Important question for skilled Alexander teachers who STILL haven’t cracked the code on marketing & would love an easy option that would immediately get them unstuck…
Engagement & Retention
Attraction-Engagement-Retention
What if there was a way to take everything you already know about A.T.. All you experience and with a few tweaks. reframe. Shift in your mindset. Recalibrate-adjust-amend-modify-revise-reexamine
Let’s face it
Building a sustainable business in today’s market is pretty tough no matter what you happen to be offering…
And when you’re an Alexander teach and you’re trying to bring new students into your practice, as Tony Soprano might say…
Fuggedaboutit!
How To Make More Money From Your Alexander Practice Without Changing Your Marketing, Finding More Students
or Raising Your Hourly Rate!
The missing link
The secret sauce
Make them feel good about themselves
![](data:image/png;base64,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)
Before I Tell You all about This
Program…let me tell You Who this program is really for…
You’re an open-minded, forward-thinking teacher who’s tired of falling short of what you know is possible for yourself and your business. You’re ready to start building a teaching practice that allows you to impact more people and make an income commensurate with the true value of the Alexander work so that you can have the kind of lifestyle that maintains a good balance of income, security, enjoyment, service and freedom.
So if you’re…
- a long time Alexander teacher who is looking to finally have a reliable way to consistently attract enough new students to maintain a robust teaching practice or…
- a recently certified A.T. teacher wanting to get off on the right foot by understanding enough about current marketing best practices to take advantage of the power of the internet or…
- an Alexander teacher who realizes that global health crises could become the “new normal” and that having the skill to teach A.T. effectively online would be a considerable hedge against loss of income or…
- Someone deeply committed to raising the profile of the Alexander work around the world by educating the public as to the immense value of the Alexander Technique as problem solving tool for people of every walk of life then…
You’re in the right place because next I’m going to describe how Teach A.T. Online will provide the tools, inspiration & support you’ll need on your journey to build a lucrative, “bulletproof” A.T. practice. Now you’re probably asking.
What is Primal Alexander™?
PrimalAlexander™ (P.A.) is a step-by-step A.T. teaching system informed by Alexander’s ‘Evolution of a Technique’, the work of Dr. Frank Pierce Jones and Marjorie Barstow & my more than 4000 hours of research into online teaching & teacher training.
It’s a comprehensive, hands-free, distance teaching method that’s already proving to be of tremendous benefit to a growing community of Alexander teachers hailing from a wide variety of training backgrounds.
Primal Alexander-Level One is my 12 week entry level training for Alexander teachers serious about learning an authentic, non-compromising, comprehensive way to teach the Alexander Technique, online or in person, without any hands-on.
It’s part of my post-graduate training program for Alexander teachers looking to reach, teach and keep more new students using the internet both as a teaching and marketing medium.
This course will erase any doubts you may have about the effectiveness of online teaching because you will be able to see for yourself the effect it has upon you and your students.
Primal Alexander-Level One will build your confidence in the power of online teaching and will provide you with the skills & strategies needed to teach powerful Alexander lessons without having to use your hands.
By the time you finish this program here’s some of what you’ll have learned…
- How to facilitate the Primary Control w/o hands-on immediately in a first lesson
- How to accurately observe the quality of a student’s Use on a computer screen
- 15 Self-study activities that improve a student’s use between classes
- A blueprint for an introductory lesson for a brand new student or group
- How to use your voice to induce ease in a student
- The basics of how to conduct group classes online
- How to begin marketing yourself as an online A.T. Teacher
Here’s How It works…
Primal Alexander™ uses a step by step approach to teaching The Alexander Technique that focuses on teaching students how to experiment effectively with their thinking and their movement.
By applying a unique kind of Directing alongside a graduated series of self-study “études”, Primal Alexander™ provides students and teachers with a straightforward, easy to follow blueprint for improvement and empowerment.
P.A. is a self-healing process that uses Inhibition & self-observation to create a gap between the stimulus to act and our response.
In that gap, timely constructive thinking allows our native movement intelligence to preempt our habitual way of moving while it reinforces the neural pathways that lead to better Use at that moment and in the future.
Three of the assets within Primal Alexander™ that any Alexander teacher can immediately incorporate into their teaching and self-care are this Level One course. They are:
- An awareness process called ThreeEasyQuestions™,
- A collection of home-study activities called TheÉtudes™ &
- A mind frame called ThePrimaryConcern™
1. ThreeEasyQuestions™
3EasyQuestions™ is my approach to teaching constructive conscious control. It’s based on the simple discovery that when a person directs their attention to places of relative ease in their body, the head/neck reflex is facilitated.
Here’s how it works:
When exploring the possibility of easier movement, after inhibiting, in the gap between stimulus and response, instead of traditional orders or directing, you quickly assess these three things about yourself in sequence:
- Where you’re currently noticing places of relative ease,
- What effect noticing that ease is having on your general Use
- How that effect is changing as you begin to engage in your activity.
This gentle, but focused curiosity about the ease you’re currently experiencing shifts your attention in a way that circumvents your usual habit patterns.
It facilitates the Primary Control which reorganizes your movement on the fly, allowing you to perform the activity with increased ease.
As a form of Constructive Thinking, 3EasyQuestions™ allows the actual direction to come from the natural adaptive response of your nervous system.
You make a conscious choice to direct your attention to ease and then stand back and notice what happens. This prevents you from imposing a habitual feeling-based concept of forward, up, head, neck or body upon the process.
3EasyQuestions™ is a new take on constructive conscious control that is so easy to implement it can be taught to a brand new student in a first lesson.
In the hands of a teacher, it also becomes a potent self-healing tool that reveals and erodes deep habitual patterns that tend to be imperceptible & therefore impenetrable.
2. TheEtudes™
TheÉtudes™ are the “lightweight” home study activities that students do for a few minutes every day. They form the practice material they use to actualize what they are learning in the group class.
Like the Études in classical music pedagogy, these are studies; opportunities for students to learn specific skills in a simplified, focused setting. When done regularly the Études…
- Give students a simple & revealing way to practice directing.
- Keep them engaged with their studies between lessons.
- Empower them in their own learning.
- Provide a way of facilitating the Primary Control on their own.
- Give them a way to improve their Use whenever they want.
- Teach Inhibition, Non-doing and Directing quickly.
- Improve their sensory appreciation.
- Develop the awareness they’ll need to apply the Technique in any activity.
3. ThePrimaryConcern™
The Primary Concern is the foundational concept that underlies all of PrimalAlexander. It is the root formulation of the self-experimental process that Alexander pioneered. The Primary Concern takes the form of the question:
What’s happening to my Use as I _____?
(with any activity occupying the blank)
When you can ask and answer that question a few times during an activity, you’ve begun to “think in activity” and it’s the key to understanding how the “end” you’re trying to gain is affecting the “means whereby” you’re using yourself. Namely, how the manner in which you are doing things NOW is affecting your present and future ability to function efficiently.
Asking that question brings the “end” and the “means whereby” into the same frame so that you’re able view the changes in each simultaneously.
That way, when the way you’re doing something begins to interfere with your coordination, you become aware of it and have a chance to make a change.
That’s the bigger picture of how the Études function in Primal Alexander. Through consistent daily practice, they quickly teach a student the value of “thinking in activity” and a simple way to do it.
The Central Importance
of Experimentation
Dr. Frank Pierce Jones
“A new field of practical experimentation on the living human being”
The quote above is from the beginning of the use of the self; it’s it’s Alexander’s summation of his work. In my opinion, The key to getting the most out of Alexander’s discoveries is to follow him (as best we can) down the road of self experimentation.
As a step by step, systematic learning and teaching process, first and foremost, Primal Alexander™ is designed to improve your Use by teaching you, how to EXPERIMENT!
That is, how to use movement, experimentation, observation and desire for change as the means whereby one can systematically improve the quality of one’s own Use of themselves.
By applying a unique kind of directing and a graduated series of self-study “études”, Primal Alexander™ provides students and teachers with a straight forward, easy to follow blueprint for continual improvement.
It’s a self-healing process that uses Inhibition & self-observation to create a gap between stimulus and response that allows our native movement intelligence to preempt our habits of movement while reinforcing the neural pathways that lead to better Use right now and in the future
In that gap, our native movement intelligence can offer up an alternative to our habitual way of moving while it reinforces the neural pathways that lead to better Use now and in the future.
In this course you will learn how to become aware of (and then subsequently untie) the psycho-physical knots that limit your effectiveness as practitioner and teacher of the Alexander Technique.
With an assortment of new tools and objective feedback from me and the other members of this course you’ll be able to enhance and refine your teaching much more quickly, assuredly and easily than you can on your own.
Here are some of the training assets:
- Teachers15™(The 15 Etudes teachers do daily)
- 10 Week Game Plan For Teaching TheStudentEtudes™
- Blueprint for a 45 minute, one on one first lesson
- Intro to SubtleMovementEmpathy™ (Observation)
- Intro to VoiceTouch™ (Using your voice to induce improvement)
- Intro to HiveMindfulness™(Teaching groups online)
- Intro to ConstructiveConversing™(Verbal teaching strategies)
- Intro to MeansWherebyMarketing™ (Building a following online)
The HandsFree Teaching skills you will acquire in this course will enable you to teach authentic and powerful Alexander Technique lessons in situations where hands-on guidance is either not optimal or, in some cases, not even possible.
The bottom line is that you’ll discover an elegantly simpler way to “stick to principle” and “Think in Activity”. And you’ll do both more fully and more often in your teaching and in your daily life so that you can more deeply enjoy and share Alexander’s wonderful work with the world.
By the end of this course,
you will have:
- Developed the ability to facilitate a student’s Primary Control without hands on over the internet
- Deepened your sensitivity to the subtle changes in movement that reveal the fluctuations in someone’s use throughout out an activity
- Accelerated the improvement of your own Use through regular practice of the DailyEtudes and consistent experimentation with your conscious choices
- Further clarified your practical understanding of how to apply Inhibition, Non-Doing and “Thinking in Activity” in your daily life
- Extended your influence as a teacher and thought leader by sharing your skills and knowledge through a variety of media
- Eliminated mindset habits that have interfered with your teaching and your ability to share your work.
- Learned how to orchestrate a 30 minute handsFree for a single student or a group
- Understood how marketing yourself as a teacher is just another way of expressing your teaching
- Eliminated any doubts about the true potential of online teaching
- Developed enough confidence in your teaching to share it in as many places as you can
- Understood why so many Alexander Teachers are adding the Primal Alexander études to their daily practice and are teaching them to their students
1. What changes have you noticed in yourself as a result of the course?
New Focus on Ease…
“The new focus on facilitating ease on the spot, whatever I do wherever I am is always so delightful and so empowering. I am more myself in certain situations and after 20 years of AT and I worked all these years quite regular, I now have a mental working tool to speak ‘when I am ready to speak’ Can’t believe what took me so long . Hahaha Thank you for that especially!”
Staying with myself…
“There are so many! One is my trust in myself. My observation has improved greatly. Noticing what happens in me as I see another person or as I see a movement has helped me to be more responsive to my students. Staying with myself is improving. I would also say being with stressful situations in a new way gave me a new tools to be with uncomfortable feelings and to trust the place I am meeting in myself. I’ve also noticed an overall softness and clearer expression of myself.”
Life-Long Learning Tool
“Gosh, where do I start?! It has changed and opened up my thinking in all sorts of ways. The reason I have always loved and been passionate about AT is because it is a life-long learning tool, and I’m always amazed and delighted by how my thinking can be challenged, changed and opened out – I just didn’t expect this from online work.”
Greater ability to Recognize EndGaining
“Changes in thinking that affect use. Changes in use that affect sensitivity; Greater capacity to recognize and accept unusual sensory experience. A decrease but not a cessation, of the desire to “fix things that are wrong” Greater ability to recognize end-gaining. Greater confidence in my agency as a teacher.”
I’m Picking Up More Subtle Things…
“I’ve noticed that I am picking up more subtle things that my students are doing to themselves than I could at the beginning of the course. I’ve also noticed that I am not getting stuck in feeling as much as I was at the beginning of the course. My constructive thinking seems to be much clearer with less internal dialogue going along with it.”
Much Easier To
Access Ease…
“I generally feel calmer, less reactive, and more objectively observant of myself and others.
I find it much ‘easier’ to access ease through Primal Alexander than through traditional ordering/directing.”
2. In what way has Primal Alexander™ added to your understanding of Alexander’s Discoveries?
The Freedom of Choice That Emerges…
The essential business of non interference. The freedom of choice that emerges from directing attention as opposed to “doing” directions. The Glimpses of experience of the resistance caused by habit dropping away to release movement… The renewal of each zero/moment being a new event rather than a sustained “something“
A Step in The Right Direction…
In a way, Primal Alexander has really saved me as an AT teacher. Primal Alexander brought me so much closer to FM’s process.He connected visual perceptions with kinesthetic ones over many years. He did not receive a series of hands on lessons and then try and recreate what someone else helped him feel. All that to say I think Primal Alexander is a step in the right direction.
Asking Just This
One Question…
Just This One Question Read More
I learned more about the thinking process, the constructive thinking in a deeper way. It is so stripped down by asking just this one question. It makes it in a way easier to look more closely to what’s happening in oneself.
Hidden Treasures…
“The sheer magnitude of transformation the course had on me and the hidden treasures of your simple movement exercises!!!”
Conscious Expansion…
“I’m understanding how this regular, systematic training of my conscious thinking isn’t limiting – instead it provides a framework from which the expansion of conscious thinking is enabled.”
The Primary Control…
“I’m finding out just how primary Primary Control REALLY is!”
3. What do you think Primal Alexander adds to the lexicon of Alexander Technique teaching in general?
Ingenious!
An ingenious take on the Technique!
Legitimate!
It offers a completely legitimate and in depth way to explore the work!
The Origins of A.T.!
It takes you back to the origins of A.T. and brings you into a deeper consciousness!
The Use of The Self
Primal Alexander™ gives a clear and specific way of experiencing and practicing the process that FM Alexander describes in The Use of the Self, namely, how to pause in the face of a stimulus, direct myself, and move with constructive thinking.
Looking After Yourself
I think it’s a fantastic tool for teaching people how to look after themselves without relying on a teacher’s hands ‘fixing them’. As the crux of AT is self/Self discovery, PA really enables people to THINK for themselves.
Responsibility
I’d say it is THE WAY to teach the Alexander Technique because of the way it puts the responsibility for change directly where it belongs: ON THE STUDENT
Learn The Essential Skills Needed To Teach
Exquisite Alexander Technique Lessons Online!
$1497
Starting Tuesday 2/1/22
“I am not going to teach you what is
right. I will help you find out what
is causing you to be wrong.”
Re:Evolution of a Technique
If you’ve managed to get this far, the odds are that you probably have a pretty good idea of what’s on offer here.
In early March, when the Corona virus crisis became inescapable, so did the need for Alexander teachers to at least take a look at teaching online.
More than 700 Alexander teachers showed up for the workshops I taught with the help of Jennifer Roig-Francoli those three weekends and it was wonderful to able to share some of the things I’ve been exploring.
Now, just a few months later, lots more people are both teaching online and training teachers to teach online which is great thing for our community, for the world and for the work itself.
While it’s certainly true that after taking this 12 Week introductory course you’ll be better able to adapt what you already know about teaching Alexander’s work to possibilities and limitations of this new medium, the real value of what you’ll be learning, I think, goes way deeper than that.
On the personal side, you will have in your possession a brand new set of tools that you can use to literally follow in Alexander’s footsteps.
Your increasingly acute self-observational ability when combined with a deepening commitment to change through experimentation will greatly speed the improvement of your own Use of yourself.
On the teaching side, all the wonderful work you’ll be doing on yourself will infuse your lessons with new insights and a new spooky sensitivity.
You’ll be able to use your deepening empathy and clarity to help your students to first uncover and then untie their habitual psycho-physical knots on their own.
Primal Alexander, Level 1 is more than just a few activity tricks that you can do with your students online until this Corona virus cloud lifts.
It’s a first look at a rich, robust and nuanced new angle on the groundbreaking science that Alexander invented more than a century ago in order to save the career he loved so deeply.
It’s also an invitation to become part of a lively international community of like-minded learners that continues to expand…
It’s an additional means whereby your personal growth can instantly become the gift of transformation for your students and anyone you come in contact with…
Finally, for anyone who loves this work, it’s another way to utilize and share the many amazing treasures that that constitute The Alexander Technique at a time when the World just might need them more than ever.
Thank you for your attention. I hope you decide to join us in class!
Cheers,
Mio