacerun: yes;"> </span>Find a complaint in your life. See, told you
it was easy. Find something that is a particular way and it shouldn't be that
way. It ought to be another way. What is your relationship to this compliant?
Bring it to class next week for show and tell.</div>
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<br /></div>
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See you Friday, Dianne </div>Dianne DeTurrishttp://www.blogger.com/profile/01572622189843007319noreply@blogger.com0tag:blogger.com,1999:blog-3831028286869023149.post-3067569179677244872011-10-18T21:37:00.000-07:002011-10-18T21:41:01.854-07:00Workshop Notes October 14<div class="MsoNormal">
<span style="font-size: 12pt; line-height: 115%;">Facilitation
and "Coaching" Notes October 14, 2011</span></div>
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<br /></div>
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<span style="font-size: 12pt; line-height: 115%;">We start
with an event and we give it a name. We recognize a pattern about the event and
make a decision. We either bypass/suspend the cycle, or we can engage it. We
can engage with an external or internal aspect. Consider trusting your
intuition about the cycle, the pattern of something occurring. This happens when
we recognize thought as a structure during meditation.</span></div>
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<br /></div>
<div class="MsoNormal">
<span style="font-size: 12pt; line-height: 115%;">So Roger
makes us all feel better by filling us in on the old saying “The mind is a drunken
monkey dancing on scorpions”, which is actually “The mind is like a drunken
monkey bitten by a scorpion.” Either way, the description is perfect.</span></div>
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<br /></div>
<div class="MsoNormal">
<span style="font-size: 12pt; line-height: 115%;">We are
inquiring into facilitation and the structural boundaries of practice that we
have for facilitation and coaching. We have the physical space, the room, we
have the conversation and we have the interaction between people in the room.</span></div>
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<br /></div>
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<span style="font-size: 12pt; line-height: 115%;">Typically
there exists a transactional relationship between knowledge and need. Time and
money are the common economy of transaction.</span></div>
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<br /></div>
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<span style="font-size: 12pt; line-height: 115%;">Knowledge </span><span style="font-family: Wingdings; font-size: 12pt; line-height: 115%;"><</span><span style="font-size: 12pt; line-height: 115%;">--------------------------</span><span style="font-family: Wingdings; font-size: 12pt; line-height: 115%;">></span><span style="font-size: 12pt; line-height: 115%;"> Need</span></div>
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<span style="font-size: 12pt; line-height: 115%;"> in
between is time and/or money</span></div>
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<br /></div>
<div class="MsoNormal">
<span style="font-size: 12pt; line-height: 115%;">The
relationship implies that time has a value, it implies no need on one side and
no knowledge on the other side. At the extreme, one side produces mountains of
paper to convince the other side that they have the knowledge and thereby is a need
for money to be paid.</span></div>
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<br /></div>
<div class="MsoNormal">
<span style="font-size: 12pt; line-height: 115%;">The
knowledge-need transaction does happen successfully, according to Roger, just
not all the time. Co-dependence creates
an imbalance. The transaction of knowledge-need is an artificial structure we
use to navigate the world. It’s very one dimensional and neurotic, but our
utility is based on it. Linda says she has seen this as teacher-student and has
generated mountains of paper (HW) convincing students that she has the knowledge
they need. Haven’t we all?</span></div>
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<br /></div>
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<span style="font-size: 12pt; line-height: 115%;">Hey, is
there another model please?</span></div>
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<br /></div>
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<span style="font-size: 12pt; line-height: 115%;">Well, the
knowledge-need model is called epistemological. </span></div>
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<br /></div>
<div class="MsoNormal">
<span style="font-size: 12pt; line-height: 115%;">You can also
have the ontological model. Ontological, from my days in philosophy (and now Wikipedia),
refers to the </span> <b><a href="http://en.wikipedia.org/wiki/Ontological" title="Ontological">ontological</a></b>
<a href="http://en.wikipedia.org/wiki/Existence_of_God#Arguments_for_the_existence_of_God" title="Existence of God"><b>argument</b> for the existence of God</a>, which attempts
the method of <a href="http://en.wikipedia.org/wiki/A_priori_%28philosophy%29" title="A priori (philosophy)"><i>a priori</i> proof</a>, which uses intuition
and reason alone.
The argument examines the concept of <a href="http://en.wikipedia.org/wiki/God" title="God">God</a>, and states that if we can conceive of the greatest possible
being, then it must exist. Right on.<span style="font-size: 12pt; line-height: 115%;"></span></div>
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<br /></div>
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<span style="font-size: 12pt; line-height: 115%;">The
ontological model gives the knowledge-need transaction a higher level called “context
of service.”</span><span style="font-size: 12pt; line-height: 115%;"> The context
of service might be your mandate...</span>
</div>
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<br /></div>
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<span style="font-size: 12pt; line-height: 115%;">So what is
Dianne’s mandate for giving a talk about women’s success at Cal Poly?</span></div>
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<br /></div>
<div class="MsoNormal">
<span style="font-size: 12pt; line-height: 115%;">Roger says
Dianne is creating a noble lie to give them what they need. Roger sees the concern,
Rick has empathy. It would help to have a context of service. JF says that the
highest context is love or feeling good about what you are doing. I’ll work on that and get back to you.</span></div>
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<br /></div>
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<span style="font-size: 12pt; line-height: 115%;">Roger
reminds us that we all have a distorted view of reality that allows us to
function. Your point of view (POV) is different from everyone else. No one POV
can describe ‘reality’; you only have a particular view of it, you can’t comprehend
it all.</span></div>
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<br /></div>
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<span style="font-size: 12pt; line-height: 115%;">Trevor
realizes he is always in transactional knowledge-need mode, and he doesn’t
really have a context for service. Roger
helps by pointing out that collectively revealing reality is facilitation.</span></div>
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<br /></div>
<div class="MsoNormal">
<span style="font-size: 12pt; line-height: 115%;">Collaboration
is suspending insistence on MY POV so WE can have a shared POV. How do you make
choices about where to go in a conversation? If Rick realizes he’s at range, he
looks at his mandate; then reconnects to it. Re-creation informs choices you
make in the knowledge-need process. </span></div>
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<br /></div>
<div class="MsoNormal">
<span style="font-size: 12pt; line-height: 115%;">No one POV
describes reality. A shared map of reality is called ‘science.’ Our collective
map can’t actually describe the reality of the room we’re in, but a map is all
we have. We can’t even get someone else’s POV. </span></div>
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<br /></div>
<div class="MsoNormal">
<span style="font-size: 12pt; line-height: 115%;">So what does
it mean for my survival to be able to sense reality? JF says we are all
subjective and Linda says, SO WHAT, what we have is good enough. The apparent
phenomena of a sphere can’t be accessed as a whole; you can’t see it all at
once. So what? </span></div>
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<br /></div>
<div class="MsoNormal">
<span style="font-size: 12pt; line-height: 115%;">If we can’t
know reality, then life is a narrative that is based on your own assumptions. The
best you can do is to open new narratives. </span></div>
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<br /></div>
<div class="MsoNormal">
<span style="font-size: 12pt; line-height: 115%;">For example,
you can function with an unconscious context of service. Dianne will have to
consider this when giving her talk next week. Dianne will do the following while
preparing: she will remember that every
success has a challenge that needs to be overcome, simplicity is insightful,
relate her unique contribution, speak from the heart, plant seeds, figure out
why she is doing the talk, serve well-being, not be anxious, notice the
positive that happens at Cal Poly, find peace, </span>to respect the audience's intelligence - both emotional and intellectual, <span style="font-size: 12pt; line-height: 115%;">and perhaps celebrate failure
robustly!</span></div>
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<br /></div>
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<span style="font-size: 12pt; line-height: 115%;">HW for next week is to
formalize our mandate for our upper bubble, our context of service. Think, “I am
engaging” in relationship to what? What assumptions are involved in your
practice? Next time we will talk about mandates with each other and examine the
consequences.</span><br />
<br />
<span style="font-size: 12pt; line-height: 115%;">-Dianne </span></div>Dianne DeTurrishttp://www.blogger.com/profile/01572622189843007319noreply@blogger.com0tag:blogger.com,1999:blog-3831028286869023149.post-20024452691122907732011-10-18T21:28:00.001-07:002011-10-18T21:37:44.673-07:00Workshop Notes October 7<br />
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Homework: </div>
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Feel the safety boundaries.</div>
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The words you used was “range”…. “I don’t know what range
is”,</div>
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Where do people hit range.
What is in the environment to help them hit that range.</div>
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<br /></div>
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Roger: Be in an ongoing process to see yourself in coaching
and/or facilitation. Self observe! What model are you doing this, how is this
occurring for you, with enough clarity to tell someone else what your model is. What are the structural conditions would you
want in place to make this a safe process… like asking the person if you can
talk to them. The simple process of
asking their permission. Range…. The
condition of complaint or offense… that something is the way it shouldn’t be…
this is the entry point for a change or coaching process. You might enter into this to “fix” it… in a
superficial sense. Often we don’t
understand the context of why there is a problem… so it is better to
inquire. </div>
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Simple process: </div>
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<br /></div>
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<br /></div>
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- External</div>
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Engage
–internal</div>
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Event –</div>
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-<span style="font: 7pt "Times New Roman";">
</span>By pass</div>
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<br /></div>
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Did we read the Bohm?</div>
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If we can suspend the judgment on the other person’s
problem… we delay this, and have a reflective moment of inquiry. </div>
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<br /></div>
<div class="MsoNormal">
Pete engaged Tekuru this morning because she was not happy
about the walkathon. He suspended his
judgments, and asked questions… engaging her in a practice of range.</div>
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<br /></div>
<div class="MsoNormal">
Range is when they disengage in the creative process. When they reach range… “because then I can
get a Lexus Convertible”… now you are in a position to test your range, or if
you will judge them. In a coaching
process, you need to be conscious of your own range… if you can never hit
range, super!, but if you do… what do you do?
One way to understand range is to know your strategy…</div>
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<br /></div>
<div class="MsoNormal">
What are the preconditions to being in a coaching or
facilitation process?... caring. If you
find that you don’t care, then it’s not coaching anymore. Then you can pull out.</div>
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<br /></div>
<div class="MsoNormal">
For them in that moment it IS transforming… The Lexus is
Transformative… Transcendental. “Hello! It’s a LEXUS”… they are at range. Now can you extend their range…. But this
carries an assumption that their range isn’t in the right place…. It would be
better for ME!... it would solve MY complaint about their “wrong”
priorities. </div>
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<br /></div>
<div class="MsoNormal">
If are at range, then the thing to do is BE there… stay
there. This is tough – especially when
there is multiple range, which is conflict… to just stay there.</div>
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<br /></div>
<div class="MsoNormal">
Coaching and facilitation is inherently compassionate
process. But if you try to get rid of
the suffering, then you will likely not be “successful”. </div>
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<br /></div>
<div class="MsoNormal">
Often times, nonintervention is a powerful coaching
technique… the least possible you can do in the coaching/facilitation process
is most effective…. But you need a mandate.</div>
<div class="MsoNormal">
A mandate may have consequences… It may just be a backstory…
but you have to consider that none of this exists..</div>
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<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
HW: Explore Mandate.
Look at the places where you’re coaching. What is your mandate? Where is your own range?</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Is there an element of power… as if you decide to coach a
colleague, now you’re listening to them at arm’s length and this could destroy
your colleagiality?... </div>
<div class="MsoNormal">
Roger: my answer to this is transparency. Then you have to determine if your mandate is
sufficient to interrupt the conversation to introduce your thoughts
transparently. This graphic is just a
way to make explicit what is already going on in you… probably
inefficienty. </div>
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<br /></div>
<div class="MsoNormal">
What if someone just taught you now as an adult to brush
your teeth for the first time. This
would feel weird at first. How do you
make this transparency without making it too awkward in a group? What are the boundary conditions to have in
place to have a successful c/f model?</div>
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<br /></div>
<div class="MsoNormal">
“Doing the least amount of possible is best”… This is just
about being present. </div>
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Roger: if you’re really present, then there is no “other”…
most of the things I do distract me from being present.</div>
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<br /></div>
<div class="MsoNormal">
“Range” means your needs are met…. But Bohm talks about
suspension of apparent necessity. This
is the fundamental source of suffering – a perceived need not being met.</div>
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<br /></div>
<div class="MsoNormal">
What are the entry conditions for any intervention.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
If I’m to engage in pushing an adaption of capacity building
(for instance) it can appear as violent to the people. So can you make a container for this?</div>
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<br /></div>
<div class="MsoNormal">
Transactional model: knowledge for money… like
teaching. This could be suffering. Because it deletes the meaning and value of
connectedness. </div>
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<br /></div>
<div class="MsoNormal">
For Roger, the background conditions of his C/F process …
context to serve and be community, is it aspirational?… is that if this is
something that they’d be doing anyway… is good (for him). The (normal) money transaction is a
byproduct. Can I practice unconditional
positive regard? </div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Karma yoga is about the recognition of obligation with no
thought of return… yes, this is impossible… but most of the time, you have this
little thing…”what am I going to get”.. you need to be conscious of when you
have expectation of return. </div>
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<br /></div>
<div class="MsoNormal">
Roger: My experience in the check in is suffering because of
the system that I have to do something about it…. You ability to be in the
apparent present suffering of “others” may exceed your range…. This can also
happen with the exceeding happiness of others.</div>
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<br /></div>
<div class="MsoNormal">
If we’re considering these things, how does this manifest
itself in practice?</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
If someone close to you is in pain, you may not be able to
remain within range as you will WANT to “fix” them..</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
If we engage in a translational coaching, then we are being
manipulative behavior? But some things
are simply translational. </div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
To what degree are you attached to an implicit or explicit
necessarily, and how do you bypass or engage that?... </div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
You are manipulative if you are engaging in an interaction
with an understanding that the other doesn’t have. </div>
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<br /></div>
<div class="MsoNormal">
So Pete realizes that this session has provided him the
opportunity to finish his HW!</div>
<div class="MsoNormal">
In coaching (and all other interactions), the structure I would
want in place is that my actions (whether transparent or covert) would be
consistent with the relationship we both knowingly accept.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
-Pete </div>
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<br /></div>
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<br /></div>
<div class="MsoNormal">
<br /></div>
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<br /></div>
<div class="MsoNormal">
<br /></div>Dianne DeTurrishttp://www.blogger.com/profile/01572622189843007319noreply@blogger.com0tag:blogger.com,1999:blog-3831028286869023149.post-61962802834270132402011-10-03T22:48:00.000-07:002011-10-18T21:38:12.485-07:00Workshop Notes September 30<div class="MsoNormal" style="line-height: normal; margin: 0in 0in 0pt; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Facilitation and "Coaching" Workshop Notes, September 30</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">After introductions of several new participants, we checked in to class and then Roger told us a story. Sometimes he is asked by companies to come in as a consultant and “motivate our apathetic employees.” Roger says that employees are highly motivated, just not, evidently, for what the management wants. Management doesn’t always understand this, so Roger turns these jobs down. Just like the rest of us, the actions of the employees are naturally correlated to their perceived future. We could be seeing a pattern of the past that gets extended to the future, or the future might be based on personal experience. For example, grades are perceived to correlate to jobs, and a B grade might have associated with it an imagined future salary that is $10,000 per year lower than an A. </span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> </span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">The concept of motivation brings up whether actions are universally positive. Your actions are positive in your world view, aren’t they? Carl Rogers’ assumption is that behavior is logical in the context of one’s own life. If another person’s actions don’t seem positive to you, you don’t have their world view. </span></div>
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<br /></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">So our class needs to process this. I heard Roger say that unconditional positive regard is an assumption, but I also heard him say it's impossible to be true. Now what do we do?</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">If you are Jean Francois, then you can have unconditional love, with notable exceptions for serial killers and Hitler.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">If you’re Carol, you aren’t quick to judge and you make a lousy juror.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">If you’re Pete, then you don’t hold it against a mountain lion that it would eat you if it could.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">If you’re Nina, then you could love the person, but not the behavior.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">If you’re Trevor, you’re amused by how all these comments are just zipping by each other.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Roger hopes our class can help us reveal our pre-existing models and in that way be conscious about what we do and thus have a choice about it. Roger says we’ll be investigating the quality of our attention. But wait, says Kurt, what do you mean by quality? Quality could be right, wrong, same, or other. Examples of qualities include fixed, open, sharp, mushy, etc. Roger admits his attention can have qualities of intolerance, judging, and doubting. He’s trying to convince us he’s human. Ha.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Jean Francois’ position indicates there is a right and wrong, so unconditional positive regard is for 95 % of people. Roger helps by defining “practice” to be the other 5%, and we should all just try to have moments of unconditional positive regard since it can’t be maintained at all times. </span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Neil brings up the concept of triangulation in teaching, that students are motivated to follow you. We coach the students, they in turn coach us to be more effective. Neil will have to fill us in on how the details work. </span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Roger says that curiosity is a key feature of facilitation. You can imagine that you don't care about your student, but you really do. Lynn suggests that maybe professoring is not necessary (don’t spread it around) since learning is natural and it can happen without us professor types. Well Roger fills us all in on how students are always actively engaged, we just don't know what in. Hmmm.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Dan says that a critical element of facilitation is the level of engagement of your audience. But how do you know if someone is engaged? Drew told of a study that tried to measure it, but Drew wasn't convinced it was true. The study indicated that the students are most engaged in your lecture after the first five minutes and it lasts for about 10 min. Roger’s technique for assessing the level of engagement is pretty transparent, he asks students directly “why the hell are you here?” Well that oughta do it. For the rest of us, we can teach by following the Creative Model of Facilitation that says that the learning wouldn't accidentally happen on its own. It is distinct from the Mechanistic Model which says “I teach, you learn or not.” I’ve had those days, haven’t you?</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Ask a student why they are in class, and eventually the subject of survival will appear. Our dominant paradigm right now is money, and that brings up an example that describes the concept of range. Range is how far you can participate in the creative process. Eventually you can’t take it anymore, when asked “and what does that make possible?” one too many times. Range can look like boredom, humor, anger, exhaustion, etc. You should try to recognize your own range and observe someone else's. You can easily get someone else to range. I tried, it was easy. Recognizing my own range is tougher. But, that’s your homework now, so go try.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">What is missing from an environment that has successful coaching? Permission. Structurally, what do you want to be present to be safe? We are going to talk about this next week with our fellow participants. Notice this process over the next week:</span></div>
<pre><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"></span></pre>
<pre><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">You have an Event. Immediately you have a moment of choice, you can bypass it, let it go, or you can engage it. </span></pre>
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">If you engage it, you have a choice to do so internally or externally. Somehow blogs don't let you draw the picture for that. Oh well. </span><br />
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Dianne </span><br />
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<br /></div>Dianne DeTurrishttp://www.blogger.com/profile/01572622189843007319noreply@blogger.com2tag:blogger.com,1999:blog-3831028286869023149.post-61637366570747587562011-10-03T22:41:00.000-07:002011-10-03T22:41:19.527-07:00Workshop Notes September 23<div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;">Facilitation and “Coaching” Workshop September 23, 2011</span></span></b></div>
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<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;">Roger Burton is our Facilitator for Facilitation. Roger doesn’t like the term “Coaching.”</span></span></div>
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<span style="font-size: 12pt; line-height: 115%;"><a href="mailto:rogersburton@gmail.com"><span style="font-family: Calibri;">rogersburton@gmail.com</span></a></span></div>
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<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;">Three Levels:</span></span></div>
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<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;">For Self, the term is Coaching</span></span></div>
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<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;">For a Group, the term is Facilitation</span></span></div>
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<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;">For an Organization or System, the term is Design</span></span></div>
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<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;">This workshop will concentrate on the first two, the third will hopefully be the focus of the winter term workshop.</span></span></div>
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<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;">Roger talks about the difference between an espoused vs lived model, and that we have a model for facilitation already in use, and then most importantly, that models are useful, although they are not correct. </span></span></div>
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<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;">Roger sees the class as one conversation for the entire quarter, and that all organizational change is in effect one conversation, since it’s about a narrative.</span></span></div>
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<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;">You listen through your expectations, your expectations affect your listening. So true!</span></span></div>
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<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;">The structure of facilitation also affects the outcome. We will make a coping mechanism to deal with the structure of the particular classroom we are meeting in. We can turn off the lights; that might help. That’s a coping mechanism, and the one thing you need to know is that coping mechanisms lead to more coping mechanisms (and just ask Roger, he’ll tell you that eventually there were no more birds.)</span></span></div>
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<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;">Participants introduced themselves and talked a bit about their expectations for the class.<span style="mso-spacerun: yes;"> </span>Roger always likes to hear where people are when they come in. I’m not sure how he keeps it all straight, but he does.</span></span></div>
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<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;">Amy talked about her model of coaching, and how you can remove yourself from the experience, which affects your memory of an experience. She uses a structural basketball example of placement of your elbow and how that affects your shot. A very straightforward coaching. </span></span></div>
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<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;">Adrienne’s model of coaching distinguishes between overt and covert (passive). Roger doesn’t like the words overt and covert, so we’ll use active and non-active in the future. We need to separate the process from the result. Ginger sees hierarchy in Adrienne’s model.<span style="mso-spacerun: yes;"> </span>You get credit for your “coaching”, and coaching is equivalent to teaching for a faculty member. You want to be active to get the credit, but be non-active to be effective with the student. What an irony! Coaching implies power to Nina.</span></span></div>
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<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;">Roger says that this quarter we will discover where our attention has been fixed, so if we are aware of it, we can make a choice about it for the future. </span></span></div>
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<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;">Our homework for this week is self observation.<span style="mso-spacerun: yes;"> </span>Notice coaching and facilitation, how do you recognize it when it’s happening? What are the boundary conditions?</span></span></div>
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Dianne DeTurrishttp://www.blogger.com/profile/01572622189843007319noreply@blogger.com0