<?xml version="1.0" encoding="utf-8"?><!--RSS Feed Generated by www.firefishsoftware.com - Fri, 12 Jun 2026 18:09:27 GMT.--><rss version="2.0" xmlns:ffAdvert="http://www.firefishsoftware.com/" xmlns:atom="http://www.w3.org/2005/Atom"><channel><title>Elementa Support Services - Latest Vacancies</title><link>https://vacancies.elementa.org.uk/</link><atom:link href="https://vacancies.elementa.org.uk/rss/adverts/latest.aspx" rel="self" type="application/rss+xml" /><description>All of the latest vacancies from Elementa Support Services.</description><copyright /><language>en-gb</language><pubDate>Fri, 12 Jun 2026 18:09:27 GMT</pubDate><generator>www.firefishsoftware.com</generator><item><title>SEND 1:1 Learning Support Mentor</title><description><![CDATA[<p><img 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<h2><strong>SEND 1:1 Learning Support&nbsp; Mentor - Autism, ADHD, trauma, SEMH</strong></h2>

<h2><strong>Type: Temp-to-perm contract (via 60 day trial)</strong></h2>

<h2><strong>Details: Full-time (Monday to Friday, 9:30am - 3:30pm)</strong></h2>

<h2><strong>Location: Stoke Hill, Exeter</strong></h2>

<h2><strong>Start Date: ASAP</strong></h2>

<h2><strong>Pay/Salary: &pound;15.38ph - &pound;17.95ph during trial (&pound;18,000 - &pound;21,000 p.a. perm equivalent actual salary)</strong></h2>

<p>&nbsp;</p>

<p>Our expanding Alternative Education Provision in the Stoke Hill areas of Exeter serves primary &amp;&nbsp;secondary-aged pupils with EHCPs relating to Autism, ADHD, SEMH &amp; trauma. Our Headquarters are based in Weston-super-Mare - <a href="https://elmtree-learning.org.uk/about-us-new/">Elmtree Learning Partnership</a>. Since 2022 we&#39;ve built a strong reputation for offering outstanding ALP based on our outlook, &quot;Every child. Every opportunity. The right opportunity.&quot;</p>

<p>Our ALP operate a &lsquo;revolving-door&rsquo; offering whereby students stay at the provision for up to 18 weeks, either on a full-time or part-time &#39;transition&#39; basis before returning to a mainstream education setting or attending a special school. The roles available are based on demand for learner places.</p>

<p>We are seeking someone with <u>previous experience</u> of having worked with learners that have SEMH and have experienced trauma who may have other needs relating to Autism, ADHD and trauma. The ideal person will be able to act as a positive role model and deliver an alternative education curriculum. We seek individuals that are skilled in recognising the emotional and educational needs of the learner and who are able to respond&nbsp;to and create appropriate&nbsp;learning activities &amp; opportunities around the needs of individual learners. Many of the learners have not engaged in education for a significant amount of time so commonly, an individual approach for each child is necessary.&nbsp;</p>

<p>If you have already had training in positive behaviour management&nbsp;such as Team Teach / PBM / MAPA&nbsp;and/or THRIVE training we would be particularly interested in hearing from you. If you have practical experience of working with children displaying challenging behaviour and are successful in your application for this post, Team Teach training will be offered free of charge and would be a requirement of the post.</p>

<p>The full-time working day is from 9:30am to 3:30pm, Monday to Friday. The preference is for full-time staff however there may be flexiblilty regarding fewer working days.</p>

<p><strong>It would be great to hear from you if you have&hellip;</strong></p>

<ul>
	<li>Experience of working with children who have had to overcome barriers and difficult situations</li>
	<li>The ability to engage parents in supporting children at home by helping to set boundaries and managing behaviour</li>
	<li>The desire to go through training and deliver ideas so that ideas&nbsp;can be implemented.</li>
	<li>Passionate about working with young people in education</li>
	<li>Have a good understanding of what makes an effective intervention strategy</li>
	<li>Are committed to safeguarding young people and helping them overcome difficulties</li>
	<li>Are committed to ensuring students maximise every opportunity to achieve academically and personally</li>
	<li>Are able to work within a dynamic and challenging environment</li>
	<li>Have excellent communication and teamwork skills</li>
	<li>GSCEs in English and Maths at grade C/4 or above</li>
</ul>

<p><u><strong>Employer Benefits</strong></u></p>

<ul>
	<li>Training opportunities</li>
	<li>Free Uniform</li>
	<li>Company events</li>
	<li>Private Healthcare (after trial completion)</li>
</ul>

<p>Whilst there are similarities, working at an Alternative Learning Provision does differ from working at a mainstream school setting. However, if you have experience as a Learning Support Assistant (LSA), Teaching Assistant, Behaviour Mentor, Youth Support worker or similar, we would still very much be interested in hearing from you.</p>

<p>The role is offered on a 60-day trial period with the intention to offer permanent contract after successful trial completion. This is&nbsp;a great opportunity for anyone looking for&nbsp;a role that offers training and progression opportunities within the organisation&nbsp;and to be part of a supportive organisation that has expansion plans in the near future.</p>

<p>This role is not suitable for applicants:</p>

<ul>
	<li>not currently based within the UK</li>
	<li>requiring employer sponsorship for UK right to work</li>
	<li>without UK schools experience</li>
</ul>

<h3>Why Work with Elementa?</h3>

<p>At Elementa Support Services, we take pride in understanding your career goals and matching you with roles that suit your skills and aspirations. With nearly 50 years of combined education recruitment experience across the South of England and beyond, our friendly, professional team are committed to providing a high standard of service, high standards of vetting and compliance, and ensuring you are supported every step of the way.</p>

<p>All applications will be managed by Elementa as the recruitment partner for this school. Elementa is committed to the safeguarding of children in all of their processes and all successful applicants will have a full prescreen to assess their suitability for the role. Any appointment will be subject to a successful interview process, satisfactory references, Safeguarding &amp; Prevent training, DBS Enhanced Disclosure (which may be chargeable at &pound;64.20 unless you have a DBS subscribed to the Update Service) and successful completion of (12 week / 60 paid day) employment trial period.</p>

<p>If you have the relevant skills and experience necessary for this role then please apply with your full up-to-date CV.&nbsp;<u><strong>Please ensure your CV is up-to-date and&nbsp;clearly defines your previous experience. </strong></u>All applicants will be promptly responded to.</p>
]]></description><link>https://vacancies.elementa.org.uk/job/send-11-learning-support-mentor-719.aspx</link><guid>https://vacancies.elementa.org.uk/job/send-11-learning-support-mentor-719.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/send-11-learning-support-mentor-719/apply.aspx</applyUrl><pubDate>Tue, 09 Jun 2026 09:17:13 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/send-11-learning-support-mentor-719/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>719</ffAdvert:ReferenceNumber><ffAdvert:Title>SEND 1:1 Learning Support Mentor</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>3307</ffAdvert:CompanyReferenceNumber><ffAdvert:JobType>Contract</ffAdvert:JobType><ffAdvert:Discipline>Alternative Provision</ffAdvert:Discipline><ffAdvert:Role>Learning Support Assistant/Mentor</ffAdvert:Role><ffAdvert:LocationArea>Devon</ffAdvert:LocationArea><ffAdvert:Location>Exeter</ffAdvert:Location><ffAdvert:Specialisation>SEND experience</ffAdvert:Specialisation><ffAdvert:SubSpecialisation>Social,Emotional &amp; Mental Health (SEMH)</ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Tue, 09 Jun 2026 09:17:13 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Tue, 23 Jun 2026 09:17:13 GMT</ffAdvert:ClosingDate><ffAdvert:Remuneration>£15.38 - £ 17.95 per hour</ffAdvert:Remuneration><ffAdvert:PostedBy>Laurence Hewetson</ffAdvert:PostedBy><ffAdvert:RecruiterEmail>laurence@elementa.org.uk</ffAdvert:RecruiterEmail><ffAdvert:RecruiterDirectDial>0117 325 9523</ffAdvert:RecruiterDirectDial><ffAdvert:MinimumPayment>15.38</ffAdvert:MinimumPayment><ffAdvert:MaximumPayment>17.95</ffAdvert:MaximumPayment><ffAdvert:PaymentRate>Per Hour</ffAdvert:PaymentRate><ffAdvert:Currency>GBP</ffAdvert:Currency><ffAdvert:Country>England</ffAdvert:Country><ffAdvert:RecruiterProfilePicture>https://vacancies.elementa.org.uk/webdocs/Elementa/Person/9/Profile/20221011_145336.jpg</ffAdvert:RecruiterProfilePicture></item><item><title>Learning Support Mentor - SEND: SEMH, trauma, ADHD, ASC</title><description><![CDATA[<p><span style="font-size:11pt"><span style="font-family:Aptos,sans-serif"><b><span style="font-size:18.0pt">Learning Support Mentor - SEND: SEMH, trauma, ADHD, ASC</span></b></span></span></p>

<p><span style="font-size:11pt"><span style="font-family:Aptos,sans-serif"><b><span style="font-size:18.0pt">Location: Plymouth</span></b></span></span></p>

<p><span style="font-size:11pt"><span style="font-family:Aptos,sans-serif"><b><span style="font-size:18.0pt">Start date: September 2026</span></b></span></span></p>

<p><span style="font-size:11pt"><span style="font-family:Aptos,sans-serif"><b><span style="font-size:18.0pt">Hours: Full-time, TTO (8:30am - 4:00pm, Monday to Friday, term-time only)</span></b></span></span></p>

<p><span style="font-size:11pt"><span style="font-family:Aptos,sans-serif"><b><span style="font-size:18.0pt">Type: temp-to-perm</span></b></span></span></p>

<p><span style="font-size:11pt"><span style="font-family:Aptos,sans-serif"><b><span style="font-size:18.0pt">Salary: &pound;111.30 - &pound;133.70 per day during trial period (15.90ph - &pound;19.10ph) - experience dependent</span></b></span></span></p>

<p>Our new special school for learners in year groups 6-9 (ages 11-14) is expected to open in September 2026 on the existing site already operating as an Alternative Education Provision</p>

<p>Elmtree Sands School will open based on the successes of learner outcomes at our 9 Elmtree Learning Partnership sites and Independent SEND School which have been operating since 2022 <a href="https://gbr01.safelinks.protection.outlook.com/?url=http%3A%2F%2Fwww.elmtree-learning.org.uk%2F&amp;data=05%7C02%7Claurence%40elementa.org.uk%7C6fc72b9e38c44fcacfc008dc8eb96acf%7Cbc94584658804be6b41858c0cff4950c%7C0%7C0%7C638542174216363123%7CUnknown%7CTWFpbGZsb3d8eyJWIjoiMC4wLjAwMDAiLCJQIjoiV2luMzIiLCJBTiI6Ik1haWwiLCJXVCI6Mn0%3D%7C0%7C%7C%7C&amp;sdata=tTCMZBK0k89jVmt9W44eZcmupbLHZi%2FXc0nkRBw5yOQ%3D&amp;reserved=0">www.elmtree-learning.org.uk</a> .&nbsp;</p>

<p><span style="font-family:Aptos,sans-serif">All of the learners we support are vulnerable and have an EHCP to define their additional needs or an EHCP in progress. Creativity, perseverance and an empathetic approach when working with them is key to engaging them in education and ensuring their progression.</span></p>

<p><span style="font-family:Aptos,sans-serif">We are inviting applications for Learning Support Mentors to join our new team, we have a number of opportunities available.</span></p>

<p><span style="font-size:11pt"><span style="font-family:Aptos,sans-serif"><span style="font-size:12.0pt">This role will involve:</span></span></span></p>

<ul>
	<li><span style="font-size:11pt"><span style="font-family:Aptos,sans-serif"><span style="font-size:12.0pt">Providing individual support to learners, often on a 1:1 basis</span></span></span></li>
	<li><span style="font-size:11pt"><span style="font-family:Aptos,sans-serif"><span style="font-size:12.0pt">Classroom and outdoor learning</span></span></span></li>
	<li><span style="font-size:11pt"><span style="font-family:Aptos,sans-serif"><span style="font-size:12.0pt">Using creative and formative education resources</span></span></span></li>
	<li><span style="font-size:11pt"><span style="font-family:Aptos,sans-serif"><span style="font-size:12.0pt">Following &amp; contributing to learner programmes</span></span></span></li>
	<li><span style="font-size:11pt"><span style="font-family:Aptos,sans-serif"><span style="font-size:12.0pt">Supporting emotional health &amp; wellbeing</span></span></span></li>
	<li><span style="font-size:11pt"><span style="font-family:Aptos,sans-serif"><span style="font-size:12.0pt">Team-work</span></span></span></li>
	<li><span style="font-size:11pt"><span style="font-family:Aptos,sans-serif"><span style="font-size:12.0pt">Safeguarding</span></span></span></li>
	<li><span style="font-size:11pt"><span style="font-family:Aptos,sans-serif"><span style="font-size:12.0pt">Education admin &amp; reporting</span></span></span></li>
</ul>

<p><span style="font-size:11pt"><span style="font-family:Aptos,sans-serif"><span style="font-size:12.0pt">For these Learning Support Mentor roles we&#39;re looking for someone with great people skills, professionalism, a positive outlook, good computer skills, a good standard of numeracy &amp; literacy and good communication skills. You should have good previous experience of working with learners that have SEND (mainly SEMH &amp; trauma) and have experienced other barriers or challenges to their education. We&#39;re building our next great team so if you love working with people who are dedicated to supporting young learners that strive to support their development in a positive setting, this is the role for you.</span></span></span></p>

<p><span style="font-size:11pt"><span style="font-family:Aptos,sans-serif"><b><i><span style="font-size:13.5pt">Every Child, Every Opportunity, The Right Opportunity</span></i></b></span></span></p>

<p><span style="font-size:11pt"><span style="font-family:Aptos,sans-serif"><span style="font-size:12.0pt">Our approach is to offer a bespoke and relevant learning program for each learner. Integration into standardised education opportunities and social integration is everything we do. No child should have their future negatively affected or be excluded in their later life due to the lack of access or support for education opportunities that are appropriate to their abilities &amp; strengths.</span></span></span></p>

<p><span style="font-size:11pt"><span style="font-family:Aptos,sans-serif"><span style="font-size:12.0pt">We believe strongly in people and look for people that have:</span></span></span></p>

<ul>
	<li><span style="font-size:11pt"><span style=""><span style="font-family:Aptos,sans-serif"><span style="font-size:12.0pt">Education-relevant qualifications in supporting teaching &amp; learning</span></span></span></span></li>
	<li><span style="font-size:11pt"><span style=""><span style="font-family:Aptos,sans-serif"><span style="font-size:12.0pt">good&nbsp;experience in&nbsp;supporting young people in an education setting</span></span></span></span></li>
	<li><span style="font-size:11pt"><span style=""><span style="font-family:Aptos,sans-serif"><span style="font-size:12.0pt">understanding and expertise in supporting learners with SEND</span></span></span></span></li>
	<li><span style="font-size:11pt"><span style=""><span style="font-family:Aptos,sans-serif"><span style="font-size:12.0pt">skills &amp; strategies in supporting emotional wellbeing</span></span></span></span></li>
	<li><span style="font-size:11pt"><span style=""><span style="font-family:Aptos,sans-serif"><span style="font-size:12.0pt">tenacity &amp; resilience to manage, influence &amp; effect positive behaviours &amp; decisions in learners</span></span></span></span></li>
	<li><span style="font-size:11pt"><span style=""><span style="font-family:Aptos,sans-serif"><span style="font-size:12.0pt">the ability to present a strong role model for young people, including having fun!</span></span></span></span></li>
	<li><span style="font-size:11pt"><span style=""><span style="font-family:Aptos,sans-serif"><span style="font-size:12.0pt">collaborative and pro-active working practices</span></span></span></span></li>
	<li><span style="font-size:11pt"><span style=""><span style="font-family:Aptos,sans-serif"><span style="font-size:12.0pt">a strong sense of responsibility &amp; work ethic</span></span></span></span></li>
</ul>

<p><span style="font-size:11pt"><span style="font-family:Aptos,sans-serif"><span style="font-size:12.0pt">Working with our organisation is a rewarding experience. We offer an enjoyable workplace with additional employment benefits:</span></span></span></p>

<ul>
	<li><span style="font-size:11pt"><span style=""><span style="font-family:Aptos,sans-serif"><span style="font-size:12.0pt">Bright HR - online HR management portal also offering partner discounts</span></span></span></span></li>
	<li><span style="font-size:11pt"><span style=""><span style="font-family:Aptos,sans-serif"><span style="font-size:12.0pt">Employee Assist - independent healthcare perks</span></span></span></span></li>
	<li><span style="font-size:11pt"><span style=""><span style="font-family:Aptos,sans-serif"><span style="font-size:12.0pt">Free training - role specific &amp; relevant, accredited training</span></span></span></span></li>
	<li><span style="font-size:11pt"><span style=""><span style="font-family:Aptos,sans-serif"><span style="font-size:12.0pt">Employee Support Assistant - dedicated colleagues to support our employees</span></span></span></span></li>
	<li><span style="font-size:11pt"><span style=""><span style="font-family:Aptos,sans-serif"><span style="font-size:12.0pt">Pension scheme</span></span></span></span></li>
	<li><span style="font-size:11pt"><span style=""><span style="font-family:Aptos,sans-serif"><span style="font-size:12.0pt">company events</span></span></span></span></li>
</ul>

<p><span style="font-size:11pt"><span style="font-family:Aptos,sans-serif"><span style="font-size:12.0pt">Applications are welcomed from candidates that meet the vast majority of the above job &amp; person criteria. We also recognise that many people who are interested in such a role may not have specific experience as detailed so we would still welcome an application from those that have substantial experience of supporting young people with SEND or other challenges in education.</span></span></span></p>

<p>This role is not suitable for applicants:</p>

<ul>
	<li>not currently based within the UK</li>
	<li>requiring employer sponsorship for UK right to work</li>
	<li>without UK schools experience</li>
	<li>without experience in the UK of supporting SEND</li>
</ul>

<p><span style="font-size:11pt"><span style="font-family:Aptos,sans-serif"><span style="font-size:12.0pt">All applications will be managed by Elementa. Successful applications will have a full-prescreen, interview, &lsquo;insight session&rsquo; and visit to one of our Alternative Provision or SEND School sites. Any appointment will be subject to a successful interview process, satisfactory references, DBS Enhanced Disclosure (which may be chargeable at &pound;64.20 unless you have a DBS subscribed to the Update Service) and successful completion of employment trial period.</span></span></span></p>

<p><span style="font-size:11pt"><span style="font-family:Aptos,sans-serif"><b><u><span style="font-size:12.0pt">Please apply with your full up to date CV. All applicants will be promptly responded to.&nbsp;</span></u></b></span></span></p>

<p>&nbsp;</p>

<p>&nbsp;</p>
]]></description><link>https://vacancies.elementa.org.uk/job/learning-support-mentor-send-semh,-trauma,-adhd,-asc-686.aspx</link><guid>https://vacancies.elementa.org.uk/job/learning-support-mentor-send-semh,-trauma,-adhd,-asc-686.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/learning-support-mentor-send-semh,-trauma,-adhd,-asc-686/apply.aspx</applyUrl><pubDate>Tue, 09 Jun 2026 09:17:13 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/learning-support-mentor-send-semh,-trauma,-adhd,-asc-686/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>686</ffAdvert:ReferenceNumber><ffAdvert:Title>Learning Support Mentor - SEND: SEMH, trauma, ADHD, ASC</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>3296</ffAdvert:CompanyReferenceNumber><ffAdvert:JobType>Contract</ffAdvert:JobType><ffAdvert:Discipline>Special School/Setting (SEND)</ffAdvert:Discipline><ffAdvert:Role>Learning Support Assistant</ffAdvert:Role><ffAdvert:LocationArea>Devon</ffAdvert:LocationArea><ffAdvert:Location>Plymouth</ffAdvert:Location><ffAdvert:Specialisation>SEND experience</ffAdvert:Specialisation><ffAdvert:SubSpecialisation>Social,Emotional &amp; Mental Health (SEMH)</ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Tue, 09 Jun 2026 09:17:13 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Tue, 23 Jun 2026 09:17:13 GMT</ffAdvert:ClosingDate><ffAdvert:Remuneration>£111.30 - £133.70 per day during trial period - experience dependent</ffAdvert:Remuneration><ffAdvert:PostedBy>Laurence Hewetson</ffAdvert:PostedBy><ffAdvert:RecruiterEmail>laurence@elementa.org.uk</ffAdvert:RecruiterEmail><ffAdvert:RecruiterDirectDial>0117 325 9523</ffAdvert:RecruiterDirectDial><ffAdvert:MinimumPayment>111.30</ffAdvert:MinimumPayment><ffAdvert:MaximumPayment>133.70</ffAdvert:MaximumPayment><ffAdvert:PaymentRate>Per Day</ffAdvert:PaymentRate><ffAdvert:Currency>GBP</ffAdvert:Currency><ffAdvert:Country>England</ffAdvert:Country><ffAdvert:RecruiterProfilePicture>https://vacancies.elementa.org.uk/webdocs/Elementa/Person/9/Profile/20221011_145336.jpg</ffAdvert:RecruiterProfilePicture></item><item><title>Learning Support Mentor - SEND: SEMH, trauma, ADHD, ASC</title><description><![CDATA[<p><span style="font-size:11pt"><span style="font-family:Aptos,sans-serif"><b><span style="font-size:18.0pt">Learning Support Mentor - SEND: SEMH, trauma, ADHD, ASC</span></b></span></span></p>

<p><span style="font-size:11pt"><span style="font-family:Aptos,sans-serif"><b><span style="font-size:18.0pt">Location: Plymouth</span></b></span></span></p>

<p><span style="font-size:11pt"><span style="font-family:Aptos,sans-serif"><b><span style="font-size:18.0pt">Start date: June 2026</span></b></span></span></p>

<p><span style="font-size:11pt"><span style="font-family:Aptos,sans-serif"><b><span style="font-size:18.0pt">Hours: Full-time, 9:30 - 3:30pm, Monday to Friday, term-time only</span></b></span></span></p>

<p><span style="font-size:11pt"><span style="font-family:Aptos,sans-serif"><b><span style="font-size:18.0pt">Type: temp-to-perm</span></b></span></span></p>

<p><span style="font-size:11pt"><span style="font-family:Aptos,sans-serif"><b><span style="font-size:18.0pt">Salary: &pound;15.38 - &pound;18.32 ph during trial period - experience dependent</span></b></span></span></p>

<p>Our new Alternative Provision for learners in year groups 6-9 (ages 11-14)is expected to open in February 2026 with a SEND School provision anticipated to open in September 2026.</p>

<p>Elmtree Learning Partnership Sands will open based on the successes of learner outcomes at our 9 Elmtree Learning Partnership sites and Independent SEND School which have been operating since 2022 <a href="https://gbr01.safelinks.protection.outlook.com/?url=http%3A%2F%2Fwww.elmtree-learning.org.uk%2F&amp;data=05%7C02%7Claurence%40elementa.org.uk%7C6fc72b9e38c44fcacfc008dc8eb96acf%7Cbc94584658804be6b41858c0cff4950c%7C0%7C0%7C638542174216363123%7CUnknown%7CTWFpbGZsb3d8eyJWIjoiMC4wLjAwMDAiLCJQIjoiV2luMzIiLCJBTiI6Ik1haWwiLCJXVCI6Mn0%3D%7C0%7C%7C%7C&amp;sdata=tTCMZBK0k89jVmt9W44eZcmupbLHZi%2FXc0nkRBw5yOQ%3D&amp;reserved=0">www.elmtree-learning.org.uk</a> .&nbsp;</p>

<p><span style="font-family:Aptos,sans-serif">All of the learners we support are vulnerable and have an EHCP to define their additional needs or an EHCP in progress. Creativity, perseverance and an empathetic approach when working with them is key to engaging them in education and ensuring their progression.</span></p>

<p><span style="font-family:Aptos,sans-serif">We are inviting applications for Learning Support Mentors to join our new team, we have a number of opportunities available.</span></p>

<p><span style="font-size:11pt"><span style="font-family:Aptos,sans-serif"><span style="font-size:12.0pt">This role will involve:</span></span></span></p>

<ul>
	<li><span style="font-size:11pt"><span style="font-family:Aptos,sans-serif"><span style="font-size:12.0pt">Providing individual support to learners, often on a 1:1 basis</span></span></span></li>
	<li><span style="font-size:11pt"><span style="font-family:Aptos,sans-serif"><span style="font-size:12.0pt">Classroom and outdoor learning</span></span></span></li>
	<li><span style="font-size:11pt"><span style="font-family:Aptos,sans-serif"><span style="font-size:12.0pt">Using creative and formative education resources</span></span></span></li>
	<li><span style="font-size:11pt"><span style="font-family:Aptos,sans-serif"><span style="font-size:12.0pt">Following &amp; contributing to learner programmes</span></span></span></li>
	<li><span style="font-size:11pt"><span style="font-family:Aptos,sans-serif"><span style="font-size:12.0pt">Supporting emotional health &amp; wellbeing</span></span></span></li>
	<li><span style="font-size:11pt"><span style="font-family:Aptos,sans-serif"><span style="font-size:12.0pt">Team-work</span></span></span></li>
	<li><span style="font-size:11pt"><span style="font-family:Aptos,sans-serif"><span style="font-size:12.0pt">Safeguarding</span></span></span></li>
	<li><span style="font-size:11pt"><span style="font-family:Aptos,sans-serif"><span style="font-size:12.0pt">Education admin &amp; reporting</span></span></span></li>
</ul>

<p><span style="font-size:11pt"><span style="font-family:Aptos,sans-serif"><span style="font-size:12.0pt">For these Learning Support Mentor roles we&#39;re looking for someone with great people skills, professionalism, a positive outlook, good computer skills, a good standard of numeracy &amp; literacy and good communication skills. You should have good previous experience of working with learners that have SEND (mainly SEMH &amp; trauma) and have experienced other barriers or challenges to their education. We&#39;re building our next great team so if you love working with people who are dedicated to supporting young learners that strive to support their development in a positive setting, this is the role for you.</span></span></span></p>

<p><span style="font-size:11pt"><span style="font-family:Aptos,sans-serif"><b><i><span style="font-size:13.5pt">Every Child, Every Opportunity, The Right Opportunity</span></i></b></span></span></p>

<p><span style="font-size:11pt"><span style="font-family:Aptos,sans-serif"><span style="font-size:12.0pt">Our approach is to offer a bespoke and relevant learning program for each learner. Integration into standardised education opportunities and social integration is everything we do. No child should have their future negatively affected or be excluded in their later life due to the lack of access or support for education opportunities that are appropriate to their abilities &amp; strengths.</span></span></span></p>

<p><span style="font-size:11pt"><span style="font-family:Aptos,sans-serif"><span style="font-size:12.0pt">We believe strongly in people and look for people that have:</span></span></span></p>

<ul>
	<li><span style="font-size:11pt"><span style=""><span style="font-family:Aptos,sans-serif"><span style="font-size:12.0pt">Education-relevant qualifications in supporting teaching &amp; learning</span></span></span></span></li>
	<li><span style="font-size:11pt"><span style=""><span style="font-family:Aptos,sans-serif"><span style="font-size:12.0pt">good&nbsp;experience in&nbsp;supporting young people in an education setting</span></span></span></span></li>
	<li><span style="font-size:11pt"><span style=""><span style="font-family:Aptos,sans-serif"><span style="font-size:12.0pt">understanding and expertise in supporting learners with SEND</span></span></span></span></li>
	<li><span style="font-size:11pt"><span style=""><span style="font-family:Aptos,sans-serif"><span style="font-size:12.0pt">skills &amp; strategies in supporting emotional wellbeing</span></span></span></span></li>
	<li><span style="font-size:11pt"><span style=""><span style="font-family:Aptos,sans-serif"><span style="font-size:12.0pt">tenacity &amp; resilience to manage, influence &amp; effect positive behaviours &amp; decisions in learners</span></span></span></span></li>
	<li><span style="font-size:11pt"><span style=""><span style="font-family:Aptos,sans-serif"><span style="font-size:12.0pt">the ability to present a strong role model for young people, including having fun!</span></span></span></span></li>
	<li><span style="font-size:11pt"><span style=""><span style="font-family:Aptos,sans-serif"><span style="font-size:12.0pt">collaborative and pro-active working practices</span></span></span></span></li>
	<li><span style="font-size:11pt"><span style=""><span style="font-family:Aptos,sans-serif"><span style="font-size:12.0pt">a strong sense of responsibility &amp; work ethic</span></span></span></span></li>
</ul>

<p><span style="font-size:11pt"><span style="font-family:Aptos,sans-serif"><span style="font-size:12.0pt">Working with our organisation is a rewarding experience. We offer an enjoyable workplace with additional employment benefits:</span></span></span></p>

<ul>
	<li><span style="font-size:11pt"><span style=""><span style="font-family:Aptos,sans-serif"><span style="font-size:12.0pt">Bright HR - online HR management portal also offering partner discounts</span></span></span></span></li>
	<li><span style="font-size:11pt"><span style=""><span style="font-family:Aptos,sans-serif"><span style="font-size:12.0pt">Employee Assist - independent healthcare perks</span></span></span></span></li>
	<li><span style="font-size:11pt"><span style=""><span style="font-family:Aptos,sans-serif"><span style="font-size:12.0pt">Free training - role specific &amp; relevant, accredited training</span></span></span></span></li>
	<li><span style="font-size:11pt"><span style=""><span style="font-family:Aptos,sans-serif"><span style="font-size:12.0pt">Employee Support Assistant - dedicated colleagues to support our employees</span></span></span></span></li>
	<li><span style="font-size:11pt"><span style=""><span style="font-family:Aptos,sans-serif"><span style="font-size:12.0pt">Pension scheme</span></span></span></span></li>
	<li><span style="font-size:11pt"><span style=""><span style="font-family:Aptos,sans-serif"><span style="font-size:12.0pt">company events</span></span></span></span></li>
</ul>

<p><span style="font-size:11pt"><span style="font-family:Aptos,sans-serif"><span style="font-size:12.0pt">Applications are welcomed from candidates that meet the vast majority of the above job &amp; person criteria. We also recognise that many people who are interested in such a role may not have specific experience as detailed so we would still welcome an application from those that have substantial experience of supporting young people with SEND or other challenges in education.</span></span></span></p>

<p>This role is not suitable for applicants:</p>

<ul>
	<li>not currently based within the UK</li>
	<li>requiring employer sponsorship for UK right to work</li>
	<li>without UK schools experience</li>
	<li>without experience in the UK of supporting SEND</li>
</ul>

<p><span style="font-size:11pt"><span style="font-family:Aptos,sans-serif"><span style="font-size:12.0pt">All applications will be managed by Elementa. Successful applications will have a full-prescreen, interview, &lsquo;insight session&rsquo; and visit to one of our Alternative Provision or SEND School sites. Any appointment will be subject to a successful interview process, satisfactory references, DBS Enhanced Disclosure (which may be chargeable at &pound;64.20 unless you have a DBS subscribed to the Update Service) and successful completion of employment trial period.</span></span></span></p>

<p><span style="font-size:11pt"><span style="font-family:Aptos,sans-serif"><b><u><span style="font-size:12.0pt">Please apply with your full up to date CV. All applicants will be promptly responded to.&nbsp;</span></u></b></span></span></p>

<p>&nbsp;</p>

<p>&nbsp;</p>
]]></description><link>https://vacancies.elementa.org.uk/job/learning-support-mentor-send-semh,-trauma,-adhd,-asc-687.aspx</link><guid>https://vacancies.elementa.org.uk/job/learning-support-mentor-send-semh,-trauma,-adhd,-asc-687.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/learning-support-mentor-send-semh,-trauma,-adhd,-asc-687/apply.aspx</applyUrl><pubDate>Tue, 09 Jun 2026 09:17:13 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/learning-support-mentor-send-semh,-trauma,-adhd,-asc-687/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>687</ffAdvert:ReferenceNumber><ffAdvert:Title>Learning Support Mentor - SEND: SEMH, trauma, ADHD, ASC</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>3345</ffAdvert:CompanyReferenceNumber><ffAdvert:JobType>Contract</ffAdvert:JobType><ffAdvert:Discipline>Alternative Provision</ffAdvert:Discipline><ffAdvert:Role>Learning Support Assistant/Mentor</ffAdvert:Role><ffAdvert:LocationArea>Devon</ffAdvert:LocationArea><ffAdvert:Location>Plymouth</ffAdvert:Location><ffAdvert:Specialisation>School Support Roles</ffAdvert:Specialisation><ffAdvert:SubSpecialisation>Learning Support Assistant</ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Tue, 09 Jun 2026 09:17:13 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Tue, 23 Jun 2026 09:17:13 GMT</ffAdvert:ClosingDate><ffAdvert:Remuneration>£15.38 - £18.32 ph during trial period - experience dependent</ffAdvert:Remuneration><ffAdvert:PostedBy>Laurence Hewetson</ffAdvert:PostedBy><ffAdvert:RecruiterEmail>laurence@elementa.org.uk</ffAdvert:RecruiterEmail><ffAdvert:RecruiterDirectDial>0117 325 9523</ffAdvert:RecruiterDirectDial><ffAdvert:MinimumPayment>15.38</ffAdvert:MinimumPayment><ffAdvert:MaximumPayment>18.32</ffAdvert:MaximumPayment><ffAdvert:PaymentRate>Per Hour</ffAdvert:PaymentRate><ffAdvert:Currency>GBP</ffAdvert:Currency><ffAdvert:Country>England</ffAdvert:Country><ffAdvert:RecruiterProfilePicture>https://vacancies.elementa.org.uk/webdocs/Elementa/Person/9/Profile/20221011_145336.jpg</ffAdvert:RecruiterProfilePicture></item><item><title>Apprentice Recruitment Operations Assistant</title><description><![CDATA[<h2><strong>Apprentice Recruitment Operations Assistant</strong></h2>

<h2><strong>Type: temp-to-perm</strong></h2>

<h2><strong>Pay: &pound;12.24 - &pound;14.25 per hour during trial</strong></h2>

<h2><strong>Start: ASAP</strong></h2>

<h2><strong>Hours: Full-time (Monday - Friday, 9am - 5pm, 35 hours per week)</strong></h2>

<h2><strong>Location: Weston Super Mare</strong></h2>

<p><span style="font-size:11pt"><span style="font-family:Calibri,sans-serif"><span style="font-size:10.0pt"><span style="font-family:&quot;Verdana&quot;,sans-serif">Elementa is a schools support and services company providing training services, staffing &amp; recruitment support, education consultants, behaviour support and other education-setting structure and governance services. In addition to this we have a rapidly expanding network of alternative education provisions through Elmtree Learning Partnership offering interim support to Primary &amp; Secondary school-aged learners who need support to achieve success in education. Our latest venture is an Independent Special School, Elmtree Grove School which is the first of the specialist schools we plan to open.</span></span></span></span></p>

<p><span style="font-size:11pt"><span style="font-family:Calibri,sans-serif"><span style="font-size:10.0pt"><span style="font-family:&quot;Verdana&quot;,sans-serif">We are seeking an individual to appoint and develop in the role via an apprenticeship pathway. Whilst no previous experience is necessary the kind of things we&#39;ll be looking for someone to have aspects of &amp; develop include, an eye for detail and a good understanding of background compliance &amp; vetting checks and processes as well as the ability to resource skilled personnel for both internal &amp; external employment opportunities. Working in any education setting with children requires extensive necessary background checks. Equally, swiftly sourcing the right people with the appropriate approach, personality &amp; skills is just as important. This is as much a people-orientated role as it is an admin role. As a person you&rsquo;ll need to demonstrate a positive attitude/outlook and a tenacious approach with excellent customer service skills! </span></span></span></span></p>

<p><span style="font-size:11pt"><span style="font-family:Calibri,sans-serif"><span style="font-size:10.0pt"><span style="font-family:&quot;Verdana&quot;,sans-serif">If you have good skills: on the phone, time management, general office admin, IT skills (Word, Excel, Outlook, etc.), strong work ethic, commitment and above all passion for what you do, then we want to hear from you. Previous experience or good understanding of compliance &amp; vetting, Safer Recruitment&nbsp;and safeguarding are highly desirable and may be an advantage in being considered for the role.</span></span></span></span></p>

<p><span style="font-size:11pt"><span style="font-family:Calibri,sans-serif"><span style="font-size:10.0pt"><span style="font-family:&quot;Verdana&quot;,sans-serif">Elementa is an independent company providing a range of direct &amp; partner services to schools, we strongly believe and work with the ethos &amp; outlook of ensuring everything we do benefits the young people that we are providing support for either directly or through their education setting. </span></span></span></span></p>

<p>Y<span style="font-size:11pt"><span style="font-family:Calibri,sans-serif"><span style="font-size:10.0pt"><span style="font-family:&quot;Verdana&quot;,sans-serif">ou&rsquo;ll be working with industry professionals that, as a team, have 45 years of education specific experience. We expect the best from each other and we all work to high standards. Equally, colleagues at Elementa are very realistic and approachable. We share ideas, have a positive outlook and above all, work to our values of being a solutions-orientated business. We work on reputation and most of the clients and candidates we work with, as well as parents in need, come to us on recommendation. If you understand the importance of doing the right thing all the time and going the extra mile, you&rsquo;ll have the right people skills and fit in with the person specification.</span></span></span></span></p>

<p><span style="font-size:11pt"><span style="font-family:Calibri,sans-serif"><span style="font-size:10.0pt"><span style="font-family:&quot;Verdana&quot;,sans-serif">On offer is a great working environment, friendly colleagues, future progression opportunities, a modern office, free parking, work events, competitive salary and Vitality Healthcare (available after completing probation.) You will also be able to enhance your earnings through additional incentive schemes.&nbsp;</span></span></span></span></p>

<p><span style="font-size:11pt"><span style="font-family:Calibri,sans-serif"><span style="font-size:10.0pt"><span style="font-family:&quot;Verdana&quot;,sans-serif">The successful applicant will commence the role on a trial basis and subject to satisfactory assessment, will progress onto permanent contract after a trial period.</span></span></span></span></p>

<p><span style="font-size:11pt"><span style="font-family:Calibri,sans-serif"><span style="font-size:10.0pt"><span style="font-family:&quot;Verdana&quot;,sans-serif">If you feel you fulfill all the key job requirements and could consistently work to the expected standards, please do apply straight away with your full, up to date CV.</span></span></span></span></p>

<p><span style="font-size:11pt"><span style="font-family:Calibri,sans-serif"><span style="font-size:10.0pt"><span style="font-family:&quot;Verdana&quot;,sans-serif">For this role, remote working may be available/offered after completing the trial period and in line with the needs of the business.</span></span></span></span></p>

<p><span style="font-size:11pt"><span style="font-family:Calibri,sans-serif"><span style="font-size:10.0pt"><span style="font-family:&quot;Verdana&quot;,sans-serif">The selection process is expected to be:</span></span></span></span></p>

<ul>
	<li><span style="font-size:11pt"><span style="font-family:Calibri,sans-serif"><span style="font-size:10.0pt"><span style="font-family:&quot;Verdana&quot;,sans-serif">Application</span></span></span></span></li>
	<li><span style="font-size:11pt"><span style="font-family:Calibri,sans-serif"><span style="font-size:10.0pt"><span style="font-family:&quot;Verdana&quot;,sans-serif">Pre-screen (by phone)</span></span></span></span></li>
	<li><span style="font-size:11pt"><span style="font-family:Calibri,sans-serif"><span style="font-size:10.0pt"><span style="font-family:&quot;Verdana&quot;,sans-serif">Shortlisting</span></span></span></span></li>
	<li><span style="font-size:11pt"><span style="font-family:Calibri,sans-serif"><span style="font-size:10.0pt"><span style="font-family:&quot;Verdana&quot;,sans-serif">Meeting in person (interview)</span></span></span></span></li>
	<li><span style="font-size:11pt"><span style="font-family:Calibri,sans-serif"><span style="font-size:10.0pt"><span style="font-family:&quot;Verdana&quot;,sans-serif">Appointment of successful candidate</span></span></span></span></li>
	<li><span style="font-size:11pt"><span style="font-family:Calibri,sans-serif"><span style="font-size:10.0pt"><span style="font-family:&quot;Verdana&quot;,sans-serif">Compliance &amp; Vetting checks (clearance)</span></span></span></span></li>
</ul>

<p>This role is not suitable for applicants:</p>

<ul>
	<li>not currently based within the UK</li>
	<li>requiring employer sponsorship for UK right to work</li>
	<li>without UK schools experience</li>
</ul>

<p><span style="font-size:11pt"><span style="font-family:Calibri,sans-serif"><span style="font-size:10.0pt"><span style="font-family:&quot;Verdana&quot;,sans-serif">Elementa will be the employer and will process all necessary compliance &amp; vetting in order to be able to work in a child-orientated environment in line with safer recruitment guidelines. Appointment for the role will also depend on satisfactory references and DBS Enhanced Disclosure application; or we can accept a DBS Enhanced Disclosure on ongoing subscription to the Update Service. A clear DBS is highly desirable but not specifically a barrier to being considered for this role.</span></span></span></span></p>
]]></description><link>https://vacancies.elementa.org.uk/job/apprentice-recruitment-operations-assistant-874.aspx</link><guid>https://vacancies.elementa.org.uk/job/apprentice-recruitment-operations-assistant-874.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/apprentice-recruitment-operations-assistant-874/apply.aspx</applyUrl><pubDate>Tue, 09 Jun 2026 09:17:13 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/apprentice-recruitment-operations-assistant-874/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>874</ffAdvert:ReferenceNumber><ffAdvert:Title>Apprentice Recruitment Operations Assistant</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>2</ffAdvert:CompanyReferenceNumber><ffAdvert:JobType>Contract</ffAdvert:JobType><ffAdvert:Discipline>Elementa</ffAdvert:Discipline><ffAdvert:Role>Recruitment Operations Assistant</ffAdvert:Role><ffAdvert:LocationArea>North Somerset</ffAdvert:LocationArea><ffAdvert:Location>Weston-Super-Mare</ffAdvert:Location><ffAdvert:Specialisation>Elementa</ffAdvert:Specialisation><ffAdvert:SubSpecialisation>Recruitment Operations Assistant</ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Tue, 09 Jun 2026 09:17:13 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Tue, 23 Jun 2026 09:17:13 GMT</ffAdvert:ClosingDate><ffAdvert:Remuneration>up to £24k pa</ffAdvert:Remuneration><ffAdvert:PostedBy>Laurence Hewetson</ffAdvert:PostedBy><ffAdvert:RecruiterEmail>laurence@elementa.org.uk</ffAdvert:RecruiterEmail><ffAdvert:RecruiterDirectDial>0117 325 9523</ffAdvert:RecruiterDirectDial><ffAdvert:MinimumPayment>85.47</ffAdvert:MinimumPayment><ffAdvert:MaximumPayment>91.95</ffAdvert:MaximumPayment><ffAdvert:PaymentRate>Per Day</ffAdvert:PaymentRate><ffAdvert:Currency>GBP</ffAdvert:Currency><ffAdvert:Country>England</ffAdvert:Country><ffAdvert:RecruiterProfilePicture>https://vacancies.elementa.org.uk/webdocs/Elementa/Person/9/Profile/20221011_145336.jpg</ffAdvert:RecruiterProfilePicture></item><item><title>Designated Safeguarding Lead (multi-site)</title><description><![CDATA[<h2><strong>Designated Safeguarding Lead (multi site)</strong></h2>

<h2><strong>Dates: ASAP - 23/10/2026</strong></h2>

<h2><strong>Location: Devon (Exeter &amp; Plymouth)</strong></h2>

<h2><strong>Salary: &pound;140 - &pound;179.49 per day (up to &pound;35k perm salary equivalent )</strong></h2>

<h2><strong>Hours: 900am - 400pm, Monday to Friday (term time only)</strong></h2>

<h2><strong>Type: Temp-to-perm contract</strong></h2>

<p>This role is suitable for <u>experienced applicants only</u>&nbsp;who have previously worked in a SEND-specifc Designated Safeguarding Lead role.</p>

<p>Applicants should have previous experience in the same/similar role relating to child safeguarding and be able to integrate quickly with the current team. It would be advantageous if you have experience/training in:</p>

<ul>
	<li>CPOMS</li>
	<li>Arbor</li>
	<li>Advanced Child Protection</li>
	<li>Previous work experience in a send-specifc education setting (Alternative Priovision / Special School)</li>
</ul>

<p>Key competencies&nbsp;sought are:</p>

<ul>
	<li>confident in speaking with parents</li>
	<li>experienced at working with external clients, agents, LA and service providers</li>
	<li>skilled at supporting children and recognising early signs for concern</li>
	<li>good at presentating&nbsp;information</li>
	<li>accurate with data</li>
	<li>good empathy &amp; interpersonal skills when working together with families</li>
</ul>

<p>&nbsp;</p>

<h2><strong>Elementa Education Group</strong>&nbsp;operates through 3 companies:</h2>

<ul>
	<li>Alternative Provision: <a href="https://elmtree-learning.org.uk/about-us-new/">Elmtree Learning Partnership</a></li>
	<li>Special Schools: <a href="https://elmtreegroveschool.org.uk/">Elmtree Grove School </a>&amp; <a href="https://sands.elmtreeeducation.org.uk/">Elmtree Sands School</a> (opening September 2026)</li>
	<li>School Services:<a href="https://elementa.org.uk/"> Elementa Support Services</a></li>
</ul>

<p>Our local growth and recent restructuring to a regional model means that we have this exciting DSL opportunity to join our company and work across our Devon Alternative Provision &amp; special school sites, leading and managing all aspects of safeguarding under guidance from and reporting to our Director of Education.</p>

<p>Elementa are an independently run group company and have a child-centered focus in everything we do across every company and all parts of our business.</p>

<p><b><i>Every Child, Every Opportunity, The Right Opportunity</i></b></p>

<p>Our approach is to offer a bespoke and relevant learning program for each learner. Integration into standardised education opportunities and social integration is everything we do. No child should have their future negatively affected or be excluded in their later life due to the lack of access or support for education opportunities that are appropriate to their abilities &amp; strengths.</p>

<p>We believe strongly in people and look for people that have:</p>

<ul>
	<li>Education-relevant qualifications in supporting teaching &amp; learning</li>
	<li>good&nbsp;experience in&nbsp;supporting young people in an education setting</li>
	<li>understanding and expertise in supporting learners with SEND</li>
	<li>skills &amp; strategies in supporting emotional wellbeing</li>
	<li>tenacity &amp; resilience to manage, influence &amp; effect positive behaviours &amp; decisions in learners</li>
	<li>the ability to present a strong role model for young people, including having fun!</li>
	<li>collaborative and pro-active working practices</li>
	<li>a strong sense of responsibility &amp; work ethic</li>
</ul>

<p>Working with our organisation is a rewarding experience. We offer an enjoyable workplace with additional employment benefits:</p>

<ul>
	<li>Bright HR - online HR management portal also offering partner discounts</li>
	<li>Employee Assist - independent healthcare perks</li>
	<li>Free training - role specific &amp; relevant, accredited training</li>
	<li>Employee Support Assistant - dedicated colleagues to support our employees</li>
	<li>Pension scheme</li>
	<li>company events</li>
	<li>free uniform</li>
</ul>

<p>We&#39;re building our next great team so if you love working with people who are dedicated to supporting young learners that strive to support their development in a positive setting, this is the role for you.</p>

<p>If you have the relevant skills and experience necessary for this role then please apply with your full up-to-date CV.&nbsp;<u><strong>Please ensure your CV is up-to-date and&nbsp;clearly defines your previous experience. </strong></u>All applicants will be promptly responded to.</p>

<p>This role is not suitable for applicants:</p>

<ul>
	<li>not currently based within the UK</li>
	<li>requiring employer sponsorship for UK right to work</li>
	<li>without UK schools experience</li>
</ul>

<p>NB you will need your own transport and business insurance cover to be considered for this role. Travel expenses for business purposes will of course be reimbursed (twice a month.)</p>

<p>This role will be run on a temp-to-perm contract requiring a 60-paid day trial before transferring to permanent contract pending successful appointment after trial. Elementa is the recruiting partner therefore the successful candidate&nbsp;being considered for the role after pre-screening will be required to complete the registration process for Elementa. This includes full vetting &amp; background checks, satisfactory referencing and application for a DBS Enhanced Disclosure (which may be chargeable at&nbsp;&pound;64.20) unless you have a current DBS on the update service.</p>

<p><b><u>Please apply with your full up to date CV. All applicants will be promptly responded to.&nbsp;</u></b></p>
]]></description><link>https://vacancies.elementa.org.uk/job/designated-safeguarding-lead-(multisite)-873.aspx</link><guid>https://vacancies.elementa.org.uk/job/designated-safeguarding-lead-(multisite)-873.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/designated-safeguarding-lead-(multisite)-873/apply.aspx</applyUrl><pubDate>Tue, 09 Jun 2026 09:17:13 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/designated-safeguarding-lead-(multisite)-873/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>873</ffAdvert:ReferenceNumber><ffAdvert:Title>Designated Safeguarding Lead (multi-site)</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>3345</ffAdvert:CompanyReferenceNumber><ffAdvert:JobType>Contract</ffAdvert:JobType><ffAdvert:Discipline>Secondary</ffAdvert:Discipline><ffAdvert:Role>DSL / Deputy DSL</ffAdvert:Role><ffAdvert:LocationArea>Devon</ffAdvert:LocationArea><ffAdvert:Location>Plymouth</ffAdvert:Location><ffAdvert:Specialisation>SEND experience</ffAdvert:Specialisation><ffAdvert:SubSpecialisation></ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Tue, 09 Jun 2026 09:17:13 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Tue, 23 Jun 2026 09:17:13 GMT</ffAdvert:ClosingDate><ffAdvert:Remuneration>£140 - £179.49 per day</ffAdvert:Remuneration><ffAdvert:PostedBy>Laurence Hewetson</ffAdvert:PostedBy><ffAdvert:RecruiterEmail>laurence@elementa.org.uk</ffAdvert:RecruiterEmail><ffAdvert:RecruiterDirectDial>0117 325 9523</ffAdvert:RecruiterDirectDial><ffAdvert:MinimumPayment>140.00</ffAdvert:MinimumPayment><ffAdvert:MaximumPayment>179.49</ffAdvert:MaximumPayment><ffAdvert:PaymentRate>Per Day</ffAdvert:PaymentRate><ffAdvert:Currency>GBP</ffAdvert:Currency><ffAdvert:Country>England</ffAdvert:Country><ffAdvert:RecruiterProfilePicture>https://vacancies.elementa.org.uk/webdocs/Elementa/Person/9/Profile/20221011_145336.jpg</ffAdvert:RecruiterProfilePicture></item><item><title>Designated Safeguarding Lead (multi-site)</title><description><![CDATA[<h2><strong>Designated Safeguarding Lead (multi site)</strong></h2>

<h2><strong>Dates: ASAP - 23/10/2026</strong></h2>

<h2><strong>Location: Devon (Exeter &amp; Plymouth)</strong></h2>

<h2><strong>Salary: &pound;140 - &pound;179.49 per day (up to &pound;35k perm salary equivalent )</strong></h2>

<h2><strong>Hours: 900am - 400pm, Monday to Friday (term time only)</strong></h2>

<h2><strong>Type: Temp-to-perm contract</strong></h2>

<p>This role is suitable for <u>experienced applicants only</u>&nbsp;who have previously worked in a SEND-specifc Designated Safeguarding Lead role.</p>

<p>Applicants should have previous experience in the same/similar role relating to child safeguarding and be able to integrate quickly with the current team. It would be advantageous if you have experience/training in:</p>

<ul>
	<li>CPOMS</li>
	<li>Arbor</li>
	<li>Advanced Child Protection</li>
	<li>Previous work experience in a send-specifc education setting (Alternative Priovision / Special School)</li>
</ul>

<p>Key competencies&nbsp;sought are:</p>

<ul>
	<li>confident in speaking with parents</li>
	<li>experienced at working with external clients, agents, LA and service providers</li>
	<li>skilled at supporting children and recognising early signs for concern</li>
	<li>good at presentating&nbsp;information</li>
	<li>accurate with data</li>
	<li>good empathy &amp; interpersonal skills when working together with families</li>
</ul>

<p>&nbsp;</p>

<h2><strong>Elementa Education Group</strong>&nbsp;operates through 3 companies:</h2>

<ul>
	<li>Alternative Provision: <a href="https://elmtree-learning.org.uk/about-us-new/">Elmtree Learning Partnership</a></li>
	<li>Special Schools: <a href="https://elmtreegroveschool.org.uk/">Elmtree Grove School </a>&amp; <a href="https://sands.elmtreeeducation.org.uk/">Elmtree Sands School</a> (opening September 2026)</li>
	<li>School Services:<a href="https://elementa.org.uk/"> Elementa Support Services</a></li>
</ul>

<p>Our local growth and recent restructuring to a regional model means that we have this exciting DSL opportunity to join our company and work across our Devon Alternative Provision &amp; special school sites, leading and managing all aspects of safeguarding under guidance from and reporting to our Director of Education.</p>

<p>Elementa are an independently run group company and have a child-centered focus in everything we do across every company and all parts of our business.</p>

<p><b><i>Every Child, Every Opportunity, The Right Opportunity</i></b></p>

<p>Our approach is to offer a bespoke and relevant learning program for each learner. Integration into standardised education opportunities and social integration is everything we do. No child should have their future negatively affected or be excluded in their later life due to the lack of access or support for education opportunities that are appropriate to their abilities &amp; strengths.</p>

<p>We believe strongly in people and look for people that have:</p>

<ul>
	<li>Education-relevant qualifications in supporting teaching &amp; learning</li>
	<li>good&nbsp;experience in&nbsp;supporting young people in an education setting</li>
	<li>understanding and expertise in supporting learners with SEND</li>
	<li>skills &amp; strategies in supporting emotional wellbeing</li>
	<li>tenacity &amp; resilience to manage, influence &amp; effect positive behaviours &amp; decisions in learners</li>
	<li>the ability to present a strong role model for young people, including having fun!</li>
	<li>collaborative and pro-active working practices</li>
	<li>a strong sense of responsibility &amp; work ethic</li>
</ul>

<p>Working with our organisation is a rewarding experience. We offer an enjoyable workplace with additional employment benefits:</p>

<ul>
	<li>Bright HR - online HR management portal also offering partner discounts</li>
	<li>Employee Assist - independent healthcare perks</li>
	<li>Free training - role specific &amp; relevant, accredited training</li>
	<li>Employee Support Assistant - dedicated colleagues to support our employees</li>
	<li>Pension scheme</li>
	<li>company events</li>
	<li>free uniform</li>
</ul>

<p>We&#39;re building our next great team so if you love working with people who are dedicated to supporting young learners that strive to support their development in a positive setting, this is the role for you.</p>

<p>If you have the relevant skills and experience necessary for this role then please apply with your full up-to-date CV.&nbsp;<u><strong>Please ensure your CV is up-to-date and&nbsp;clearly defines your previous experience. </strong></u>All applicants will be promptly responded to.</p>

<p>This role is not suitable for applicants:</p>

<ul>
	<li>not currently based within the UK</li>
	<li>requiring employer sponsorship for UK right to work</li>
	<li>without UK schools experience</li>
</ul>

<p>NB you will need your own transport and business insurance cover to be considered for this role. Travel expenses for business purposes will of course be reimbursed (twice a month.)</p>

<p>This role will be run on a temp-to-perm contract requiring a 60-paid day trial before transferring to permanent contract pending successful appointment after trial. Elementa is the recruiting partner therefore the successful candidate&nbsp;being considered for the role after pre-screening will be required to complete the registration process for Elementa. This includes full vetting &amp; background checks, satisfactory referencing and application for a DBS Enhanced Disclosure (which may be chargeable at&nbsp;&pound;64.20) unless you have a current DBS on the update service.</p>

<p><b><u>Please apply with your full up to date CV. All applicants will be promptly responded to.&nbsp;</u></b></p>
]]></description><link>https://vacancies.elementa.org.uk/job/designated-safeguarding-lead-(multisite)-872.aspx</link><guid>https://vacancies.elementa.org.uk/job/designated-safeguarding-lead-(multisite)-872.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/designated-safeguarding-lead-(multisite)-872/apply.aspx</applyUrl><pubDate>Tue, 09 Jun 2026 09:17:13 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/designated-safeguarding-lead-(multisite)-872/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>872</ffAdvert:ReferenceNumber><ffAdvert:Title>Designated Safeguarding Lead (multi-site)</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>3307</ffAdvert:CompanyReferenceNumber><ffAdvert:JobType>Contract</ffAdvert:JobType><ffAdvert:Discipline>Secondary</ffAdvert:Discipline><ffAdvert:Role>DSL / Deputy DSL</ffAdvert:Role><ffAdvert:LocationArea>Devon</ffAdvert:LocationArea><ffAdvert:Location>Exeter</ffAdvert:Location><ffAdvert:Specialisation>SEND experience</ffAdvert:Specialisation><ffAdvert:SubSpecialisation></ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Tue, 09 Jun 2026 09:17:13 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Tue, 23 Jun 2026 09:17:13 GMT</ffAdvert:ClosingDate><ffAdvert:Remuneration>£140 - £179.49 per day</ffAdvert:Remuneration><ffAdvert:PostedBy>Laurence Hewetson</ffAdvert:PostedBy><ffAdvert:RecruiterEmail>laurence@elementa.org.uk</ffAdvert:RecruiterEmail><ffAdvert:RecruiterDirectDial>0117 325 9523</ffAdvert:RecruiterDirectDial><ffAdvert:MinimumPayment>140.00</ffAdvert:MinimumPayment><ffAdvert:MaximumPayment>179.49</ffAdvert:MaximumPayment><ffAdvert:PaymentRate>Per Day</ffAdvert:PaymentRate><ffAdvert:Currency>GBP</ffAdvert:Currency><ffAdvert:Country>England</ffAdvert:Country><ffAdvert:RecruiterProfilePicture>https://vacancies.elementa.org.uk/webdocs/Elementa/Person/9/Profile/20221011_145336.jpg</ffAdvert:RecruiterProfilePicture></item><item><title>Behaviour and Learning Mentor</title><description><![CDATA[<p style="text-align: center;"><strong>Behaviour and Learning Mentor</strong></p>

<p>&bull; Type: Contract / Long-term<br>
&bull; Location: Rhondda Cynon Taff<br>
&bull; Start date: ASAP<br>
&bull; Hours: Full-time, Monday-Friday<br>
&bull; Pay: Competitive daily rate (dependent on experience)</p>

<p>Are you a resilient, compassionate, and confident individual with experience supporting young people who display challenging behaviour?</p>

<p>Elementa Support Services is working in partnership with a supportive secondary school to recruit a dedicated Behaviour and Learning Mentor. This is an excellent opportunity for someone who is passionate about helping young people overcome barriers to learning, improve their engagement in education, and achieve their full potential.</p>

<p>Working as part of the school&#39;s behaviour and pastoral support team, you will build positive relationships with pupils, provide guidance and encouragement, and help create a safe, calm, and productive learning environment where all students can succeed.</p>

<hr>
<p><strong>About the Role</strong></p>

<p>As a Behaviour and Learning Mentor, you will:</p>

<p>&bull; Work as part of the school&#39;s behaviour and pastoral support team to promote positive behaviour and engagement across the school<br>
&bull; Build strong, professional relationships with pupils, acting as a positive role model and mentor<br>
&bull; Support students who display challenging, disruptive, or disengaged behaviours, helping them overcome barriers to learning<br>
&bull; Patrol and monitor key areas of the school throughout the day, providing a visible, supportive presence for pupils and staff<br>
&bull; Deliver targeted interventions and mentoring sessions on a 1:1 and small-group basis<br>
&bull; Support pupils to develop emotional regulation, resilience, self-confidence, and positive decision-making skills<br>
&bull; Assist with de-escalating incidents calmly and effectively, using restorative and relationship-based approaches where appropriate<br>
&bull; Work closely with teachers, pastoral leaders, SENCOs, and senior leaders to implement behaviour support strategies and individual plans<br>
&bull; Encourage positive attitudes towards learning, attendance, punctuality, and personal development<br>
&bull; Promote safeguarding, wellbeing, inclusion, and high expectations at all times</p>

<hr>
<p><strong>What We&#39;re Looking For</strong></p>

<p>The ideal candidate will:</p>

<p>&bull; Have substantial experience working with young people who display challenging, complex, or high-needs behaviours<br>
&bull; Be compassionate, empathetic, and approachable whilst maintaining firm boundaries and high expectations<br>
&bull; Be confident, resilient, and able to remain calm under pressure<br>
&bull; Be physically fit and comfortable spending much of the day walking around the school site supporting pupils and staff<br>
&bull; Have excellent communication, mentoring, and relationship-building skills<br>
&bull; Be proactive, reliable, and able to work effectively both independently and as part of a team<br>
&bull; Have a genuine passion for helping young people succeed and reach their full potential<br>
&bull; Be available to start immediately or at short notice<br>
&bull; Hold an enhanced DBS certificate on the Update Service or be willing to obtain one</p>

<p>Experience in education, youth work, sports coaching, residential care, mentoring, social care, the armed forces, or similar settings where behaviour management and relationship building are central to the role would be highly advantageous.</p>

<hr>
<p><strong>Why Work with Elementa?</strong></p>

<p>&bull; Full-time opportunity within a welcoming and supportive secondary school<br>
&bull; Competitive rates of pay<br>
&bull; Ongoing support from a dedicated education recruitment consultant<br>
&bull; Access to training and professional development opportunities<br>
&bull; The chance to make a meaningful difference in the lives of young people<br>
&bull; Valuable experience within a behaviour and pastoral support setting<br>
&bull; Potential opportunities for long-term career progression within education</p>

<p>If you have the experience, resilience, and commitment to support young people with challenging behaviour and help them thrive both in and beyond the classroom, we would love to hear from you.</p>

<p>Apply today to join Elementa Support Services and become a valued member of a dedicated school team committed to improving outcomes for every pupil.</p>
]]></description><link>https://vacancies.elementa.org.uk/job/behaviour-and-learning-mentor-893.aspx</link><guid>https://vacancies.elementa.org.uk/job/behaviour-and-learning-mentor-893.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/behaviour-and-learning-mentor-893/apply.aspx</applyUrl><pubDate>Tue, 09 Jun 2026 08:22:21 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/behaviour-and-learning-mentor-893/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>893</ffAdvert:ReferenceNumber><ffAdvert:Title>Behaviour and Learning Mentor</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>3361</ffAdvert:CompanyReferenceNumber><ffAdvert:JobType>Contract</ffAdvert:JobType><ffAdvert:Discipline>Secondary</ffAdvert:Discipline><ffAdvert:Role>Learning Support Assistant</ffAdvert:Role><ffAdvert:LocationArea>WALES</ffAdvert:LocationArea><ffAdvert:Location>Rhondda Cynon Taf CBC</ffAdvert:Location><ffAdvert:Specialisation>SEND experience</ffAdvert:Specialisation><ffAdvert:SubSpecialisation></ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Tue, 09 Jun 2026 08:22:21 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Tue, 23 Jun 2026 22:59:59 GMT</ffAdvert:ClosingDate><ffAdvert:Remuneration>£90 - £120 per day</ffAdvert:Remuneration><ffAdvert:PostedBy>Kristi Parmee</ffAdvert:PostedBy><ffAdvert:RecruiterEmail>kristi@elementa.org.uk</ffAdvert:RecruiterEmail><ffAdvert:RecruiterDirectDial /><ffAdvert:MinimumPayment>95.00</ffAdvert:MinimumPayment><ffAdvert:MaximumPayment>120.00</ffAdvert:MaximumPayment><ffAdvert:PaymentRate>Per Day</ffAdvert:PaymentRate><ffAdvert:Currency>GBP</ffAdvert:Currency><ffAdvert:Country>Wales</ffAdvert:Country><ffAdvert:RecruiterProfilePicture>https://vacancies.elementa.org.uk/webdocs/Elementa/Person/14657/Profile/Kristi Parmee.png</ffAdvert:RecruiterProfilePicture></item><item><title>Teacher of Design Technology (Food Technology) – Fluent Welsh</title><description><![CDATA[<p data-end="67" data-start="0" style="text-align: center;"><strong data-end="65" data-start="0">Teacher of Design Technology (Food Technology) &ndash; Fluent Welsh</strong></p>

<p data-end="370" data-start="69">&bull; Type: Contract / Long-term / Supply (depending on availability)<br data-end="137" data-start="134">
&bull; Location: Torfaen<br data-end="157" data-start="154">
&bull; Start date: ASAP<br data-end="178" data-start="175">
&bull; Hours: Full-time (part-time considered)<br data-end="222" data-start="219">
&bull; Pay: Paid to scale (MPS/UPS, dependent on experience)<br data-end="280" data-start="277">
&bull; Essential: Fluent Welsh speaker, Enhanced DBS &amp; EWC registration (or willing to apply)</p>

<p data-end="634" data-start="372">Are you a passionate Welsh-medium Food Technology teacher with a flair for creativity in the kitchen? Do you inspire learners to whisk up confidence, develop practical life skills, and explore the science of food and nutrition through engaging, hands-on lessons?</p>

<p data-end="1042" data-start="636">Elementa Support Services is working in partnership with a welcoming and forward-thinking Welsh-medium secondary school in Torfaen to recruit a committed and enthusiastic Teacher of Design Technology (Food Technology). This is an exciting opportunity to join a supportive department where you can bring learning to life through practical cookery, creativity, and innovation &mdash; all through the medium of Welsh.</p>

<hr data-end="1086" data-start="1044">
<h3 data-end="1108" data-section-id="9wd6ee" data-start="1088">About the Role</h3>

<p data-end="1186" data-start="1109">As a Teacher of Design Technology (Food Technology), you will:</p>

<p data-end="1841" data-start="1188">&bull; Plan and deliver engaging Food Technology lessons through the medium of Welsh<br data-end="1270" data-start="1267">
&bull; Teach across KS3 and KS4 (KS5 desirable where applicable)<br data-end="1332" data-start="1329">
&bull; Develop students&rsquo; practical cookery skills alongside knowledge of nutrition, food provenance, and healthy living<br data-end="1449" data-start="1446">
&bull; Encourage creativity, problem-solving, and independent thinking through practical and theory-based learning<br data-end="1561" data-start="1558">
&bull; Create a positive, inclusive, and well-managed classroom environment<br data-end="1634" data-start="1631">
&bull; Assess, monitor, and report on student progress effectively<br data-end="1698" data-start="1695">
&bull; Promote safeguarding, wellbeing, and positive behaviour at all times<br data-end="1771" data-start="1768">
&bull; Contribute to departmental planning and the wider school community</p>

<hr data-end="1885" data-start="1843">
<h3 data-end="1915" data-section-id="12qim98" data-start="1887">What We&rsquo;re Looking For</h3>

<p data-end="1957" data-start="1916">To be considered, candidates must have:</p>

<p data-end="2339" data-start="1959">&bull; Qualified Teacher Status (QTS)<br data-end="1994" data-start="1991">
&bull; Education Workforce Council (EWC) registration<br data-end="2045" data-start="2042">
&bull; Fluent Welsh language skills<br data-end="2078" data-start="2075">
&bull; An Enhanced DBS on the Update Service, or willingness to apply (Elementa can assist)<br data-end="2167" data-start="2164">
&bull; Experience teaching Design Technology / Food Technology at secondary level (including placements)<br data-end="2269" data-start="2266">
&bull; Strong subject knowledge and confident classroom management skills</p>

<p data-end="2353" data-start="2341">Desirable:</p>

<p data-end="2607" data-start="2355">&bull; Experience teaching KS5 Food Technology or Hospitality &amp; Catering<br data-end="2425" data-start="2422">
&bull; A reflective and adaptable teaching approach<br data-end="2474" data-start="2471">
&bull; A passion for practical, skills-based learning<br data-end="2525" data-start="2522">
&bull; The ability to create engaging and inspiring Welsh-language learning experiences</p>

<hr data-end="2651" data-start="2609">
<h3 data-end="2697" data-section-id="1xscxw" data-start="2653">Recruitment &amp; Safeguarding Information</h3>

<p data-end="2985" data-start="2698">All applications will be managed by <a rel="noopener" target="_blank">Elementa Support Services</a> as the recruitment partner for this client. Elementa is committed to safeguarding children in all processes, and all successful applicants will undergo a full pre-screen to assess their suitability for the role.</p>

<p data-end="3024" data-start="2987">Any appointment will be subject to:</p>

<p data-end="3386" data-start="3026">&bull; A successful interview process<br data-end="3061" data-start="3058">
&bull; Satisfactory references<br data-end="3089" data-start="3086">
&bull; Safeguarding &amp; Prevent training<br data-end="3125" data-start="3122">
&bull; Education Workforce Council (EWC) registration in the appropriate categories<br data-end="3206" data-start="3203">
&bull; Enhanced DBS Disclosure (which may be chargeable at &pound;64.20 unless subscribed to the Update Service)<br data-end="3310" data-start="3307">
&bull; Successful completion of a 12-week / 60 paid day employment trial period</p>

<hr data-end="3430" data-start="3388">
<h3 data-end="3467" data-section-id="6h04un" data-start="3432">ELEMENTA CANDIDATE COMMITMENT</h3>

<p data-end="4093" data-start="3469">&bull; Weekly pay &ndash; no waiting for monthly payroll cut-off dates; Elementa pays one week in lieu<br data-end="3563" data-start="3560">
&bull; PAYE contract &ndash; unless requested otherwise, providing full employment protections<br data-end="3649" data-start="3646">
&bull; Training &amp; Support &ndash; free or heavily discounted training including Safeguarding, Behaviour Management, Team Teach, SEND, Makaton, and Thrive<br data-end="3794" data-start="3791">
&bull; Dedicated candidate manager providing regular welfare contact and ongoing support<br data-end="3880" data-start="3877">
&bull; Fair pay policy &ndash; paid to scale; any variation agreed in writing prior to placement<br data-end="3968" data-start="3965">
&bull; Additional staff support services &ndash; access to partner services including tax returns, accountancy, legal advice, and more</p>

<hr data-end="4137" data-start="4095">
<h3 data-end="4186" data-section-id="e02u9w" data-start="4139">This Role Is Not Suitable For Applicants:</h3>

<p data-end="4331" data-is-last-node="" data-is-only-node="" data-start="4188">&bull; Not currently based within the UK<br data-end="4226" data-start="4223">
&bull; Requiring employer sponsorship for UK right to work<br data-end="4282" data-start="4279">
&bull; Without UK secondary school teaching experience</p>
]]></description><link>https://vacancies.elementa.org.uk/job/teacher-of-design-technology-(food-technology)-–-fluent-welsh-892.aspx</link><guid>https://vacancies.elementa.org.uk/job/teacher-of-design-technology-(food-technology)-–-fluent-welsh-892.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/teacher-of-design-technology-(food-technology)-–-fluent-welsh-892/apply.aspx</applyUrl><pubDate>Mon, 08 Jun 2026 12:47:31 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/teacher-of-design-technology-(food-technology)-–-fluent-welsh-892/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>892</ffAdvert:ReferenceNumber><ffAdvert:Title>Teacher of Design Technology (Food Technology) – Fluent Welsh</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>3358</ffAdvert:CompanyReferenceNumber><ffAdvert:JobType>Contract</ffAdvert:JobType><ffAdvert:Discipline>Secondary</ffAdvert:Discipline><ffAdvert:Role>Teacher (QTS / QTLS)</ffAdvert:Role><ffAdvert:LocationArea>WALES</ffAdvert:LocationArea><ffAdvert:Location>Cardiff Council</ffAdvert:Location><ffAdvert:Specialisation>SECONDARY</ffAdvert:Specialisation><ffAdvert:SubSpecialisation>DT - Food Technology</ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Mon, 08 Jun 2026 12:47:31 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Mon, 22 Jun 2026 22:59:59 GMT</ffAdvert:ClosingDate><ffAdvert:Remuneration>£172.98-£238.95</ffAdvert:Remuneration><ffAdvert:PostedBy>Kristi Parmee</ffAdvert:PostedBy><ffAdvert:RecruiterEmail>kristi@elementa.org.uk</ffAdvert:RecruiterEmail><ffAdvert:RecruiterDirectDial /><ffAdvert:MinimumPayment>172.98</ffAdvert:MinimumPayment><ffAdvert:MaximumPayment>238.95</ffAdvert:MaximumPayment><ffAdvert:PaymentRate>Per Day</ffAdvert:PaymentRate><ffAdvert:Currency>GBP</ffAdvert:Currency><ffAdvert:Country>Wales</ffAdvert:Country><ffAdvert:RecruiterProfilePicture>https://vacancies.elementa.org.uk/webdocs/Elementa/Person/14657/Profile/Kristi Parmee.png</ffAdvert:RecruiterProfilePicture></item><item><title>Teacher of Welsh</title><description><![CDATA[<p data-end="379" data-start="124" style="text-align: center;"><strong data-end="144" data-start="124">Teacher of Welsh</strong></p>

<p data-end="379" data-start="124"><br data-end="147" data-start="144">
&bull; Type: Contract / Long-term / Supply (depending on availability)<br data-end="215" data-start="212">
&bull; Location: Rhondda Cynon Taff &amp; surrounding areas<br data-end="257" data-start="254">
&bull; Start date: ASAP<br data-end="278" data-start="275">
&bull; Hours: Full-time (part-time considered)<br data-end="322" data-start="319">
&bull; Pay: Paid to scale (MPS/UPS, dependent on experience)</p>

<p data-end="986" data-start="381">Are you a passionate Welsh Teacher who believes in the power of language education to inspire learners, strengthen cultural identity, and develop students&rsquo; communication skills?<br data-end="561" data-start="558">
Elementa Support Services is working in partnership with supportive and forward-thinking secondary schools to recruit enthusiastic and knowledgeable Teachers of Welsh who can deliver engaging, interactive lessons across the curriculum. This role offers the opportunity to inspire young people to develop fluency, confidence, and appreciation of the Welsh language while fostering a positive, inclusive learning environment.</p>

<hr data-end="1030" data-start="988">
<p data-end="1543" data-start="1031"><strong data-end="1049" data-start="1031">About the Role</strong><br data-end="1052" data-start="1049">
As a Teacher of Welsh, you will:<br data-end="1087" data-start="1084">
&bull; Plan and deliver engaging Welsh lessons in line with the national curriculum<br data-end="1168" data-start="1165">
&bull; Develop learners&rsquo; speaking, listening, reading, and writing skills in Welsh<br data-end="1248" data-start="1245">
&bull; Create a positive, inclusive, and well-managed classroom environment<br data-end="1321" data-start="1318">
&bull; Assess, monitor, and report on student progress effectively<br data-end="1385" data-start="1382">
&bull; Promote safeguarding, wellbeing, and positive behaviour at all times<br data-end="1458" data-start="1455">
&bull; Work collaboratively with colleagues and contribute to the wider school community</p>

<hr data-end="1587" data-start="1545">
<p data-end="1978" data-start="1588"><strong data-end="1614" data-start="1588">What We&rsquo;re Looking For</strong><br data-end="1617" data-start="1614">
To be considered, candidates must have:<br data-end="1659" data-start="1656">
&bull; Qualified Teacher Status (QTS)<br data-end="1694" data-start="1691">
&bull; Education Workforce Council (EWC) registration<br data-end="1745" data-start="1742">
&bull; An Enhanced DBS on the Update Service, or willingness to apply (Elementa can assist)<br data-end="1834" data-start="1831">
&bull; Experience teaching Welsh at secondary level (including placements)<br data-end="1906" data-start="1903">
&bull; Strong classroom management, communication, and interpersonal skills</p>

<p data-end="2145" data-start="1980">Desirable:<br data-end="1993" data-start="1990">
&bull; Experience across KS3 and KS4<br data-end="2027" data-start="2024">
&bull; A reflective and adaptable teaching approach<br data-end="2076" data-start="2073">
&bull; Creativity in lesson planning and use of Welsh language resources</p>

<hr data-end="2189" data-start="2147">
<p data-end="2522" data-start="2190"><strong data-end="2232" data-start="2190">Recruitment &amp; Safeguarding Information</strong><br data-end="2235" data-start="2232">
All applications will be managed by Elementa Support Services as the recruitment partner for this client. Elementa is committed to the safeguarding of children in all of their processes and all successful applicants will have a full pre-screen to assess their suitability for the role.</p>

<p data-end="2922" data-start="2524">Any appointment will be subject to:<br data-end="2562" data-start="2559">
&bull; A successful interview process<br data-end="2597" data-start="2594">
&bull; Satisfactory references<br data-end="2625" data-start="2622">
&bull; Safeguarding &amp; Prevent training<br data-end="2661" data-start="2658">
&bull; Education Workforce Council (EWC) registration in the appropriate categories<br data-end="2742" data-start="2739">
&bull; Enhanced DBS Disclosure (which may be chargeable at &pound;64.20 unless subscribed to the Update Service)<br data-end="2846" data-start="2843">
&bull; Successful completion of a 12-week / 60 paid day employment trial period</p>

<hr data-end="2966" data-start="2924">
<p data-end="3627" data-start="2967"><strong data-end="3000" data-start="2967">ELEMENTA CANDIDATE COMMITMENT</strong><br data-end="3003" data-start="3000">
&bull; Weekly pay &ndash; no waiting for monthly payroll cut-off dates; Elementa pays one week in lieu<br data-end="3097" data-start="3094">
&bull; PAYE contract &ndash; unless requested otherwise, providing full employment protections<br data-end="3183" data-start="3180">
&bull; Training &amp; Support &ndash; free or heavily discounted training including Safeguarding, Behaviour Management, Team Teach, SEND, Makaton, and Thrive<br data-end="3328" data-start="3325">
&bull; Dedicated candidate manager providing regular welfare contact and ongoing support<br data-end="3414" data-start="3411">
&bull; Fair pay policy &ndash; paid to scale; any variation agreed in writing prior to placement<br data-end="3502" data-start="3499">
&bull; Additional staff support services &ndash; access to partner services including tax returns, accountancy, legal advice, and more</p>

<hr data-end="3671" data-start="3629">
<p data-end="3860" data-start="3672"><strong data-end="3717" data-start="3672">This Role Is Not Suitable For Applicants:</strong><br data-end="3720" data-start="3717">
&bull; Not currently based within the UK<br data-end="3758" data-start="3755">
&bull; Requiring employer sponsorship for UK right to work<br data-end="3814" data-start="3811">
&bull; Without relevant Welsh teaching experience</p>

<hr data-end="3904" data-start="3862">
<p data-end="4087" data-start="3905"><strong data-end="3920" data-start="3905">Interested?</strong><br data-end="3923" data-start="3920">
Click Apply Now or contact us via phone or email for more information.<br data-end="3996" data-start="3993">
Please apply with your full, up-to-date CV. All applicants will be promptly responded to.</p>
]]></description><link>https://vacancies.elementa.org.uk/job/teacher-of-welsh-891.aspx</link><guid>https://vacancies.elementa.org.uk/job/teacher-of-welsh-891.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/teacher-of-welsh-891/apply.aspx</applyUrl><pubDate>Mon, 08 Jun 2026 12:44:51 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/teacher-of-welsh-891/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>891</ffAdvert:ReferenceNumber><ffAdvert:Title>Teacher of Welsh</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>3535</ffAdvert:CompanyReferenceNumber><ffAdvert:JobType>Contract</ffAdvert:JobType><ffAdvert:Discipline>Secondary</ffAdvert:Discipline><ffAdvert:Role>Teacher (QTS / QTLS)</ffAdvert:Role><ffAdvert:LocationArea>WALES</ffAdvert:LocationArea><ffAdvert:Location>Rhondda Cynon Taf CBC</ffAdvert:Location><ffAdvert:Specialisation>SECONDARY</ffAdvert:Specialisation><ffAdvert:SubSpecialisation>MFL - Welsh medium</ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Mon, 08 Jun 2026 12:44:51 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Mon, 22 Jun 2026 22:59:59 GMT</ffAdvert:ClosingDate><ffAdvert:Remuneration>172.98-238.95</ffAdvert:Remuneration><ffAdvert:PostedBy>Kristi Parmee</ffAdvert:PostedBy><ffAdvert:RecruiterEmail>kristi@elementa.org.uk</ffAdvert:RecruiterEmail><ffAdvert:RecruiterDirectDial /><ffAdvert:MinimumPayment>172.98</ffAdvert:MinimumPayment><ffAdvert:MaximumPayment>238.95</ffAdvert:MaximumPayment><ffAdvert:PaymentRate>Per Day</ffAdvert:PaymentRate><ffAdvert:Currency>GBP</ffAdvert:Currency><ffAdvert:Country>Wales</ffAdvert:Country><ffAdvert:RecruiterProfilePicture>https://vacancies.elementa.org.uk/webdocs/Elementa/Person/14657/Profile/Kristi Parmee.png</ffAdvert:RecruiterProfilePicture></item><item><title>Learning Support Mentor - Part-time</title><description><![CDATA[<p><img 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<h2><strong>SEND 1:1 Learning Support&nbsp; Mentor&nbsp;ASD / ASC, SEMH</strong></h2>

<h2><strong>Type: Fixed-term</strong></h2>

<h2><strong>Details: Part-time (Mon, Tue, Wed 9:30am - 3:30pm)</strong></h2>

<h2><strong>Location: Weston Super Mare&nbsp;(primary&nbsp;ages)</strong></h2>

<h2><strong>Start Date: ASAP to July 2026&nbsp; &nbsp;&nbsp;</strong></h2>

<h2><strong>Salary: &pound;14.25 to &pound;17.95 per hour</strong></h2>

<p>&nbsp;</p>

<p>Our client is a new &amp; expanding Alternative Education Provision, serving primary &amp;&nbsp;secondary-aged pupils with EHCPs relating to SEMH based in Weston Super Mare and surrounding areas across the South West. They operate a &lsquo;revolving-door&rsquo; offering whereby students stay at the provision for up to 18 weeks, either on a full-time or part-time &#39;transition&#39; basis before returning to a mainstream education setting or attending a special school. The roles available are based on expansion and demand for places.</p>

<p>We are seeking someone with previous experience of having worked with learners that have SEMH and have experienced trauma who may have other needs relating to ASC / ASD. The ideal person will be able to act as a positive role model and deliver an alternative education curriculum. We seek individuals that are skilled in recognising the emotional and educational needs of the learner and who are able to respond&nbsp;to and create appropriate&nbsp;learning activities &amp; opportunities around the needs of individual learners. Many of the learners have not engaged in education for a significant amount of time so commonly, an individual approach for each child is necessary.&nbsp;</p>

<p>If you have already had training in positive behaviour management&nbsp;such as Team Teach / PBM / MAPA&nbsp;and/or THRIVE training we would be particularly interested in hearing from you. If you have practical experience of working with children displaying challenging behaviour and are successful in your application for this post, Team Teach training will be offered free of charge and would be a requirement of the post.</p>

<p>It would be great to hear from you if you have&hellip;</p>

<ul>
	<li>Experience of working with children who have had to overcome barriers and difficult situations</li>
	<li>The ability to engage parents in supporting children at home by helping to set boundaries and managing behaviour</li>
	<li>The desire to go through training and deliver ideas so that ideas&nbsp;can be implemented.</li>
	<li>Passionate about working with young people in education</li>
	<li>Have a good understanding of what makes an effective intervention strategy</li>
	<li>Are committed to safeguarding young people and helping them overcome difficulties</li>
	<li>Are committed to ensuring students maximise every opportunity to achieve academically and personally</li>
	<li>Are able to work within a dynamic and challenging environment</li>
	<li>Have excellent communication and teamwork skills</li>
</ul>

<p>The role is offered on a fixed-term contract but has the possibility to turn into a permanent role for the right candidate..</p>

<p>Elementa is the recruiting partner therefore applicants being considered for the role after pre-screening will be required to complete the registration process for Elementa. This includes full vetting &amp; background checks, satisfactory referencing and application for a DBS Enhanced Disclosure (which may be chargeable at&nbsp;&pound;64.20) unless you have a current DBS on the update service.</p>

<p>If you have the relevant skills and experience necessary for this role then please apply with your full up-to-date CV.&nbsp;<u><strong>Please ensure your CV is up-to-date and&nbsp;clearly defines your previous experience. </strong></u>All applicants will be promptly responded to.</p>
]]></description><link>https://vacancies.elementa.org.uk/job/learning-support-mentor-parttime-856.aspx</link><guid>https://vacancies.elementa.org.uk/job/learning-support-mentor-parttime-856.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/learning-support-mentor-parttime-856/apply.aspx</applyUrl><pubDate>Mon, 08 Jun 2026 11:46:15 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/learning-support-mentor-parttime-856/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>856</ffAdvert:ReferenceNumber><ffAdvert:Title>Learning Support Mentor - Part-time</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>2980</ffAdvert:CompanyReferenceNumber><ffAdvert:JobType>Contract</ffAdvert:JobType><ffAdvert:Discipline>Alternative Provision</ffAdvert:Discipline><ffAdvert:Role>Learning Support Assistant/Mentor</ffAdvert:Role><ffAdvert:LocationArea>North Somerset</ffAdvert:LocationArea><ffAdvert:Location>Weston-Super-Mare</ffAdvert:Location><ffAdvert:Specialisation>SEND experience</ffAdvert:Specialisation><ffAdvert:SubSpecialisation>Social,Emotional &amp; Mental Health (SEMH)</ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Mon, 08 Jun 2026 11:46:15 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Mon, 22 Jun 2026 11:46:15 GMT</ffAdvert:ClosingDate><ffAdvert:Remuneration>£14.25 - £17.95 per hour</ffAdvert:Remuneration><ffAdvert:PostedBy>Richard Morrison</ffAdvert:PostedBy><ffAdvert:RecruiterEmail>richard@elementa.org.uk</ffAdvert:RecruiterEmail><ffAdvert:RecruiterDirectDial>0117 325 9523</ffAdvert:RecruiterDirectDial><ffAdvert:MinimumPayment>14.25</ffAdvert:MinimumPayment><ffAdvert:MaximumPayment>17.95</ffAdvert:MaximumPayment><ffAdvert:PaymentRate>Per Hour</ffAdvert:PaymentRate><ffAdvert:Currency>GBP</ffAdvert:Currency><ffAdvert:Country>England</ffAdvert:Country><ffAdvert:RecruiterProfilePicture>https://vacancies.elementa.org.uk/webdocs/Elementa/Person/4380/Profile/Rich B&amp;W.jpg</ffAdvert:RecruiterProfilePicture></item><item><title>SEND Teacher - SEMH, trauma, ADHD, ASC</title><description><![CDATA[<h2><strong>SEND Teacher (Primary)&nbsp;SEMH, trauma, ADHD, ASC</strong></h2>

<h2><b>Location: Fishponds, Bristol</b></h2>

<h2><b>Start date: May 2026</b></h2>

<h2><b>Hours: Full-time, 8:30am - 4:00pm, Monday to Friday</b></h2>

<h2><b>Type: Temp-to-perm contract</b></h2>

<h2><b>Salary: &pound;168.80 - &pound;261.78 per day during trial (&pound;32,916-&pound;51,047.36 perm salary comparison, experience dependent)</b></h2>

<p>Our brand new special school for primary-aged learners (KS1, KS2 + Yr7) opened in September 2024 in the Fishponds area of Bristol and we&#39;re recruiting for a SEND Teacher (Primary) to join the current staff team.</p>

<p><a href="https://elmtreegroveschool.org.uk/">Elmtree Grove School</a> is open based on the successes of learner outcomes at our 9 Elmtree Learning Partnership AP sites operating since 2022 <a href="https://gbr01.safelinks.protection.outlook.com/?url=http%3A%2F%2Fwww.elmtree-learning.org.uk%2F&amp;data=05%7C02%7Claurence%40elementa.org.uk%7C6fc72b9e38c44fcacfc008dc8eb96acf%7Cbc94584658804be6b41858c0cff4950c%7C0%7C0%7C638542174216363123%7CUnknown%7CTWFpbGZsb3d8eyJWIjoiMC4wLjAwMDAiLCJQIjoiV2luMzIiLCJBTiI6Ik1haWwiLCJXVCI6Mn0%3D%7C0%7C%7C%7C&amp;sdata=tTCMZBK0k89jVmt9W44eZcmupbLHZi%2FXc0nkRBw5yOQ%3D&amp;reserved=0">www.elmtree-learning.org.uk</a> . The school supports up to 28 learners and has plans to increase learner capacity in the future.&nbsp;</p>

<p>All of the learners we support are vulnerable and have an EHCP to define their additional needs. Creativity, perseverance and an empathetic approach is key to engaging our learners in education and ensuring their progression.</p>

<p>We are inviting applications for a SEND Teacher (Primary) to join our established team and inspire our learners. Our learners need enhanced support to develop their language &amp; literacy skills. Often, our learners have missed significant periods of education so require an empathetic, patient approach with creative, enjoyable &amp; accessible lessons.</p>

<p>This role will involve:</p>

<ul>
	<li>Delivering an adapted Primary curriculum across our school</li>
	<li>Delivering high-quality lessons to all learners across the school</li>
	<li>Ensuring that all activities are accessible to individual learners who, across the school, have a wide range of needs</li>
	<li>Understanding and supporting the challenges of our learners</li>
	<li>Motivating &amp; inspiring our learners to engage &amp; achieve</li>
	<li>Providing practical&nbsp;resources &amp; strategies for colleagues to use &amp; integrate into other lessons</li>
	<li>Helping to champion the work of our learners</li>
</ul>

<p>For the SEND Teacher (Primary) we&#39;re looking for a qualified primary teacher (holding UK QTS / QTLS) with good SEND&nbsp;experience. Applicants best suited to this role&nbsp;will have previous experience of having worked with learners that have SEND relating to SEMH &amp; trauma who also have other barriers or challenges to their education. Unfortunately for this role&nbsp;ECTs cannot be considered unless they can demonstrate significant previous SEND experience &amp; expertise. There is no current commitment on offer to supporting ECT induction.&nbsp;</p>

<p>We&#39;re growing our team so if you love working with people who are dedicated to supporting young people and strive to support child development in a positive setting, this is the role for you.</p>

<p><b><i>Every Child, Every Opportunity, The Right Opportunity</i></b></p>

<p>Our approach is to offer a bespoke and relevant learning program for each learner. Integration into standardised education opportunities and social integration is everything we do. No child should have their future negatively affected or be excluded in their later life due to the lack of access or support for education opportunities that are appropriate to their abilities &amp; strengths.</p>

<p>We believe strongly in people and look for people that have:</p>

<ul>
	<li>Education-relevant qualifications in supporting teaching &amp; learning</li>
	<li>good&nbsp;experience in&nbsp;supporting young people in an education setting</li>
	<li>understanding and expertise in supporting learners with SEND</li>
	<li>skills &amp; strategies in supporting emotional wellbeing</li>
	<li>tenacity &amp; resilience to manage, influence &amp; effect positive behaviours &amp; decisions in learners</li>
	<li>the ability to present a strong role model for young people, including having fun!</li>
	<li>collaborative and pro-active working practices</li>
	<li>a strong sense of responsibility &amp; work ethic</li>
</ul>

<p>Working with our organisation is a rewarding experience. We offer an enjoyable workplace with additional employment benefits for our permanent staff colleagues:</p>

<ul>
	<li>Bright HR - online HR management portal also offering partner discounts</li>
	<li>Private Healthcare (Vitality)</li>
	<li>Employee Assist - independent healthcare perks</li>
	<li>Free training - role specific &amp; relevant, accredited training</li>
	<li>Employee Support Assistant - dedicated colleagues to coach &amp; support our employees</li>
	<li>Pension scheme</li>
	<li>company celebration events</li>
</ul>

<p>Applications are welcomed from candidates that meet the vast majority of the above job &amp; person criteria. We also recognise that many people who are interested in such a role may not have specific experience as detailed so we would still welcome an application from those that have substantial experience of supporting young people with SEND or other challenges in education.</p>

<p>All applications will be managed by Elementa. Successful applications will have a full-prescreen, interview, &lsquo;insight session&rsquo; and visit to one of our Alternative Provision sites. Any (permanent) appointment will be subject to a successful interview process, satisfactory references, DBS Enhanced Disclosure (which may be chargeable at &pound;64.20 unless you have a DBS subscribed to the Update Service) and successful completion of employment trial period.</p>

<p><b><u>Please apply with your full up to date CV. All applicants will be promptly responded to.&nbsp;</u></b></p>
]]></description><link>https://vacancies.elementa.org.uk/job/send-teacher-semh,-trauma,-adhd,-asc-695.aspx</link><guid>https://vacancies.elementa.org.uk/job/send-teacher-semh,-trauma,-adhd,-asc-695.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/send-teacher-semh,-trauma,-adhd,-asc-695/apply.aspx</applyUrl><pubDate>Mon, 08 Jun 2026 11:46:15 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/send-teacher-semh,-trauma,-adhd,-asc-695/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>695</ffAdvert:ReferenceNumber><ffAdvert:Title>SEND Teacher - SEMH, trauma, ADHD, ASC</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>3171</ffAdvert:CompanyReferenceNumber><ffAdvert:JobType>Contract</ffAdvert:JobType><ffAdvert:Discipline>Special School/Setting (SEND)</ffAdvert:Discipline><ffAdvert:Role>Teacher (QTS / QTLS)</ffAdvert:Role><ffAdvert:LocationArea>Bristol</ffAdvert:LocationArea><ffAdvert:Location>Fishponds</ffAdvert:Location><ffAdvert:Specialisation>SEND experience</ffAdvert:Specialisation><ffAdvert:SubSpecialisation>Social,Emotional &amp; Mental Health (SEMH)</ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Mon, 08 Jun 2026 11:46:15 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Mon, 22 Jun 2026 11:46:15 GMT</ffAdvert:ClosingDate><ffAdvert:Remuneration>£168.80 - £261.78 per day during trial (£32,916-£51,047.36 perm salary comparison, experience dependent)</ffAdvert:Remuneration><ffAdvert:PostedBy>Richard Morrison</ffAdvert:PostedBy><ffAdvert:RecruiterEmail>richard@elementa.org.uk</ffAdvert:RecruiterEmail><ffAdvert:RecruiterDirectDial>0117 325 9523</ffAdvert:RecruiterDirectDial><ffAdvert:MinimumPayment>168.80</ffAdvert:MinimumPayment><ffAdvert:MaximumPayment>261.78</ffAdvert:MaximumPayment><ffAdvert:PaymentRate>Per Day</ffAdvert:PaymentRate><ffAdvert:Currency>GBP</ffAdvert:Currency><ffAdvert:Country>England</ffAdvert:Country><ffAdvert:RecruiterProfilePicture>https://vacancies.elementa.org.uk/webdocs/Elementa/Person/4380/Profile/Rich B&amp;W.jpg</ffAdvert:RecruiterProfilePicture></item><item><title>Learning Support Mentor</title><description><![CDATA[<h2><img 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style="width: 150px; height: 66px;"></h2>

<h2><strong>SEND 1:1 Learning Support&nbsp; Mentor&nbsp;ASD / ASC, SEMH</strong></h2>

<h2><strong>Type: Temp-perm contract (via 60 day trial)</strong></h2>

<h2><strong>Details: Full-time / Part-time&nbsp;(Monday to Friday, 9:30am - 3:30pm)</strong></h2>

<h2><strong>Location: Bristol - South</strong></h2>

<h2><strong>Start Date: January 5th 2025</strong></h2>

<h2><strong>Salary: &pound;18,000 - &pound;22,000 p.a. (&pound;15.38 - &pound;17.95ph during trial)</strong></h2>

<p>&nbsp;</p>

<p>Our client is a new &amp; expanding Alternative Education Provision, serving primary &amp;&nbsp;secondary-aged pupils with EHCPs relating to SEMH based in Weston-super-Mare and surrounding areas across the South West. They operate a &lsquo;revolving-door&rsquo; offering whereby students stay at the provision for up to 18 weeks, either on a full-time or part-time &#39;transition&#39; basis before returning to a mainstream education setting or attending a special school. The roles available are based on expansion and demand for places.</p>

<p>We are seeking someone with previous experience of having worked with learners that have SEMH and have experienced trauma who may have other needs relating to ASC / ASD. The ideal person will be able to act as a positive role model and deliver an alternative education curriculum. We seek individuals that are skilled in recognising the emotional and educational needs of the learner and who are able to respond&nbsp;to and create appropriate&nbsp;learning activities &amp; opportunities around the needs of individual learners. Many of the learners have not engaged in education for a significant amount of time so commonly, an individual approach for each child is necessary.&nbsp;</p>

<p>If you have already had training in positive behaviour management&nbsp;such as Team Teach / PBM / MAPA&nbsp;and/or THRIVE training we would be particularly interested in hearing from you. If you have practical experience of working with children displaying challenging behaviour and are successful in your application for this post, Team Teach training will be offered free of charge and would be a requirement of the post.</p>

<p>The full-time working day is from 9:30am to 3:30pm, Monday to Friday. There will likely be&nbsp;flexible working times &amp; days (part-time) possible within those hours.</p>

<p>It would be great to hear from you if you have&hellip;</p>

<ul>
	<li>Experience of working with children who have had to overcome barriers and difficult situations</li>
	<li>The ability to engage parents in supporting children at home by helping to set boundaries and managing behaviour</li>
	<li>The desire to go through training and deliver ideas so that ideas&nbsp;can be implemented.</li>
	<li>Passionate about working with young people in education</li>
	<li>Have a good understanding of what makes an effective intervention strategy</li>
	<li>Are committed to safeguarding young people and helping them overcome difficulties</li>
	<li>Are committed to ensuring students maximise every opportunity to achieve academically and personally</li>
	<li>Are able to work within a dynamic and challenging environment</li>
	<li>Have excellent communication and teamwork skills</li>
	<li>GSCEs in English and Maths at grade C/4 or above</li>
</ul>

<p>&nbsp;</p>

<p>Whilst this role is similar to, it does differ from a support role in a mainstream setting, however, if you have experience as a Learning Support Assistant (LSA), Teaching Assistant, Behaviour Mentor, Youth Support worker or similar, we would be interested in hearing from you.</p>

<p>The role is offered on a 1-year fixed-term contract basis after a successful 60 trial period with the intention to offer permanent contracts from&nbsp;September 2025. This is&nbsp;a great opportunity for anyone looking for&nbsp;a role that offers training opportunities, progression opportunities within the organisation&nbsp;and to be part of a supportive organisation that has expansion plans in the near future.</p>

<p>Elementa is the recruiting partner; therefore applicants being considered for the role after pre-screening will be required to complete the registration process for Elementa. This includes full vetting &amp; background checks, satisfactory referencing and application for a DBS Enhanced Disclosure (which may be chargeable at&nbsp;&pound;64.20) unless you have a current DBS on the update service.</p>

<p>If you have the relevant skills and experience necessary for this role then please apply with your full up-to-date CV.&nbsp;<u><strong>Please ensure your CV is up-to-date and&nbsp;clearly defines your previous experience. </strong></u>All applicants will be promptly responded to.</p>
]]></description><link>https://vacancies.elementa.org.uk/job/learning-support-mentor-725.aspx</link><guid>https://vacancies.elementa.org.uk/job/learning-support-mentor-725.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/learning-support-mentor-725/apply.aspx</applyUrl><pubDate>Mon, 08 Jun 2026 11:46:15 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/learning-support-mentor-725/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>725</ffAdvert:ReferenceNumber><ffAdvert:Title>Learning Support Mentor</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>2989</ffAdvert:CompanyReferenceNumber><ffAdvert:JobType>Contract</ffAdvert:JobType><ffAdvert:Discipline>Alternative Provision</ffAdvert:Discipline><ffAdvert:Role>Behaviour Mentor</ffAdvert:Role><ffAdvert:LocationArea>Bristol</ffAdvert:LocationArea><ffAdvert:Location>Hengrove</ffAdvert:Location><ffAdvert:Specialisation>SEND experience</ffAdvert:Specialisation><ffAdvert:SubSpecialisation>Social,Emotional &amp; Mental Health (SEMH)</ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Mon, 08 Jun 2026 11:46:15 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Mon, 22 Jun 2026 11:46:15 GMT</ffAdvert:ClosingDate><ffAdvert:Remuneration>£15.38 - £17.95 per hour</ffAdvert:Remuneration><ffAdvert:PostedBy>Richard Morrison</ffAdvert:PostedBy><ffAdvert:RecruiterEmail>richard@elementa.org.uk</ffAdvert:RecruiterEmail><ffAdvert:RecruiterDirectDial>0117 325 9523</ffAdvert:RecruiterDirectDial><ffAdvert:MinimumPayment>15.38</ffAdvert:MinimumPayment><ffAdvert:MaximumPayment>17.95</ffAdvert:MaximumPayment><ffAdvert:PaymentRate>Per Hour</ffAdvert:PaymentRate><ffAdvert:Currency>GBP</ffAdvert:Currency><ffAdvert:Country>England</ffAdvert:Country><ffAdvert:RecruiterProfilePicture>https://vacancies.elementa.org.uk/webdocs/Elementa/Person/4380/Profile/Rich B&amp;W.jpg</ffAdvert:RecruiterProfilePicture></item><item><title>Outreach Mentor/LSA</title><description><![CDATA[<p style="margin-bottom:11px"><span style="font-family:Calibri;"><span style="font-size:26.6667px"><b>Outreach Mentor/LSA</b></span></span></p>

<p style="margin-bottom:11px"><span style="font-family:Calibri;"><span style="font-size:11pt"><span style="line-height:normal"><b><span style="font-size:20.0pt">Location: Bristol Kingswood</span></b></span></span></span></p>

<p style="margin-bottom:11px"><span style="font-family:Calibri;"><span style="font-size:11pt"><span style="line-height:normal"><b><span style="font-size:20.0pt">Pay: &pound;122.80 per day + mileage</span></b></span></span></span></p>

<p style="margin-bottom:11px"><span style="font-family:Calibri;"><span style="font-size:11pt"><span style="line-height:normal"><b><span style="font-size:20.0pt">Type: Contract (perm possible)</span></b></span></span></span></p>

<p style="margin-bottom:11px"><span style="font-family:Calibri;"><span style="font-size:11pt"><span style="line-height:normal"><b><span style="font-size:20.0pt">Hours: Full-time</span></b></span></span></span></p>

<p style="margin-bottom:11px"><span style="font-family:Calibri;"><span style="font-size:11pt"><span style="line-height:normal"><b><span style="font-size:20.0pt">Start date: ASAP (April/May 2026)</span></b></span></span></span></p>

<p style="margin-bottom:11px">&nbsp;</p>

<p style="margin-bottom:11px"><span style="font-family:Calibri;"><span style="font-size:11pt"><span style="line-height:normal">Elementa is recruiting for Learning Support Assistants/Mentors, for a range of specialist provisions in the Redland area of Bristol. These provisions support children who may have been excluded from mainstream school, or who have specific learning needs that make it difficult for them to succeed in a mainstream school. The school is looking for candidates who have experience with SEND, including Social Emotional Mental Health (SEMH) and challenging behaviour. If you have previous experience as a Youth Worker, support worker, LSA, in outreach and mentoring, or have a sporting background, the school would welcome your application.</span></span></span></p>

<p style="margin-bottom:11px"><span style="font-family:Calibri;"><span style="font-size:14.6667px">The children you will be working with have faced a variety of challenges and difficulties in their lives, meaning they often dis-regulate and display challenging behaviour. The candidates we are looking for will have a strong background in a similar setting, or have experience in youth support and mentoring, and be able to create strong relationships and be able relate to the difficulties the children face.&nbsp;</span></span></p>

<p style="margin-bottom:11px"><span style="font-family:Calibri;"><span style="font-size:14.6667px">This role will be a mixture of in setting support and also taking learners to external activities, such as sports clubs, gyms and similar. This does mean a driving licence and business insurance is essential for the role (travel expenses will be subsidised). You would be working on 1:1 basis with the learner, including picking them up from home each morning and taking them home again at the end of the day.</span></span></p>

<p style="margin-bottom:11px">&nbsp;</p>

<p style="margin-bottom:11px"><span style="font-family:Calibri;"><span style="font-size:11pt"><span style="line-height:normal"><b><span style="font-size:12.0pt">Contract &amp; recruitment information</span></b></span></span></span></p>

<p style="margin-bottom:11px"><span style="font-family:Calibri;"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-size:12.0pt">Elementa is the recruiting partner therefore applicants being considered for the role after pre-screening will be required to complete the registration process for Elementa. This includes full vetting &amp; background checks and application for an Enhanced DBS Disclosure (which may be chargeable @&pound;64.20)&nbsp;unless you have a current Enhanced&nbsp;DBS subscribed to the&nbsp;update service.</span></span></span></span></p>

<p style="margin-bottom:11px"><span style="font-family:Calibri;"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-size:12.0pt">If you have the relevant skills and experience necessary for this role then please apply with your full up to date CV.</span></span></span></span></p>

<p style="margin-bottom:11px"><br>
<span style="font-family:Calibri;"><span style="font-size:11pt"><span style="line-height:normal"><b><span style="font-size:12.0pt">ELEMENTA CANDIDATE COMMITMENT:</span></b></span></span></span></p>

<ul style="margin-bottom:11px">
	<li style="margin-bottom:11px"><span style="font-family:Calibri;"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-size:12.0pt">Weekly pay &ndash; no waiting for monthly payroll cut off dates, Elementa pays one week in lieu.</span></span></span></span></li>
	<li style="margin-bottom:11px"><span style="font-family:Calibri;"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-size:12.0pt">PAYE contract &ndash; unless a candidate specifically requests it, all candidates are paid via PAYE giving them the protections and payment structure of a traditional employer:employee relationship.</span></span></span></span></li>
	<li style="margin-bottom:11px"><span style="font-family:Calibri;"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-size:12.0pt">Training &amp; Support &ndash; a broad range of free or heavily discounted training available including Safeguarding, Behaviour, Team Teach, SEND, Makaton and Thrive. Regular welfare contact and support from a dedicated candidate manager.</span></span></span></span></li>
	<li style="margin-bottom:11px"><span style="font-family:Calibri;"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-size:12.0pt">Fair pay policy &ndash; our candidates are paid to scale, where a variation on this may be required written agreement will be provided ahead of the position.</span></span></span></span></li>
	<li style="margin-bottom:11px"><span style="font-family:Calibri;"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-size:12.0pt">Additional services to support our staff &ndash; we have a network of partners who offer support services to our candidates &hellip; tax returns, accountancy, legal and more.</span></span></span></span></li>
</ul>

<p style="margin-bottom:11px"><br>
<span style="font-family:Calibri;"><span style="font-size:11pt"><span style="line-height:normal"><b><span style="font-size:12.0pt">For more information click apply now below or contact us via phone or email.&nbsp;All applicants will be promptly responded to.</span></b></span></span></span></p>
]]></description><link>https://vacancies.elementa.org.uk/job/outreach-mentorlsa-654.aspx</link><guid>https://vacancies.elementa.org.uk/job/outreach-mentorlsa-654.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/outreach-mentorlsa-654/apply.aspx</applyUrl><pubDate>Mon, 08 Jun 2026 11:46:15 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/outreach-mentorlsa-654/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>654</ffAdvert:ReferenceNumber><ffAdvert:Title>Outreach Mentor/LSA</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>2137</ffAdvert:CompanyReferenceNumber><ffAdvert:JobType>Contract</ffAdvert:JobType><ffAdvert:Discipline>Special School/Setting (SEND)</ffAdvert:Discipline><ffAdvert:Role>Learning Support Assistant</ffAdvert:Role><ffAdvert:LocationArea>Bristol</ffAdvert:LocationArea><ffAdvert:Location>Lawrence Hill/Redfield/St George</ffAdvert:Location><ffAdvert:Specialisation>SEND experience</ffAdvert:Specialisation><ffAdvert:SubSpecialisation></ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Mon, 08 Jun 2026 11:46:15 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Mon, 22 Jun 2026 11:46:15 GMT</ffAdvert:ClosingDate><ffAdvert:Remuneration>£122.80 per day</ffAdvert:Remuneration><ffAdvert:PostedBy>Richard Morrison</ffAdvert:PostedBy><ffAdvert:RecruiterEmail>richard@elementa.org.uk</ffAdvert:RecruiterEmail><ffAdvert:RecruiterDirectDial>0117 325 9523</ffAdvert:RecruiterDirectDial><ffAdvert:MinimumPayment>110.00</ffAdvert:MinimumPayment><ffAdvert:MaximumPayment>126.93</ffAdvert:MaximumPayment><ffAdvert:PaymentRate>Per Day</ffAdvert:PaymentRate><ffAdvert:Currency>GBP</ffAdvert:Currency><ffAdvert:Country>England</ffAdvert:Country><ffAdvert:RecruiterProfilePicture>https://vacancies.elementa.org.uk/webdocs/Elementa/Person/4380/Profile/Rich B&amp;W.jpg</ffAdvert:RecruiterProfilePicture></item><item><title>Learning Support Mentor - 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<h2><strong>SEND 1:1 Learning Support&nbsp; Mentor&nbsp;ASD / ASC, SEMH</strong></h2>

<h2><strong>Type: Temp-perm (60-day trial)</strong></h2>

<h2><strong>Details: Full-time (Monday to Friday, 9:30am - 3:30pm)</strong></h2>

<h2><strong>Location: Weston Super Mare&nbsp;(primary&nbsp;ages)</strong></h2>

<h2><strong>Start Date: ASAP, June 1st 2026&nbsp; &nbsp;&nbsp;</strong></h2>

<h2><strong>Salary: &pound;18,000 - &pound;22,000 p.a.&nbsp;(&pound;15.38 - &pound;17.95ph during trial)</strong></h2>

<p>&nbsp;</p>

<p>Our client is a new &amp; expanding Alternative Education Provision, serving primary &amp;&nbsp;secondary-aged pupils with EHCPs relating to SEMH based in Weston Super Mare and surrounding areas across the South West. They operate a &lsquo;revolving-door&rsquo; offering whereby students stay at the provision for up to 18 weeks, either on a full-time or part-time &#39;transition&#39; basis before returning to a mainstream education setting or attending a special school. The roles available are based on expansion and demand for places.</p>

<p style="text-align: justify;">We are seeking someone with previous experience of having worked with learners that have SEMH and have experienced trauma who may have other needs relating to ASC / ASD. The ideal person will be able to act as a positive role model and deliver an alternative education curriculum. We seek individuals that are skilled in recognising the emotional and educational needs of the learner and who are able to respond&nbsp;to and create appropriate&nbsp;learning activities &amp; opportunities around the needs of individual learners. Many of the learners have not engaged in education for a significant amount of time so commonly, an individual approach for each child is necessary.&nbsp;</p>

<p style="text-align: justify;">If you have already had training in positive behaviour management&nbsp;such as Team Teach / PBM / MAPA&nbsp;and/or THRIVE training we would be particularly interested in hearing from you. If you have practical experience of working with children displaying challenging behaviour and are successful in your application for this post, Team Teach training will be offered free of charge and would be a requirement of the post.</p>

<p style="text-align: justify;">The full-time working day is from 9:30am to 3:30pm, Monday to Friday. There will likely be&nbsp;flexible working times &amp; days (part-time) possible within those hours.</p>

<p style="text-align: justify;">It would be great to hear from you if you have&hellip;</p>

<ul>
	<li style="text-align: justify;">Experience of working with children who have had to overcome barriers and difficult situations</li>
	<li style="text-align: justify;">The ability to engage parents in supporting children at home by helping to set boundaries and managing behaviour</li>
	<li style="text-align: justify;">The desire to go through training and deliver ideas so that ideas&nbsp;can be implemented.</li>
	<li style="text-align: justify;">Passionate about working with young people in education</li>
	<li style="text-align: justify;">Have a good understanding of what makes an effective intervention strategy</li>
	<li style="text-align: justify;">Are committed to safeguarding young people and helping them overcome difficulties</li>
	<li style="text-align: justify;">Are committed to ensuring students maximise every opportunity to achieve academically and personally</li>
	<li style="text-align: justify;">Are able to work within a dynamic and challenging environment</li>
	<li style="text-align: justify;">Have excellent communication and teamwork skills</li>
</ul>

<p style="text-align: justify;">The role is offered on a temp-perm basis, via a successful 60 day trial period, from October 2024. This is&nbsp;a great opportunity for anyone looking for&nbsp;a role that offers training opportunities, progression opportunities within the organisation&nbsp;and to be part of a supportive organisation that has expansion plans in the near future.</p>

<p style="text-align: justify;">Elementa is the recruiting partner therefore applicants being considered for the role after pre-screening will be required to complete the registration process for Elementa. This includes full vetting &amp; background checks, satisfactory referencing and application for a DBS Enhanced Disclosure (which may be chargeable at&nbsp;&pound;64.20) unless you have a current DBS on the update service.</p>

<p style="text-align: justify;">If you have the relevant skills and experience necessary for this role then please apply with your full up-to-date CV.&nbsp;<u><strong>Please ensure your CV is up-to-date and&nbsp;clearly defines your previous experience. </strong></u>All applicants will be promptly responded to.</p>

<p>&nbsp;</p>
]]></description><link>https://vacancies.elementa.org.uk/job/learning-support-mentor-primary-323.aspx</link><guid>https://vacancies.elementa.org.uk/job/learning-support-mentor-primary-323.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/learning-support-mentor-primary-323/apply.aspx</applyUrl><pubDate>Mon, 08 Jun 2026 11:46:14 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/learning-support-mentor-primary-323/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>323</ffAdvert:ReferenceNumber><ffAdvert:Title>Learning Support Mentor - Primary</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>2980</ffAdvert:CompanyReferenceNumber><ffAdvert:JobType>Contract</ffAdvert:JobType><ffAdvert:Discipline>Alternative Provision</ffAdvert:Discipline><ffAdvert:Role>Behaviour Mentor</ffAdvert:Role><ffAdvert:LocationArea>North Somerset</ffAdvert:LocationArea><ffAdvert:Location>Weston-Super-Mare</ffAdvert:Location><ffAdvert:Specialisation>SEND experience</ffAdvert:Specialisation><ffAdvert:SubSpecialisation>Social,Emotional &amp; Mental Health (SEMH)</ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Mon, 08 Jun 2026 11:46:14 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Mon, 22 Jun 2026 11:46:14 GMT</ffAdvert:ClosingDate><ffAdvert:Remuneration>£15.38 - £17.95ph during trial</ffAdvert:Remuneration><ffAdvert:PostedBy>Richard Morrison</ffAdvert:PostedBy><ffAdvert:RecruiterEmail>richard@elementa.org.uk</ffAdvert:RecruiterEmail><ffAdvert:RecruiterDirectDial>0117 325 9523</ffAdvert:RecruiterDirectDial><ffAdvert:MinimumPayment>90.00</ffAdvert:MinimumPayment><ffAdvert:MaximumPayment>120.00</ffAdvert:MaximumPayment><ffAdvert:PaymentRate>Per Day</ffAdvert:PaymentRate><ffAdvert:Currency>GBP</ffAdvert:Currency><ffAdvert:Country>England</ffAdvert:Country><ffAdvert:RecruiterProfilePicture>https://vacancies.elementa.org.uk/webdocs/Elementa/Person/4380/Profile/Rich B&amp;W.jpg</ffAdvert:RecruiterProfilePicture></item><item><title>Learning Support Mentor (SEMH), Secondary ages</title><description><![CDATA[<h2><span style="font-family:Calibri;"><strong>SEND 1:1 Learning Support&nbsp; Mentor&nbsp;ASD / ASC, SEMH</strong></span></h2>

<h2><span style="font-family:Calibri;"><strong>Type: Temp-perm contract (via 60 day trial)</strong></span></h2>

<h2><span style="font-family:Calibri;"><strong>Details: Full-time (Monday to Friday, 9:30am - 3:30pm)</strong></span></h2>

<h2><span style="font-family:Calibri;"><strong>Location: Bristol - Central</strong></span></h2>

<h2><span style="font-family:Calibri;"><strong>Start Date: June 1st 2026</strong></span></h2>

<h2><span style="font-family:Calibri;"><strong>Salary: &pound;18,000 - &pound;22,000 p.a. (&pound;15.38 - &pound;17.95ph during trial)</strong></span></h2>

<p>&nbsp;</p>

<p><span style="font-family:Calibri;">Our client is a new &amp; expanding Alternative Education Provision, serving primary &amp;&nbsp;secondary-aged pupils with EHCPs relating to SEMH based in Weston-super-Mare and surrounding areas across the South West. They operate a &lsquo;revolving-door&rsquo; offering whereby students stay at the provision for up to 18 weeks, either on a full-time or part-time &#39;transition&#39; basis before returning to a mainstream education setting or attending a special school. The roles available are based on expansion and demand for places.</span></p>

<p><span style="font-family:Calibri;">We are seeking someone with previous experience of having worked with learners that have SEMH and have experienced trauma who may have other needs relating to ASC / ASD. The ideal person will be able to act as a positive role model and deliver an alternative education curriculum. We seek individuals that are skilled in recognising the emotional and educational needs of the learner and who are able to respond&nbsp;to and create appropriate&nbsp;learning activities &amp; opportunities around the needs of individual learners. Many of the learners have not engaged in education for a significant amount of time so commonly, an individual approach for each child is necessary.&nbsp;</span></p>

<p><span style="font-family:Calibri;">If you have already had training in positive behaviour management&nbsp;such as Team Teach / PBM / MAPA&nbsp;and/or THRIVE training we would be particularly interested in hearing from you. If you have practical experience of working with children displaying challenging behaviour and are successful in your application for this post, Team Teach training will be offered free of charge and would be a requirement of the post.</span></p>

<p><span style="font-family:Calibri;">The full-time working day is from 9:30am to 3:30pm, Monday to Friday.&nbsp;</span></p>

<p><span style="font-family:Calibri;">It would be great to hear from you if you have&hellip;</span></p>

<ul>
	<li><span style="font-family:Calibri;">Experience of working with children who have had to overcome barriers and difficult situations</span></li>
	<li><span style="font-family:Calibri;">The ability to engage parents in supporting children at home by helping to set boundaries and managing behaviour</span></li>
	<li><span style="font-family:Calibri;">The desire to go through training and deliver ideas so that ideas&nbsp;can be implemented.</span></li>
	<li><span style="font-family:Calibri;">Passionate about working with young people in education</span></li>
	<li><span style="font-family:Calibri;">Have a good understanding of what makes an effective intervention strategy</span></li>
	<li><span style="font-family:Calibri;">Are committed to safeguarding young people and helping them overcome difficulties</span></li>
	<li><span style="font-family:Calibri;">Are committed to ensuring students maximise every opportunity to achieve academically and personally</span></li>
	<li><span style="font-family:Calibri;">Are able to work within a dynamic and challenging environment</span></li>
	<li><span style="font-family:Calibri;">Have excellent communication and teamwork skills</span></li>
	<li><span style="font-family:Calibri;">GSCEs in English and Maths at grade C/4 or above</span></li>
</ul>

<p>&nbsp;</p>

<p><span style="font-family:Calibri;">Whilst this role is similar to, it does differ from a support role in a mainstream setting, however, if you have experience as a Learning Support Assistant (LSA), Teaching Assistant, Behaviour Mentor, Youth Support worker or similar, we would be interested in hearing from you.</span></p>

<p><span style="font-family:Calibri;">The role is offered on a 1-year fixed-term contract basis after a successful 60 trial period with the intention to offer permanent contracts from&nbsp;September 2025. This is&nbsp;a great opportunity for anyone looking for&nbsp;a role that offers training opportunities, progression opportunities within the organisation&nbsp;and to be part of a supportive organisation that has expansion plans in the near future.</span></p>

<p><span style="font-family:Calibri;">Elementa is the recruiting partner; therefore applicants being considered for the role after pre-screening will be required to complete the registration process for Elementa. This includes full vetting &amp; background checks, satisfactory referencing and application for a DBS Enhanced Disclosure (which may be chargeable at&nbsp;&pound;64.20) unless you have a current DBS on the update service.</span></p>

<p><span style="font-family:Calibri;">If you have the relevant skills and experience necessary for this role then please apply with your full up-to-date CV.&nbsp;<u><strong>Please ensure your CV is up-to-date and&nbsp;clearly defines your previous experience. </strong></u>All applicants will be promptly responded to.</span></p>
]]></description><link>https://vacancies.elementa.org.uk/job/learning-support-mentor-(semh),-secondary-ages-863.aspx</link><guid>https://vacancies.elementa.org.uk/job/learning-support-mentor-(semh),-secondary-ages-863.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/learning-support-mentor-(semh),-secondary-ages-863/apply.aspx</applyUrl><pubDate>Mon, 08 Jun 2026 11:46:14 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/learning-support-mentor-(semh),-secondary-ages-863/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>863</ffAdvert:ReferenceNumber><ffAdvert:Title>Learning Support Mentor (SEMH), Secondary ages</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>3604</ffAdvert:CompanyReferenceNumber><ffAdvert:JobType>Contract</ffAdvert:JobType><ffAdvert:Discipline>Alternative Provision</ffAdvert:Discipline><ffAdvert:Role>Behaviour Mentor</ffAdvert:Role><ffAdvert:LocationArea>Bristol</ffAdvert:LocationArea><ffAdvert:Location>Central Bristol</ffAdvert:Location><ffAdvert:Specialisation>SEND experience</ffAdvert:Specialisation><ffAdvert:SubSpecialisation>Social,Emotional &amp; Mental Health (SEMH)</ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Mon, 08 Jun 2026 11:46:14 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Mon, 22 Jun 2026 11:46:14 GMT</ffAdvert:ClosingDate><ffAdvert:Remuneration>£15.38 to ££17.95 per hour, during temp phase.</ffAdvert:Remuneration><ffAdvert:PostedBy>Richard Morrison</ffAdvert:PostedBy><ffAdvert:RecruiterEmail>richard@elementa.org.uk</ffAdvert:RecruiterEmail><ffAdvert:RecruiterDirectDial>0117 325 9523</ffAdvert:RecruiterDirectDial><ffAdvert:MinimumPayment>15.38</ffAdvert:MinimumPayment><ffAdvert:MaximumPayment>17.95</ffAdvert:MaximumPayment><ffAdvert:PaymentRate>Per Hour</ffAdvert:PaymentRate><ffAdvert:Currency>GBP</ffAdvert:Currency><ffAdvert:Country>England</ffAdvert:Country><ffAdvert:RecruiterProfilePicture>https://vacancies.elementa.org.uk/webdocs/Elementa/Person/4380/Profile/Rich B&amp;W.jpg</ffAdvert:RecruiterProfilePicture></item><item><title>Teacher (SEND)</title><description><![CDATA[<p><span style="font-family:Calibri;"><span style="font-size:16pt;"><b>Location: Weston-super-Mare</b></span></span></p>

<p><span style="font-family:Calibri;"><span style="font-size:16pt;"><b>Pay: &pound;168.80 - &pound;261.78 per day</b></span></span></p>

<p><span style="font-family:Calibri;"><span style="font-size:16pt;"><b>Type: Fixed Term Contract (perm possible)</b></span></span></p>

<p><span style="font-family:Calibri;"><span style="font-size:16pt;"><b>Hours: Full time - 8:15&nbsp;- 15:45</b></span></span></p>

<p><span style="font-family:Calibri;"><span style="font-size:16pt;"><b>Start date: ASAP</b></span></span></p>

<p><span style="font-family:Calibri;">Elementa is recruiting for a SEND Teacher with a strong background in supporting children with additional needs. The role is based at a specialist secondary provision in Weston-super-Mare for pupils aged 11-16 years, who struggle with social-emotional mental health (SEMH), and who find attending mainstream education a challenge. This role can be challenging, as the children may have other&nbsp;additional needs, such as ADHD and Autism. You will need to be experienced in supporting children with a variety of needs, have strong behaviour and classroom management skills, and have experience in delivering the national curriculum, including literacy, numeracy and science.&nbsp;</span></p>

<p><span style="font-family:Calibri;">Whilst this may be a challenging role, it can also be very rewarding, seeing the children develop and progress with&nbsp;the right support in place. As a SEND Teacher, you will be leading a small class, with the additional support of HLTA&#39;s and Learning Mentors, providing engaging and insightful lessons, tailored to the needs of the class, and approaching it in a way that the children will be able to understand and therefore succeed.&nbsp;</span></p>

<h2><span style="font-family:Calibri;">Key Requirements:</span></h2>

<ul>
	<li><span style="font-family:Calibri;">Qualified Teacher Status (QTS) or Qualified Teacher Learning and Skills (QTLS)</span></li>
	<li><span style="font-family:Calibri;">Demonstrated experience in addressing the needs of students with Social, Emotional, and Mental Health (SEMH) challenges</span></li>
	<li><span style="font-family:Calibri;">Passion for creating inclusive and supportive learning environments</span></li>
	<li><span style="font-family:Calibri;">Ability to work effectively within a multidisciplinary team</span></li>
</ul>

<p><span style="font-family:Calibri;">If you think you have the qualities and experience to be a SEND Primary Teacher, please apply today by clicking the link.&nbsp;</span></p>

<p><span style="font-family:Calibri;">A DBS subscribed to the update service would be an advantage for this position, to allow for a quick start. Applications without a DBS on the update service will&nbsp;be considered, however, processing a new DBS can take time and may delay the start time.</span></p>

<p>&nbsp;</p>

<p><span style="font-family:Calibri;"><b>Contract &amp; recruitment information</b></span></p>

<p><span style="font-family:Calibri;">Elementa is the recruiting partner therefore applicants being considered for the role after pre-screening will be required to complete the registration process for Elementa. This includes full vetting &amp; background checks and application for an Enhanced DBS Disclosure (which may be chargeable @&pound;64.20)&nbsp;unless you have a current Enhanced&nbsp;DBS subscribed to the&nbsp;update service.</span></p>

<p><span style="font-family:Calibri;">If you have the relevant skills and experience necessary for this role then please apply with your full up to date CV.</span></p>

<p><br>
<span style="font-family:Calibri;"><b>ELEMENTA CANDIDATE COMMITMENT:</b></span></p>

<ul>
	<li><span style="font-family:Calibri;">Weekly pay &ndash; no waiting for monthly payroll cut off dates, Elementa pays one week in lieu.</span></li>
	<li><span style="font-family:Calibri;">PAYE contract &ndash; unless a candidate specifically requests it, all candidates are paid via PAYE giving them the protections and payment structure of a traditional employer:employee relationship.</span></li>
	<li><span style="font-family:Calibri;">Training &amp; Support &ndash; a broad range of free or heavily discounted training available including Safeguarding, Behaviour, Team Teach, SEND, Makaton and Thrive. Regular welfare contact and support from a dedicated candidate manager.</span></li>
	<li><span style="font-family:Calibri;">Fair pay policy &ndash; our candidates are paid to scale, where a variation on this may be required written agreement will be provided ahead of the position.</span></li>
	<li><span style="font-family:Calibri;">Additional services to support our staff &ndash; we have a network of partners who offer support services to our candidates &hellip; tax returns, accountancy, legal and more.</span></li>
</ul>

<p><br>
<span style="font-family:Calibri;"><b>For more information click apply now below or contact us via phone or email.&nbsp;All applicants will be promptly responded to.</b></span></p>
]]></description><link>https://vacancies.elementa.org.uk/job/teacher-(send)-861.aspx</link><guid>https://vacancies.elementa.org.uk/job/teacher-(send)-861.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/teacher-(send)-861/apply.aspx</applyUrl><pubDate>Mon, 08 Jun 2026 11:46:14 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/teacher-(send)-861/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>861</ffAdvert:ReferenceNumber><ffAdvert:Title>Teacher (SEND)</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>3235</ffAdvert:CompanyReferenceNumber><ffAdvert:JobType>Contract</ffAdvert:JobType><ffAdvert:Discipline>Special School/Setting (SEND)</ffAdvert:Discipline><ffAdvert:Role>Teacher (QTS / QTLS)</ffAdvert:Role><ffAdvert:LocationArea>North Somerset</ffAdvert:LocationArea><ffAdvert:Location>Weston-Super-Mare</ffAdvert:Location><ffAdvert:Specialisation>SEND experience</ffAdvert:Specialisation><ffAdvert:SubSpecialisation></ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Mon, 08 Jun 2026 11:46:14 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Mon, 22 Jun 2026 11:46:14 GMT</ffAdvert:ClosingDate><ffAdvert:Remuneration>£168.80 - £261.78 per day</ffAdvert:Remuneration><ffAdvert:PostedBy>Richard Morrison</ffAdvert:PostedBy><ffAdvert:RecruiterEmail>richard@elementa.org.uk</ffAdvert:RecruiterEmail><ffAdvert:RecruiterDirectDial>0117 325 9523</ffAdvert:RecruiterDirectDial><ffAdvert:MinimumPayment>168.80</ffAdvert:MinimumPayment><ffAdvert:MaximumPayment>232.57</ffAdvert:MaximumPayment><ffAdvert:PaymentRate>Per Day</ffAdvert:PaymentRate><ffAdvert:Currency>GBP</ffAdvert:Currency><ffAdvert:Country>England</ffAdvert:Country><ffAdvert:RecruiterProfilePicture>https://vacancies.elementa.org.uk/webdocs/Elementa/Person/4380/Profile/Rich B&amp;W.jpg</ffAdvert:RecruiterProfilePicture></item><item><title>SENDCo – Independent Primary SEND School</title><description><![CDATA[<p style="margin-bottom:11px"><span style="font-size:14pt;"><span style="line-height:107%"><span style="font-family:Arial,sans-serif"><b><span style="font-family:Outfit">SENDCo (Primary SEND School - SEMH, trauma, ADHD, Autism)</span></b></span></span></span></p>

<p style="margin-bottom:11px"><span style="font-size:14pt;"><span style="line-height:107%"><span style="font-family:Arial,sans-serif"><b><span style="font-family:Outfit">Location: Fishponds, Bristol</span></b></span></span></span></p>

<p style="margin-bottom:11px"><span style="font-size:14pt;"><span style="line-height:107%"><span style="font-family:Arial,sans-serif"><b><span style="font-family:Outfit">Start date: 1<sup>st</sup> September 2026</span></b></span></span></span></p>

<p style="margin-bottom:11px"><span style="font-size:14pt;"><span style="line-height:107%"><span style="font-family:Arial,sans-serif"><b><span style="font-family:Outfit">Hours: Full-time, 8:30am - 4:00pm, Monday to Friday</span></b></span></span></span></p>

<p style="margin-bottom:11px"><span style="font-size:14pt;"><span style="line-height:107%"><span style="font-family:Arial,sans-serif"><b><span style="font-family:Outfit">Type:&nbsp; Perm (1-year fixed-term)</span></b></span></span></span></p>

<p style="margin-bottom:11px"><span style="font-size:14pt;"><span style="line-height:107%"><span style="font-family:Arial,sans-serif"><b><span style="font-family:Outfit">Salary: &pound;32,916 - &pound;47,000 PA</span></b></span></span></span></p>

<p style="margin-bottom:11px">&nbsp;</p>

<p style="margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Arial,sans-serif"><b><span style="font-family:Outfit">Contract:</span></b><span style="font-family:Outfit"> Full-time (term time + INSET; flexible by agreement)</span></span></span></span></p>

<p style="margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Arial,sans-serif"><b><span style="font-family:Outfit">Lead with purpose. Transform lives.</span></b></span></span></span></p>

<p style="margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Arial,sans-serif"><span style="font-family:Outfit">Elmtree Grove School is seeking a passionate and skilled SENDCo to join our specialist provision for primary-aged learners with special educational needs and disabilities (SEND <b>SEMH, trauma, ADHD, Autism</b>). </span></span></span></span></p>

<p style="margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Arial,sans-serif"><span style="font-family:Outfit">This is more than a coordination role &mdash; it&rsquo;s a chance to shape provision, influence whole-school practice, and make a lasting difference to children who need it most.</span></span></span></span></p>

<p style="margin-bottom:11px">&nbsp;</p>

<p style="margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Arial,sans-serif"><b><span style="font-family:Outfit">About the Role</span></b></span></span></span></p>

<p style="margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Arial,sans-serif"><span style="font-family:Outfit">As SENDCo, you will be a key member of the Senior Leadership Team, leading and coordinating SEND provision across the school. You&rsquo;ll ensure every pupil&rsquo;s needs are understood, planned for, and met through high-quality, individualised approaches.</span></span></span></span></p>

<p style="margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Arial,sans-serif"><span style="font-family:Outfit">You&rsquo;ll work at the heart of a multidisciplinary network &mdash; collaborating with families, local authorities, and external professionals &mdash; to create stability, progress, and positive outcomes for every child.</span></span></span></span></p>

<p style="margin-bottom:11px">&nbsp;</p>

<p style="margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Arial,sans-serif"><b><span style="font-family:Outfit">What You&rsquo;ll Be Doing</span></b></span></span></span></p>

<ul style="margin-bottom:11px">
	<li style="margin-left:32px; margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:125%"><span style="font-family:Arial,sans-serif"><span style="font-family:Outfit">Leading SEND provision across the school in line with the SEND Code of Practice</span></span></span></span></li>
	<li style="margin-left:32px; margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:125%"><span style="font-family:Arial,sans-serif"><span style="font-family:Outfit">Overseeing EHCPs, annual reviews, and liaison with local authorities</span></span></span></span></li>
	<li style="margin-left:32px; margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:125%"><span style="font-family:Arial,sans-serif"><span style="font-family:Outfit">Driving high-quality, personalised provision for pupils with complex needs</span></span></span></span></li>
	<li style="margin-left:32px; margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:125%"><span style="font-family:Arial,sans-serif"><span style="font-family:Outfit">Supporting and developing staff in inclusive and trauma-informed practice</span></span></span></span></li>
	<li style="margin-left:32px; margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:125%"><span style="font-family:Arial,sans-serif"><span style="font-family:Outfit">Working closely with families to build strong, trusting partnerships</span></span></span></span></li>
	<li style="margin-left:32px; margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:125%"><span style="font-family:Arial,sans-serif"><span style="font-family:Outfit">Coordinating multi-agency input (e.g. Educational Psychologists, SALT, Social Care)</span></span></span></span></li>
	<li style="margin-left:32px; margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:125%"><span style="font-family:Arial,sans-serif"><span style="font-family:Outfit">Contributing to safeguarding, behaviour support, and pastoral planning</span></span></span></span></li>
	<li style="margin-left:32px; margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:125%"><span style="font-family:Arial,sans-serif"><span style="font-family:Outfit">Line managing and developing the Learning Support team</span></span></span></span></li>
	<li style="margin-left:32px; margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:125%"><span style="font-family:Arial,sans-serif"><span style="font-family:Outfit">Monitoring the impact of interventions and ensuring accountability</span></span></span></span></li>
</ul>

<p style="margin-bottom:11px">&nbsp;</p>

<p style="margin-bottom:11px">&nbsp;</p>

<p style="margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Arial,sans-serif"><b><span style="font-family:Outfit">What We&rsquo;re Looking For</span></b></span></span></span></p>

<p style="margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Arial,sans-serif"><span style="font-family:Outfit">We&rsquo;re looking for someone who combines expertise with empathy &mdash; a leader who is both strategic and hands-on. A &lsquo;team player&rsquo; who cares passionately about the life chances of young people.</span></span></span></span></p>

<p style="margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Arial,sans-serif"><b><span style="font-family:Outfit">Essential:</span></b></span></span></span></p>

<ul style="margin-bottom:11px">
	<li style="margin-left:32px; margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:125%"><span style="font-family:Arial,sans-serif"><span style="font-family:Outfit">Qualified Teacher Status (QTS) or equivalent</span></span></span></span></li>
	<li style="margin-left:32px; margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:125%"><span style="font-family:Arial,sans-serif"><span style="font-family:Outfit">Fully Qualified Teacher (induction passed)</span></span></span></span></li>
	<li style="margin-left:32px; margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:125%"><span style="font-family:Arial,sans-serif"><span style="font-family:Outfit">National Award for SEND Coordination (or willingness to achieve)</span></span></span></span></li>
	<li style="margin-left:32px; margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:125%"><span style="font-family:Arial,sans-serif"><span style="font-family:Outfit">Strong experience with complex SEND and/or SEMH</span></span></span></span></li>
	<li style="margin-left:32px; margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:125%"><span style="font-family:Arial,sans-serif"><span style="font-family:Outfit">In-depth knowledge of EHCP processes and SEND legislation</span></span></span></span></li>
	<li style="margin-left:32px; margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:125%"><span style="font-family:Arial,sans-serif"><span style="font-family:Outfit">Experience working with external agencies and local authorities</span></span></span></span></li>
	<li style="margin-left:32px; margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:125%"><span style="font-family:Arial,sans-serif"><span style="font-family:Outfit">A calm, resilient and solution-focused approach</span></span></span></span></li>
</ul>

<p style="margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Arial,sans-serif"><b><span style="font-family:Outfit">Desirable:</span></b></span></span></span></p>

<ul style="margin-bottom:11px">
	<li style="margin-left:31px; margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:125%"><span style="font-family:Arial,sans-serif"><span style="font-family:Outfit">Experience in a specialist or independent setting</span></span></span></span></li>
	<li style="margin-left:31px; margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:125%"><span style="font-family:Arial,sans-serif"><span style="font-family:Outfit">Training in trauma-informed or therapeutic approaches</span></span></span></span></li>
</ul>

<p style="margin-bottom:11px">&nbsp;</p>

<p style="margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Arial,sans-serif"><b><span style="font-family:Outfit">Why Join Elmtree Grove School?</span></b></span></span></span></p>

<p style="margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Arial,sans-serif"><b><i><span style="font-family:Outfit">Every Child, Every Opportunity, The Right Opportunity</span></i></b></span></span></span></p>

<p style="margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Arial,sans-serif"><span style="font-family:Outfit">Our approach is to offer a bespoke and relevant learning program for each learner. Integration into standardised education opportunities and social integration is everything we do. No child should have their future negatively affected or be excluded in their later life due to the lack of access or support for education opportunities that are appropriate to their abilities &amp; strengths.</span></span></span></span></p>

<p style="margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Arial,sans-serif"><span style="font-family:Outfit">We believe strongly in people and look for people that have:</span></span></span></span></p>

<ul style="margin-bottom:11px">
	<li style="margin-left:32px; margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:125%"><span style="font-family:Arial,sans-serif"><span style="font-family:Outfit">Education-relevant qualifications in supporting teaching &amp; learning</span></span></span></span></li>
	<li style="margin-left:32px; margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:125%"><span style="font-family:Arial,sans-serif"><span style="font-family:Outfit">good&nbsp;experience in&nbsp;supporting young people in an education setting</span></span></span></span></li>
	<li style="margin-left:32px; margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:125%"><span style="font-family:Arial,sans-serif"><span style="font-family:Outfit">understanding and expertise in supporting learners with SEND</span></span></span></span></li>
	<li style="margin-left:32px; margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:125%"><span style="font-family:Arial,sans-serif"><span style="font-family:Outfit">skills &amp; strategies in supporting emotional wellbeing</span></span></span></span></li>
	<li style="margin-left:32px; margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:125%"><span style="font-family:Arial,sans-serif"><span style="font-family:Outfit">tenacity &amp; resilience to manage, influence &amp; effect positive behaviours &amp; decisions in learners</span></span></span></span></li>
	<li style="margin-left:32px; margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:125%"><span style="font-family:Arial,sans-serif"><span style="font-family:Outfit">the ability to present a strong role model for young people, including having fun!</span></span></span></span></li>
	<li style="margin-left:32px; margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:125%"><span style="font-family:Arial,sans-serif"><span style="font-family:Outfit">collaborative and pro-active working practices</span></span></span></span></li>
	<li style="margin-left:32px; margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:125%"><span style="font-family:Arial,sans-serif"><span style="font-family:Outfit">a strong sense of responsibility &amp; work ethic</span></span></span></span></li>
</ul>

<p style="margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Arial,sans-serif"><span style="font-family:Outfit">Working with our organisation is a rewarding experience. We offer an enjoyable workplace with additional employment benefits for our permanent staff colleagues:</span></span></span></span></p>

<ul style="margin-bottom:11px">
	<li style="margin-left:32px; margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:125%"><span style="font-family:Arial,sans-serif"><span style="font-family:Outfit">Bright HR - online HR management portal also offering partner discounts</span></span></span></span></li>
	<li style="margin-left:32px; margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:125%"><span style="font-family:Arial,sans-serif"><span style="font-family:Outfit">Private Healthcare (Vitality)</span></span></span></span></li>
	<li style="margin-left:32px; margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:125%"><span style="font-family:Arial,sans-serif"><span style="font-family:Outfit">Employee Assist - independent healthcare perks</span></span></span></span></li>
	<li style="margin-left:32px; margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:125%"><span style="font-family:Arial,sans-serif"><span style="font-family:Outfit">Free training - role specific &amp; relevant, accredited training</span></span></span></span></li>
	<li style="margin-left:32px; margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:125%"><span style="font-family:Arial,sans-serif"><span style="font-family:Outfit">Employee Support Assistant - dedicated colleagues to coach &amp; support our employees</span></span></span></span></li>
	<li style="margin-left:32px; margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:125%"><span style="font-family:Arial,sans-serif"><span style="font-family:Outfit">Pension scheme (not currently teacher pension scheme) </span></span></span></span></li>
	<li style="margin-left:32px; margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:125%"><span style="font-family:Arial,sans-serif"><span style="font-family:Outfit">company celebration events</span></span></span></span></li>
</ul>

<p style="margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Arial,sans-serif"><b><span style="font-family:Outfit">Ready to make a difference?</span></b></span></span></span></p>

<p style="margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Arial,sans-serif"><span style="font-family:Outfit">If you&rsquo;re driven by purpose and committed to inclusive, child-centred education, we&rsquo;d love to hear from you.</span></span></span></span></p>

<p style="margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Arial,sans-serif"><b><span style="font-family:Outfit">Application/interview schedule:</span></b></span></span></span></p>

<ul style="margin-bottom:11px">
	<li style="margin-bottom:11px; margin-left:8px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Arial,sans-serif"><span style="font-family:Outfit">Closing date &nbsp;1<sup>st</sup> June 2026</span></span></span></span></li>
	<li style="margin-bottom:11px; margin-left:8px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Arial,sans-serif"><span style="font-family:Outfit">Shortlisting 3<sup>rd</sup> June 2026</span></span></span></span></li>
	<li style="margin-bottom:11px; margin-left:8px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Arial,sans-serif"><span style="font-family:Outfit">Interviews week commencing 8<sup>th</sup> June 2026</span></span></span></span></li>
</ul>

<p style="margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Arial,sans-serif"><b><span style="font-family:Outfit">Apply now and be part of something meaningful.</span></b></span></span></span></p>

<p style="margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Arial,sans-serif"><span style="font-family:Outfit">Applications are welcomed from candidates that meet the vast majority of the above job &amp; person criteria. We also recognise that many people who are interested in such a role may not have specific experience as detailed so we would still welcome an application from those that have substantial experience of supporting young people with SEND or other challenges in education.</span></span></span></span></p>

<p style="margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Arial,sans-serif"><span style="font-family:Outfit">All applications will be managed by Elementa. Successful applications will have a full-prescreen, interview, &lsquo;insight session&rsquo; and visit to one of our Alternative Provision sites. Any (permanent) appointment will be subject to a successful interview process, satisfactory references, DBS Enhanced Disclosure (which may be chargeable at &pound;64.20 unless you have a DBS subscribed to the Update Service) and successful completion of employment trial period.</span></span></span></span></p>

<p style="margin-bottom:11px"><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Arial,sans-serif"><b><u><span style="font-family:Outfit">Please apply with your full up to date CV. All applicants will be promptly responded to.&nbsp;</span></u></b></span></span></span></p>
]]></description><link>https://vacancies.elementa.org.uk/job/sendco-–-independent-primary-send-school-862.aspx</link><guid>https://vacancies.elementa.org.uk/job/sendco-–-independent-primary-send-school-862.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/sendco-–-independent-primary-send-school-862/apply.aspx</applyUrl><pubDate>Mon, 08 Jun 2026 11:46:13 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/sendco-–-independent-primary-send-school-862/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>862</ffAdvert:ReferenceNumber><ffAdvert:Title>SENDCo – Independent Primary SEND School</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>3171</ffAdvert:CompanyReferenceNumber><ffAdvert:JobType>Permanent</ffAdvert:JobType><ffAdvert:Discipline>Special School/Setting (SEND)</ffAdvert:Discipline><ffAdvert:Role>SENDCo</ffAdvert:Role><ffAdvert:LocationArea>Bristol</ffAdvert:LocationArea><ffAdvert:Location>Fishponds</ffAdvert:Location><ffAdvert:Specialisation>SEND experience</ffAdvert:Specialisation><ffAdvert:SubSpecialisation>Special Education Needs Coordinator (SENDCo/SENCo)</ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Mon, 08 Jun 2026 11:46:13 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Mon, 22 Jun 2026 11:46:13 GMT</ffAdvert:ClosingDate><ffAdvert:Remuneration>£32,916 - £47,000</ffAdvert:Remuneration><ffAdvert:PostedBy>Richard Morrison</ffAdvert:PostedBy><ffAdvert:RecruiterEmail>richard@elementa.org.uk</ffAdvert:RecruiterEmail><ffAdvert:RecruiterDirectDial>0117 325 9523</ffAdvert:RecruiterDirectDial><ffAdvert:MinimumPayment>32916.00</ffAdvert:MinimumPayment><ffAdvert:MaximumPayment>47000.00</ffAdvert:MaximumPayment><ffAdvert:PaymentRate>Per Year</ffAdvert:PaymentRate><ffAdvert:Currency>GBP</ffAdvert:Currency><ffAdvert:Country>England</ffAdvert:Country><ffAdvert:RecruiterProfilePicture>https://vacancies.elementa.org.uk/webdocs/Elementa/Person/4380/Profile/Rich B&amp;W.jpg</ffAdvert:RecruiterProfilePicture></item><item><title>Food Technician Teacher - QTS</title><description><![CDATA[<p data-end="212" data-start="128"><span style="font-size:20pt;"><strong data-end="152" data-start="128">Qualified Food Technician Teacher</strong></span></p>

<p data-end="212" data-start="128">&nbsp;</p>

<p><span style="font-size:20pt;"><strong>Location - West Drayton, London</strong></span></p>

<p><span style="font-size:20pt;"><strong>Contract - Full-time, Temp to perm contract&nbsp;</strong></span></p>

<p><span style="font-size:20pt;"><strong>Start Date - September</strong></span></p>

<p><span style="font-size:20pt;"><strong>Salary - &pound;168.80 - &pound;230.45 (MPS + UPS)&nbsp;</strong></span></p>

<p>&nbsp;</p>

<p data-end="393" data-start="78"><strong data-end="201" data-start="78">Are you a dedicated and enthusiastic Food Technology Teacher with experience supporting learners with additional needs?</strong> Our client, a reputable Academy-SEND educational provider, is seeking a qualified <strong data-end="311" data-start="284">Food Technology Teacher</strong> to join their team on a temporary basis, with the potential for a permanent role.</p>

<h3 data-end="414" data-section-id="131l5ng" data-start="395">About the Role:</h3>

<ul data-end="718" data-start="415">
	<li data-end="437" data-section-id="161inqd" data-start="415"><strong data-end="432" data-start="417">Start Date:</strong> ASAP</li>
	<li data-end="471" data-section-id="1wox32d" data-start="438"><strong data-end="449" data-start="440">Type:</strong> Temp-to-perm contract</li>
	<li data-end="555" data-section-id="3qxdkb" data-start="472"><strong data-end="486" data-start="474">Setting:</strong> Specialist SEND Academy with a strong focus on personalised learning</li>
	<li data-end="718" data-section-id="11qcaz7" data-start="556"><strong data-end="580" data-start="558">Organisation Size:</strong> 66&ndash;250 employees, committed to providing outstanding support and education for students with Autism Spectrum Disorder/Condition (ASD/ASC)</li>
</ul>

<h3 data-end="742" data-section-id="1r4p1nm" data-start="720">Candidate Profile:</h3>

<ul data-end="1253" data-start="743">
	<li data-end="784" data-section-id="1sd8hc6" data-start="743">Hold <strong data-end="784" data-start="750">Qualified Teacher Status (QTS)</strong></li>
	<li data-end="879" data-section-id="1c2zv" data-start="785">Experience delivering <strong data-end="828" data-start="809">Food Technology</strong> lessons across a range of abilities and key stages</li>
	<li data-end="970" data-section-id="fcp6oe" data-start="880">Demonstrable experience supporting learners with ASD/ASC or additional needs (desirable)</li>
	<li data-end="1071" data-section-id="n4ceie" data-start="971">Passionate about developing practical life skills, healthy eating habits, and learner independence</li>
	<li data-end="1133" data-section-id="2o65p0" data-start="1072">Strong behaviour management and classroom engagement skills</li>
	<li data-end="1186" data-section-id="13xibn6" data-start="1134">Excellent communication and team-working abilities</li>
	<li data-end="1253" data-section-id="1krgwad" data-start="1187">Commitment to high standards of care and educational development</li>
</ul>

<h3 data-end="1280" data-section-id="14uqk01" data-start="1255">Key Responsibilities:</h3>

<ul data-end="2234" data-start="1281">
	<li data-end="1385" data-section-id="80w42z" data-start="1281">Plan and deliver inclusive, engaging <strong data-end="1339" data-start="1320">Food Technology</strong> lessons tailored to individual learning needs</li>
	<li data-end="1500" data-section-id="1wtzfvw" data-start="1386">Adapt practical cooking and food preparation activities to ensure accessibility and participation for all pupils</li>
	<li data-end="1590" data-section-id="ge320j" data-start="1501">Teach key topics including food preparation, nutrition, food safety, and healthy living</li>
	<li data-end="1680" data-section-id="1l8j006" data-start="1591">Promote confidence, independence, and creativity through practical learning experiences</li>
	<li data-end="1783" data-section-id="8nwsvu" data-start="1681">Support pupils&#39; social, emotional, and personal development within a structured learning environment</li>
	<li data-end="1897" data-section-id="1xa846o" data-start="1784">Work collaboratively with teaching staff, support staff, and therapists to support pupil progress and behaviour</li>
	<li data-end="2024" data-section-id="15lqc2u" data-start="1898">Maintain a safe and supportive learning environment, ensuring compliance with food hygiene and health and safety regulations</li>
	<li data-end="2134" data-section-id="1xjbqlq" data-start="2025">Assess, monitor, and record pupil progress, providing feedback and adapting teaching strategies as required</li>
	<li data-end="2234" data-section-id="1nplcsp" data-start="2135">Prepare and manage resources, ingredients, and equipment effectively to support practical lessons</li>
</ul>

<h3 data-end="2249" data-section-id="1fahjvh" data-start="2236">Why Join?</h3>

<p data-end="2482" data-start="2250">This is an excellent opportunity to make a meaningful difference within a supportive SEND environment, helping students develop valuable life skills and achieve positive educational outcomes through engaging Food Technology lessons.</p>

<p>&nbsp;</p>

<p>Elementa will be managing all applicants and screening their suitability for the school.&nbsp;<u>Elementa are not a supply agency,</u>&nbsp;we are a schools services &amp;&nbsp;recruiting partner to schools. We&nbsp;will manage the candidate vetting &amp; compliance and process your payroll on behalf of the school whilst on trial contract. It&#39;s likely that the school will engage the successful candidate on trial contract through Elementa (60 day contract, paid to scale from the outset) to assess suitability and confirm the intention of engagement on permanent contract. Therefore applicants being considered for the role after pre-screening will be required to complete the registration process for Elementa. This includes full vetting &amp; background checks and application for an Enhanced DBS Disclosure (which may be chargeable at &pound;64.20) unless you have a current DBS on the update service.</p>

<p>If you have the relevant skills and experience necessary for this role then please apply with your full up to date CV. All applicants will be promptly responded to.</p>

<p><br>
<strong>ELEMENTA CANDIDATE COMMITMENT:</strong></p>

<ul>
	<li>Weekly pay &ndash; no waiting for monthly payroll cut off dates, Elementa pays one week in lieu.</li>
	<li>PAYE contract &ndash; unless a candidate specifically requests it, all candidates are paid via PAYE giving them the protections and payment structure of a traditional employer:employee relationship.</li>
	<li>Training &amp; Support &ndash; a broad range of free or heavily discounted training available including Safeguarding, Behaviour, Team Teach, SEND, Makaton and Thrive. Regular welfare contact and support from a dedicated candidate manager.</li>
	<li>Fair pay policy &ndash; our candidates are paid to scale, where a variation on this may be required written agreement will be provided ahead of the position.</li>
	<li>Additional services to support our staff &ndash; we have a network of partners who offer support services to our candidates &hellip; tax returns, accountancy, legal and more.</li>
</ul>

<p><br>
<strong>For more information click apply now below or contact us via phone or email.</strong></p>
]]></description><link>https://vacancies.elementa.org.uk/job/food-technician-teacher-qts-890.aspx</link><guid>https://vacancies.elementa.org.uk/job/food-technician-teacher-qts-890.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/food-technician-teacher-qts-890/apply.aspx</applyUrl><pubDate>Mon, 08 Jun 2026 11:36:38 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/food-technician-teacher-qts-890/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>890</ffAdvert:ReferenceNumber><ffAdvert:Title>Food Technician Teacher - QTS</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>3352</ffAdvert:CompanyReferenceNumber><ffAdvert:JobType>Contract</ffAdvert:JobType><ffAdvert:Discipline>Special School/Setting (SEND)</ffAdvert:Discipline><ffAdvert:Role>Teacher (QTS / QTLS)</ffAdvert:Role><ffAdvert:LocationArea>London</ffAdvert:LocationArea><ffAdvert:Location>West Drayton</ffAdvert:Location><ffAdvert:Specialisation>SECONDARY</ffAdvert:Specialisation><ffAdvert:SubSpecialisation>DT - Food Technology</ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Mon, 08 Jun 2026 11:36:38 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Mon, 22 Jun 2026 22:59:59 GMT</ffAdvert:ClosingDate><ffAdvert:Remuneration>September - Temp - Perm</ffAdvert:Remuneration><ffAdvert:PostedBy>Jenson Dyer</ffAdvert:PostedBy><ffAdvert:RecruiterEmail>jenson@elementa.org.uk</ffAdvert:RecruiterEmail><ffAdvert:RecruiterDirectDial /><ffAdvert:MinimumPayment>168.80</ffAdvert:MinimumPayment><ffAdvert:MaximumPayment>243.45</ffAdvert:MaximumPayment><ffAdvert:PaymentRate>Per Day</ffAdvert:PaymentRate><ffAdvert:Currency>GBP</ffAdvert:Currency><ffAdvert:Country>England</ffAdvert:Country><ffAdvert:RecruiterProfilePicture>https://vacancies.elementa.org.uk/webdocs/Elementa/Person/11931/Profile/LinkedInProfile.png</ffAdvert:RecruiterProfilePicture></item><item><title>PE Teacher</title><description><![CDATA[<p data-end="212" data-start="128"><span style="font-size:16pt;"><strong data-end="152" data-start="128">Qualified PE Teacher</strong></span></p>

<p data-end="212" data-start="128">&nbsp;</p>

<p><span style="font-size:16pt;"><strong>Location - West Drayton, Londo</strong></span></p>

<p><span style="font-size:16pt;"><strong>Contract - Full-time, Temp to perm contract&nbsp;</strong></span></p>

<p><span style="font-size:16pt;"><strong>Start Date - September&nbsp;</strong></span></p>

<p><span style="font-size:16pt;"><strong>Salary - &pound;168.80 - &pound;230.45 (MPS + UPS)</strong></span></p>

<p data-end="514" data-start="236">Are you a dedicated and energetic PE Teacher with experience supporting learners with additional needs? Our client, a reputable Academy-SEND educational provider, is seeking a qualified PE Teacher to join their team on a temporary basis, with the potential for a permanent role.</p>

<h2 data-end="541" data-section-id="186t0cf" data-start="521">About the role:</h2>

<ul data-end="853" data-start="542">
	<li data-end="566" data-section-id="140wl5x" data-start="542"><strong data-end="559" data-start="544">Start Date:</strong> ASAP</li>
	<li data-end="602" data-section-id="a97xl1" data-start="567"><strong data-end="578" data-start="569">Type:</strong> Temp-to-perm contract</li>
	<li data-end="688" data-section-id="ws87hn" data-start="603"><strong data-end="617" data-start="605">Setting:</strong> Specialist SEND Academy with a strong focus on personalised learning</li>
	<li data-end="853" data-section-id="xz4c2b" data-start="689"><strong data-end="713" data-start="691">Organisation Size:</strong> 66&ndash;250 employees, committed to providing outstanding support and education for students with Autism Spectrum Disorder/Condition (ASD/ASC)</li>
</ul>

<h2 data-end="883" data-section-id="1uoshlt" data-start="860">Candidate profile:</h2>

<ul data-end="1350" data-start="884">
	<li data-end="922" data-section-id="11hppgu" data-start="884">Hold <strong data-end="920" data-start="891">QTS or QTLS certification</strong></li>
	<li data-end="999" data-section-id="q4ckcg" data-start="923">Experience delivering <strong data-end="969" data-start="947">Physical Education</strong> across a range of abilities</li>
	<li data-end="1096" data-section-id="7719fy" data-start="1000">Demonstrable experience supporting learners with <strong data-end="1082" data-start="1051">ASD/ASC or additional needs</strong> (desirable)</li>
	<li data-end="1172" data-section-id="opfhqy" data-start="1097">Passionate about promoting physical activity, well-being, and inclusion</li>
	<li data-end="1226" data-section-id="ac00lh" data-start="1173">Strong behaviour management and engagement skills</li>
	<li data-end="1281" data-section-id="dqcm42" data-start="1227">Excellent communication and team-working abilities</li>
	<li data-end="1350" data-section-id="i24zqt" data-start="1282">Commitment to high standards of care and educational development</li>
</ul>

<h2 data-end="1383" data-section-id="1e7j5qa" data-start="1357">Key Responsibilities:</h2>

<ul data-end="1831" data-start="1384">
	<li data-end="1464" data-section-id="18igvi" data-start="1384">Plan and deliver inclusive, engaging PE lessons tailored to individual needs</li>
	<li data-end="1551" data-section-id="65v48i" data-start="1465">Adapt physical activities to ensure accessibility and participation for all pupils</li>
	<li data-end="1609" data-section-id="1al1qzs" data-start="1552">Promote teamwork, confidence, and physical well-being</li>
	<li data-end="1699" data-section-id="kvmr22" data-start="1610">Support pupils&rsquo; social and emotional development through structured physical activity</li>
	<li data-end="1775" data-section-id="1pj2ha" data-start="1700">Work collaboratively with staff to support pupil progress and behaviour</li>
	<li data-end="1831" data-section-id="1qyh5jy" data-start="1776">Maintain a safe and supportive learning environment</li>
</ul>

<p>&nbsp;</p>

<p>Elementa will be managing all applicants and screening their suitability for the school.&nbsp;<u>Elementa are not a supply agency,</u>&nbsp;we are a schools services &amp;&nbsp;recruiting partner to schools. We&nbsp;will manage the candidate vetting &amp; compliance and process your payroll on behalf of the school whilst on trial contract. It&#39;s likely that the school will engage the successful candidate on trial contract through Elementa (60 day contract, paid to scale from the outset) to assess suitability and confirm the intention of engagement on permanent contract. Therefore applicants being considered for the role after pre-screening will be required to complete the registration process for Elementa. This includes full vetting &amp; background checks and application for an Enhanced DBS Disclosure (which may be chargeable at &pound;64.20) unless you have a current DBS on the update service.</p>

<p>If you have the relevant skills and experience necessary for this role then please apply with your full up to date CV. All applicants will be promptly responded to.</p>

<p><br>
<strong>ELEMENTA CANDIDATE COMMITMENT:</strong></p>

<ul>
	<li>Weekly pay &ndash; no waiting for monthly payroll cut off dates, Elementa pays one week in lieu.</li>
	<li>PAYE contract &ndash; unless a candidate specifically requests it, all candidates are paid via PAYE giving them the protections and payment structure of a traditional employer:employee relationship.</li>
	<li>Training &amp; Support &ndash; a broad range of free or heavily discounted training available including Safeguarding, Behaviour, Team Teach, SEND, Makaton and Thrive. Regular welfare contact and support from a dedicated candidate manager.</li>
	<li>Fair pay policy &ndash; our candidates are paid to scale, where a variation on this may be required written agreement will be provided ahead of the position.</li>
	<li>Additional services to support our staff &ndash; we have a network of partners who offer support services to our candidates &hellip; tax returns, accountancy, legal and more.</li>
</ul>

<p><br>
<strong>For more information click apply now below or contact us via phone or email.</strong></p>
]]></description><link>https://vacancies.elementa.org.uk/job/pe-teacher-889.aspx</link><guid>https://vacancies.elementa.org.uk/job/pe-teacher-889.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/pe-teacher-889/apply.aspx</applyUrl><pubDate>Mon, 08 Jun 2026 11:20:02 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/pe-teacher-889/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>889</ffAdvert:ReferenceNumber><ffAdvert:Title>PE Teacher</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>3352</ffAdvert:CompanyReferenceNumber><ffAdvert:JobType>Contract</ffAdvert:JobType><ffAdvert:Discipline>Special School/Setting (SEND)</ffAdvert:Discipline><ffAdvert:Role>Teacher (QTS / QTLS)</ffAdvert:Role><ffAdvert:LocationArea>London</ffAdvert:LocationArea><ffAdvert:Location>West Drayton</ffAdvert:Location><ffAdvert:Specialisation>SECONDARY</ffAdvert:Specialisation><ffAdvert:SubSpecialisation>PE - GCSE/A-Level</ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Mon, 08 Jun 2026 11:20:02 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Mon, 22 Jun 2026 22:59:59 GMT</ffAdvert:ClosingDate><ffAdvert:Remuneration>£168.80 - £230.45 (MPS+UPS)</ffAdvert:Remuneration><ffAdvert:PostedBy>Jenson Dyer</ffAdvert:PostedBy><ffAdvert:RecruiterEmail>jenson@elementa.org.uk</ffAdvert:RecruiterEmail><ffAdvert:RecruiterDirectDial /><ffAdvert:MinimumPayment>168.80</ffAdvert:MinimumPayment><ffAdvert:MaximumPayment>243.45</ffAdvert:MaximumPayment><ffAdvert:PaymentRate>Per Day</ffAdvert:PaymentRate><ffAdvert:Currency>GBP</ffAdvert:Currency><ffAdvert:Country>England</ffAdvert:Country><ffAdvert:RecruiterProfilePicture>https://vacancies.elementa.org.uk/webdocs/Elementa/Person/11931/Profile/LinkedInProfile.png</ffAdvert:RecruiterProfilePicture></item><item><title>Cover Supervisor</title><description><![CDATA[<h2><span style="font-size: 24px;"><b>Cover Supervisor&nbsp;</b></span></h2>

<h3><strong><span style="font-size:18pt;">Location: Dorking, Surrey</span></strong></h3>

<h3><strong><span style="font-size:18pt;">Pay: &pound;90 &ndash; &pound;150 per day</span></strong></h3>

<h3><strong><span style="font-size:18pt;">Type: Temporary&nbsp;</span></strong></h3>

<h3><strong><span style="font-size:18pt;">Hours: Full-time</span></strong></h3>

<h3><strong><span style="font-size:18pt;">Start Date: ASAP</span></strong></h3>

<p>Elementa is recruiting for a Teaching Assistant to work within a specialist SEND and SEMH setting in Dorking, Surrey.</p>

<p>The provision supports children and young people with a range of additional needs, including Social, Emotional and Mental Health (SEMH) needs, autism, ADHD and trauma-related barriers to learning. The school provides a nurturing and supportive environment focused on helping students develop academically, socially and emotionally.</p>

<h2>The Role</h2>

<p>As a Teaching Assistant, your role will involve supporting students both inside and outside of the classroom to help them engage positively with education and overcome barriers to learning.</p>

<p>Responsibilities will include:</p>

<ul data-spread="false">
	<li>Supporting students on a 1:1, 2:1 or small group basis</li>
	<li>Assisting the teacher with lesson delivery and classroom activities</li>
	<li>Supporting students&rsquo; emotional wellbeing and behaviour regulation</li>
	<li>Encouraging positive engagement with learning</li>
	<li>Helping maintain a safe, structured and supportive environment</li>
	<li>Promoting the school&rsquo;s high expectations and values</li>
	<li>Supporting students with SEND and SEMH needs</li>
	<li>Assisting with safeguarding and pastoral support where required</li>
</ul>

<p>The ideal candidate will have a calm, patient and resilient approach, with the ability to build positive relationships whilst maintaining clear boundaries and expectations.</p>

<p>Experience in a similar role is desirable, or previous experience working with children or young people in education, care, youth work or support settings.</p>

<p>The contract is initially temporary, with the potential for a permanent opportunity for the right candidate.</p>

<p>A DBS on the Update Service would be preferable to allow for a quicker start date due to potential delays with new applications.</p>

<h2>Contract &amp; Recruitment Information</h2>

<p>Elementa is the recruiting partner for this role. Applicants being considered following pre-screening will be required to complete the registration process with Elementa. This includes full vetting and background checks and an Enhanced DBS Disclosure application (which may be chargeable at &pound;53.20) unless you already hold a current Enhanced DBS subscribed to the Update Service.</p>

<p>If you have the relevant skills and experience necessary for this role, please apply with your most up-to-date CV.</p>

<h2>Elementa Candidate Commitment</h2>

<ul data-spread="false">
	<li>Weekly pay &ndash; no waiting for monthly payroll cut-off dates; Elementa pays one week in lieu</li>
	<li>PAYE contract &ndash; all candidates are paid via PAYE unless specifically requested otherwise</li>
	<li>Training &amp; Support &ndash; access to a broad range of free or heavily discounted training including:
	<ul data-spread="false">
		<li>Safeguarding</li>
		<li>Behaviour Management</li>
		<li>Team Teach</li>
		<li>SEND</li>
		<li>Makaton</li>
		<li>Thrive</li>
	</ul>
	</li>
	<li>Regular welfare contact and support from a dedicated candidate manager</li>
	<li>Fair pay policy &ndash; candidates are paid fairly and transparently</li>
	<li>Additional support services available including legal, tax and accountancy support</li>
</ul>

<p>For more information, click apply now below or contact Elementa via phone or email. All applicants will receive a prompt response.</p>
]]></description><link>https://vacancies.elementa.org.uk/job/cover-supervisor-870.aspx</link><guid>https://vacancies.elementa.org.uk/job/cover-supervisor-870.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/cover-supervisor-870/apply.aspx</applyUrl><pubDate>Mon, 08 Jun 2026 08:12:28 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/cover-supervisor-870/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>870</ffAdvert:ReferenceNumber><ffAdvert:Title>Cover Supervisor</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>3404</ffAdvert:CompanyReferenceNumber><ffAdvert:JobType>Contract</ffAdvert:JobType><ffAdvert:Discipline>Special School/Setting (SEND)</ffAdvert:Discipline><ffAdvert:Role>Instructor / Cover Supervisor</ffAdvert:Role><ffAdvert:LocationArea>Surrey</ffAdvert:LocationArea><ffAdvert:Location>Dorking</ffAdvert:Location><ffAdvert:Specialisation>School Support Roles</ffAdvert:Specialisation><ffAdvert:SubSpecialisation>Cover Supervisor</ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Mon, 08 Jun 2026 08:12:28 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Mon, 22 Jun 2026 08:12:28 GMT</ffAdvert:ClosingDate><ffAdvert:Remuneration>£90-£150 per day</ffAdvert:Remuneration><ffAdvert:PostedBy>Jenson Dyer</ffAdvert:PostedBy><ffAdvert:RecruiterEmail>jenson@elementa.org.uk</ffAdvert:RecruiterEmail><ffAdvert:RecruiterDirectDial /><ffAdvert:MinimumPayment>90.00</ffAdvert:MinimumPayment><ffAdvert:MaximumPayment>150.00</ffAdvert:MaximumPayment><ffAdvert:PaymentRate>Per Day</ffAdvert:PaymentRate><ffAdvert:Currency>GBP</ffAdvert:Currency><ffAdvert:Country>England</ffAdvert:Country><ffAdvert:RecruiterProfilePicture>https://vacancies.elementa.org.uk/webdocs/Elementa/Person/11931/Profile/LinkedInProfile.png</ffAdvert:RecruiterProfilePicture></item><item><title>Teaching Assistant</title><description><![CDATA[<h2><strong><span style="font-size:18pt;">Dorking, Surrey</span></strong></h2>

<h3><strong><span style="font-size:18pt;">Location: Dorking, Surrey</span></strong></h3>

<h3><strong><span style="font-size:18pt;">Pay: &pound;90 &ndash; &pound;120 per day</span></strong></h3>

<h3><strong><span style="font-size:18pt;">Type: Temporary (possible permanent)</span></strong></h3>

<h3><strong><span style="font-size:18pt;">Hours: Full-time</span></strong></h3>

<h3><strong><span style="font-size:18pt;">Start Date: ASAP</span></strong></h3>

<p>Elementa is recruiting for a Teaching Assistant to work within a specialist SEND and SEMH setting in Dorking, Surrey.</p>

<p>The provision supports children and young people with a range of additional needs, including Social, Emotional and Mental Health (SEMH) needs, autism, ADHD and trauma-related barriers to learning. The school provides a nurturing and supportive environment focused on helping students develop academically, socially and emotionally.</p>

<h2>The Role</h2>

<p>As a Teaching Assistant, your role will involve supporting students both inside and outside of the classroom to help them engage positively with education and overcome barriers to learning.</p>

<p>Responsibilities will include:</p>

<ul data-spread="false">
	<li>Supporting students on a 1:1, 2:1 or small group basis</li>
	<li>Assisting the teacher with lesson delivery and classroom activities</li>
	<li>Supporting students&rsquo; emotional wellbeing and behaviour regulation</li>
	<li>Encouraging positive engagement with learning</li>
	<li>Helping maintain a safe, structured and supportive environment</li>
	<li>Promoting the school&rsquo;s high expectations and values</li>
	<li>Supporting students with SEND and SEMH needs</li>
	<li>Assisting with safeguarding and pastoral support where required</li>
</ul>

<p>The ideal candidate will have a calm, patient and resilient approach, with the ability to build positive relationships whilst maintaining clear boundaries and expectations.</p>

<p>Experience in a similar role is desirable, or previous experience working with children or young people in education, care, youth work or support settings.</p>

<p>The contract is initially temporary, with the potential for a permanent opportunity for the right candidate.</p>

<p>A DBS on the Update Service would be preferable to allow for a quicker start date due to potential delays with new applications.</p>

<h2>Contract &amp; Recruitment Information</h2>

<p>Elementa is the recruiting partner for this role. Applicants being considered following pre-screening will be required to complete the registration process with Elementa. This includes full vetting and background checks and an Enhanced DBS Disclosure application (which may be chargeable at &pound;53.20) unless you already hold a current Enhanced DBS subscribed to the Update Service.</p>

<p>If you have the relevant skills and experience necessary for this role, please apply with your most up-to-date CV.</p>

<h2>Elementa Candidate Commitment</h2>

<ul data-spread="false">
	<li>Weekly pay &ndash; no waiting for monthly payroll cut-off dates; Elementa pays one week in lieu</li>
	<li>PAYE contract &ndash; all candidates are paid via PAYE unless specifically requested otherwise</li>
	<li>Training &amp; Support &ndash; access to a broad range of free or heavily discounted training including:
	<ul data-spread="false">
		<li>Safeguarding</li>
		<li>Behaviour Management</li>
		<li>Team Teach</li>
		<li>SEND</li>
		<li>Makaton</li>
		<li>Thrive</li>
	</ul>
	</li>
	<li>Regular welfare contact and support from a dedicated candidate manager</li>
	<li>Fair pay policy &ndash; candidates are paid fairly and transparently</li>
	<li>Additional support services available including legal, tax and accountancy support</li>
</ul>

<p>For more information, click apply now below or contact Elementa via phone or email. All applicants will receive a prompt response.</p>
]]></description><link>https://vacancies.elementa.org.uk/job/teaching-assistant-868.aspx</link><guid>https://vacancies.elementa.org.uk/job/teaching-assistant-868.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/teaching-assistant-868/apply.aspx</applyUrl><pubDate>Mon, 08 Jun 2026 08:12:27 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/teaching-assistant-868/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>868</ffAdvert:ReferenceNumber><ffAdvert:Title>Teaching Assistant</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>3404</ffAdvert:CompanyReferenceNumber><ffAdvert:JobType>Contract</ffAdvert:JobType><ffAdvert:Discipline>Special School/Setting (SEND)</ffAdvert:Discipline><ffAdvert:Role>Learning Support Assistant</ffAdvert:Role><ffAdvert:LocationArea>Surrey</ffAdvert:LocationArea><ffAdvert:Location>Dorking</ffAdvert:Location><ffAdvert:Specialisation>School Support Roles</ffAdvert:Specialisation><ffAdvert:SubSpecialisation>Learning Support Assistant</ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Mon, 08 Jun 2026 08:12:27 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Mon, 22 Jun 2026 08:12:27 GMT</ffAdvert:ClosingDate><ffAdvert:Remuneration>£90 - £120 per day</ffAdvert:Remuneration><ffAdvert:PostedBy>Jenson Dyer</ffAdvert:PostedBy><ffAdvert:RecruiterEmail>jenson@elementa.org.uk</ffAdvert:RecruiterEmail><ffAdvert:RecruiterDirectDial /><ffAdvert:MinimumPayment>90.00</ffAdvert:MinimumPayment><ffAdvert:MaximumPayment>120.00</ffAdvert:MaximumPayment><ffAdvert:PaymentRate>Per Day</ffAdvert:PaymentRate><ffAdvert:Currency>GBP</ffAdvert:Currency><ffAdvert:Country>England</ffAdvert:Country><ffAdvert:RecruiterProfilePicture>https://vacancies.elementa.org.uk/webdocs/Elementa/Person/11931/Profile/LinkedInProfile.png</ffAdvert:RecruiterProfilePicture></item><item><title>Maths Teacher</title><description><![CDATA[<h1><span style="font-size:18pt;"><strong>Maths Teacher &ndash; SEMH &amp; Trauma-Informed Provision</strong></span></h1>

<h2><span style="font-size:18pt;"><strong>Dorking, Surrey</strong></span></h2>

<h3><span style="font-size:18pt;"><strong>Location: Dorking, Surrey</strong></span></h3>

<h3><span style="font-size:18pt;"><strong>Pay: &pound;169 &ndash; &pound;230 per day</strong></span></h3>

<h3><span style="font-size:18pt;"><strong>Type: Temporary (possible permanent)</strong></span></h3>

<h3><span style="font-size:18pt;"><strong>Hours: Full-time</strong></span></h3>

<h3><span style="font-size:18pt;"><strong>Start Date: ASAP</strong></span></h3>

<p>Elementa is recruiting for a Maths Teacher to work within a specialist SEND and SEMH provision in Dorking, Surrey.</p>

<p>This role involves supporting secondary-aged students who have experienced trauma, adverse childhood experiences and significant barriers to learning. Many students have Education, Health and Care Plans (EHCPs) relating to SEMH needs and may present with challenging behaviour.</p>

<p>The school provides a therapeutic, nurturing and highly personalised approach to education, helping students re-engage with learning and achieve positive outcomes both academically and socially.</p>

<h2><strong>The Role</strong></h2>

<p>As a Maths Teacher, your responsibilities will include:</p>

<ul data-spread="false">
	<li>Planning and delivering engaging Maths lessons to KS2, KS3 or lower KS4 students</li>
	<li>Teaching students on a 1:1, 2:1 or small group basis</li>
	<li>Differentiating lessons to meet a range of SEND and SEMH needs</li>
	<li>Supporting students&rsquo; emotional regulation and engagement with learning</li>
	<li>Using positive behaviour management and restorative approaches</li>
	<li>Assessing, recording and reporting on student progress</li>
	<li>Working collaboratively with pastoral staff, therapists and families</li>
	<li>Maintaining strong safeguarding practices and professional boundaries</li>
</ul>

<p>The ideal candidate will have a calm, resilient and adaptable approach, with the ability to build positive relationships whilst maintaining clear expectations and boundaries.</p>

<h2>Essential Experience &amp; Skills</h2>

<ul data-spread="false">
	<li>Experience working within SEND, SEMH or alternative provision settings</li>
	<li>Strong understanding of safeguarding and trauma-informed practice</li>
	<li>Experience supporting or teaching students with challenging behaviour</li>
	<li>Excellent classroom and behaviour management skills</li>
	<li>Ability to differentiate Maths lessons for students with additional needs</li>
	<li>QTS/QTLS or relevant teaching experience desirable</li>
	<li>Team Teach training or positive behaviour support experience advantageous</li>
</ul>

<p>A DBS on the Update Service would be preferable to support a quicker start date, due to potential delays with new applications.</p>

<h2><strong>Contract &amp; Recruitment Information</strong></h2>

<p>Elementa is the recruiting partner for this position. Applicants being considered for the role following pre-screening will be required to complete the registration process with Elementa. This includes full vetting and background checks, as well as an Enhanced DBS Disclosure application (which may be chargeable at &pound;53.20) unless you already hold a current Enhanced DBS subscribed to the Update Service.</p>

<p>If you have the relevant skills, experience and passion for supporting young people with SEMH and SEND needs, we would welcome your application. Please apply with your most up-to-date CV.</p>

<h2><strong>Elementa Candidate Commitment</strong></h2>

<ul data-spread="false">
	<li>Weekly pay &ndash; paid one week in lieu</li>
	<li>PAYE contracts as standard</li>
	<li>Ongoing training and CPD opportunities</li>
	<li>Dedicated candidate manager and welfare support</li>
	<li>Fair pay policy</li>
	<li>Access to additional support services including legal and financial guidance</li>
</ul>

<p>For more information, click apply now below or contact Elementa directly via phone or email. All applicants will receive a prompt response.</p>
]]></description><link>https://vacancies.elementa.org.uk/job/maths-teacher-867.aspx</link><guid>https://vacancies.elementa.org.uk/job/maths-teacher-867.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/maths-teacher-867/apply.aspx</applyUrl><pubDate>Mon, 08 Jun 2026 08:12:27 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/maths-teacher-867/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>867</ffAdvert:ReferenceNumber><ffAdvert:Title>Maths Teacher</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>3404</ffAdvert:CompanyReferenceNumber><ffAdvert:JobType>Contract</ffAdvert:JobType><ffAdvert:Discipline>Special School/Setting (SEND)</ffAdvert:Discipline><ffAdvert:Role>Teacher (QTS / QTLS)</ffAdvert:Role><ffAdvert:LocationArea>Surrey</ffAdvert:LocationArea><ffAdvert:Location>Dorking</ffAdvert:Location><ffAdvert:Specialisation>SECONDARY</ffAdvert:Specialisation><ffAdvert:SubSpecialisation>Maths</ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Mon, 08 Jun 2026 08:12:27 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Mon, 22 Jun 2026 08:12:27 GMT</ffAdvert:ClosingDate><ffAdvert:Remuneration>£169 - £230 per day (MPS1-6)</ffAdvert:Remuneration><ffAdvert:PostedBy>Jenson Dyer</ffAdvert:PostedBy><ffAdvert:RecruiterEmail>jenson@elementa.org.uk</ffAdvert:RecruiterEmail><ffAdvert:RecruiterDirectDial /><ffAdvert:MinimumPayment>169.62</ffAdvert:MinimumPayment><ffAdvert:MaximumPayment>230.96</ffAdvert:MaximumPayment><ffAdvert:PaymentRate>Per Day</ffAdvert:PaymentRate><ffAdvert:Currency>GBP</ffAdvert:Currency><ffAdvert:Country>England</ffAdvert:Country><ffAdvert:RecruiterProfilePicture>https://vacancies.elementa.org.uk/webdocs/Elementa/Person/11931/Profile/LinkedInProfile.png</ffAdvert:RecruiterProfilePicture></item><item><title>Thrive Teacher</title><description><![CDATA[<h1><strong>Thrive Teacher &ndash; SEMH &amp; Trauma-Informed Provision</strong></h1>

<h2><span style="font-size:18pt;"><strong>Dorking, Surrey</strong></span></h2>

<h3><span style="font-size:18pt;"><strong>Location: Dorking, Surrey</strong></span></h3>

<h3><span style="font-size:18pt;"><strong>Pay: &pound;169 &ndash; &pound;230 per day</strong></span></h3>

<h3><span style="font-size:18pt;"><strong>Type: Temporary (Possible Permanent)</strong></span></h3>

<h3><span style="font-size:18pt;"><strong>Hours: Full-time</strong></span></h3>

<h3><span style="font-size:18pt;"><strong>Start Date: ASAP</strong></span></h3>

<p>Elementa is recruiting for a Thrive Teacher to work within a specialist SEND and SEMH provision in Dorking, Surrey.</p>

<p>This role involves supporting secondary-aged students who have experienced trauma, adverse childhood experiences and significant barriers to learning. Many students have Education, Health and Care Plans (EHCPs) relating to SEMH needs and may present with challenging behaviour.</p>

<p>The successful candidate will use a therapeutic, nurturing and trauma-informed approach to help students develop emotional resilience, improve engagement with learning and build positive relationships. The school follows a holistic approach focused on emotional wellbeing, personal development and preparing young people for life beyond education.</p>

<h2>The Role</h2>

<p>As a Thrive Teacher, your role will include:</p>

<ul data-spread="false">
	<li>Delivering targeted Thrive-based interventions and personalised learning support</li>
	<li>Teaching and supporting students on a 1:1, 2:1 or small group basis</li>
	<li>Promoting emotional regulation, resilience and social development</li>
	<li>Supporting students with reintegration into learning and wider school life</li>
	<li>Working collaboratively with pastoral teams, therapists and external professionals</li>
	<li>Using positive behaviour strategies and restorative approaches</li>
	<li>Monitoring, recording and reporting on student progress and wellbeing</li>
	<li>Maintaining strong safeguarding practices and professional boundaries</li>
</ul>

<p>The ideal candidate will have a calm, resilient and nurturing approach, with the ability to build strong relationships whilst maintaining clear expectations and boundaries.</p>

<h2>Essential Experience &amp; Skills</h2>

<ul data-spread="false">
	<li>Experience working within SEND, SEMH or alternative provision settings</li>
	<li>Understanding of trauma-informed and attachment-aware practice</li>
	<li>Experience supporting children with challenging behaviour</li>
	<li>Knowledge of safeguarding procedures and educational processes</li>
	<li>Strong communication and behaviour management skills</li>
	<li>Thrive Practitioner training or experience would be highly advantageous</li>
	<li>QTS/QTLS or relevant teaching experience desirable</li>
</ul>

<p>A DBS on the Update Service would be preferable to support a quicker start date, due to potential delays with new applications.</p>

<h2>Additional Benefits</h2>

<ul data-spread="false">
	<li>Weekly pay with no monthly payroll delays</li>
	<li>PAYE contract with full employment protections</li>
	<li>Access to free or heavily discounted training including:
	<ul data-spread="false">
		<li>Safeguarding</li>
		<li>Team Teach</li>
		<li>Thrive</li>
		<li>SEND</li>
		<li>Behaviour Management</li>
		<li>Makaton</li>
	</ul>
	</li>
	<li>Dedicated consultant and regular welfare support</li>
	<li>Fair pay policy</li>
	<li>Additional support services including legal, accountancy and tax support</li>
</ul>

<h2>Contract &amp; Recruitment Information</h2>

<p>Elementa is the recruiting partner for this position. Applicants being considered for the role following pre-screening will be required to complete the registration process with Elementa. This includes full vetting and background checks, as well as an Enhanced DBS Disclosure application (which may be chargeable at &pound;53.20) unless you already hold a current Enhanced DBS subscribed to the Update Service.</p>

<p>If you have the relevant skills, experience and passion for supporting young people with SEMH and SEND needs through a Thrive-based approach, we would welcome your application. Please apply with your most up-to-date CV.</p>

<h2>Elementa Candidate Commitment</h2>

<ul data-spread="false">
	<li>Weekly pay &ndash; paid one week in lieu</li>
	<li>PAYE contracts as standard</li>
	<li>Ongoing training and CPD opportunities</li>
	<li>Dedicated candidate manager and welfare support</li>
	<li>Fair pay policy</li>
	<li>Access to additional support services including legal and financial guidance</li>
</ul>

<p>For more information, click apply now below or contact Elementa directly via phone or email. All applicants will receive a prompt response.</p>
]]></description><link>https://vacancies.elementa.org.uk/job/thrive-teacher-866.aspx</link><guid>https://vacancies.elementa.org.uk/job/thrive-teacher-866.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/thrive-teacher-866/apply.aspx</applyUrl><pubDate>Mon, 08 Jun 2026 08:12:27 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/thrive-teacher-866/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>866</ffAdvert:ReferenceNumber><ffAdvert:Title>Thrive Teacher</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>3404</ffAdvert:CompanyReferenceNumber><ffAdvert:JobType>Contract</ffAdvert:JobType><ffAdvert:Discipline>Special School/Setting (SEND)</ffAdvert:Discipline><ffAdvert:Role>Teacher (QTS / QTLS)</ffAdvert:Role><ffAdvert:LocationArea>Surrey</ffAdvert:LocationArea><ffAdvert:Location>Dorking</ffAdvert:Location><ffAdvert:Specialisation>Additional Qualifications</ffAdvert:Specialisation><ffAdvert:SubSpecialisation>THRIVE</ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Mon, 08 Jun 2026 08:12:27 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Mon, 22 Jun 2026 08:12:27 GMT</ffAdvert:ClosingDate><ffAdvert:Remuneration>£169 - £230 per day (MPS1-6)</ffAdvert:Remuneration><ffAdvert:PostedBy>Jenson Dyer</ffAdvert:PostedBy><ffAdvert:RecruiterEmail>jenson@elementa.org.uk</ffAdvert:RecruiterEmail><ffAdvert:RecruiterDirectDial /><ffAdvert:MinimumPayment>169.62</ffAdvert:MinimumPayment><ffAdvert:MaximumPayment>230.96</ffAdvert:MaximumPayment><ffAdvert:PaymentRate>Per Day</ffAdvert:PaymentRate><ffAdvert:Currency>GBP</ffAdvert:Currency><ffAdvert:Country>England</ffAdvert:Country><ffAdvert:RecruiterProfilePicture>https://vacancies.elementa.org.uk/webdocs/Elementa/Person/11931/Profile/LinkedInProfile.png</ffAdvert:RecruiterProfilePicture></item><item><title>Pastoral Support Assistant</title><description><![CDATA[<p><span style="font-size:18pt;"><b>Pastoral Support</b></span></p>

<p><span style="font-size:18pt;"><b>Location: Dorking, Surrey&nbsp;</b></span></p>

<p><span style="font-size:18pt;"><b>Pay: &pound;90 - &pound;120 per day&nbsp;</b></span></p>

<p><span style="font-size:18pt;"><b>Type: Temporary (possible permanent)</b></span></p>

<p><span style="font-size:18pt;"><b>Hourse: Full-time</b></span></p>

<p><span style="font-size:18pt;"><b>Start date: ASAP</b></span></p>

<p>&nbsp;</p>

<p>Elementa is recruiting for a Pastoral Support Worker for a secondary school inDorking, Surrey.</p>

<p>Your role is to ensure the welfare, safety, attendance, academic engagement and emotional wellbeing of the young people within the academy. They will promote and model the Academy&rsquo;s culture of high-expectation and achievement and assist in ensuring the smooth running of the academy on a day to day basis. This will support in providing an excellent setting in which students can maximise learning opportunities and overcome learning barriers.</p>

<p>Experience in a similar role is desired, or relevant experience in a school setting, with knowledge and understanding or process and procedures in education. The contract is short-term to begin with, until the end of November, with the possibility of this continuing after.</p>

<p>A DBS on the update service would be preferable, to allow a quicker start time due to potential delays with new applications.</p>

<p>&nbsp;</p>

<p><b>Contract &amp; recruitment information</b></p>

<p>Elementa is the recruiting partner therefore applicants being considered for the role after pre-screening will be required to complete the registration process for Elementa. This includes full vetting &amp; background checks and application for an Enhanced DBS Disclosure (which may be chargeable @&pound;53.20)&nbsp;unless you have a current Enhanced&nbsp;DBS subscribed to the&nbsp;update service.</p>

<p>If you have the relevant skills and experience necessary for this role then please apply with your full up to date CV.</p>

<p><br>
<b>ELEMENTA CANDIDATE COMMITMENT:</b></p>

<ul>
	<li>Weekly pay &ndash; no waiting for monthly payroll cut-off dates, Elementa pays one week in lieu.</li>
	<li>PAYE contract &ndash; unless a candidate specifically requests it, all candidates are paid via PAYE giving them the protections and payment structure of a traditional employer:employee relationship.</li>
	<li>Training &amp; Support &ndash; a broad range of free or heavily discounted training available including Safeguarding, Behaviour, Team Teach, SEND, Makaton and Thrive. Regular welfare contact and support from a dedicated candidate manager.</li>
	<li>Fair pay policy &ndash; our candidates are paid to scale, where a variation on this may be required written agreement will be provided ahead of the position.</li>
	<li>Additional services to support our staff &ndash; we have a network of partners who offer support services to our candidates &hellip; tax returns, accountancy, legal and more.</li>
</ul>

<p><br>
<b>For more information click apply now below or contact us via phone or email.&nbsp;All applicants will be promptly responded to.</b></p>
]]></description><link>https://vacancies.elementa.org.uk/job/pastoral-support-assistant-865.aspx</link><guid>https://vacancies.elementa.org.uk/job/pastoral-support-assistant-865.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/pastoral-support-assistant-865/apply.aspx</applyUrl><pubDate>Mon, 08 Jun 2026 08:12:27 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/pastoral-support-assistant-865/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>865</ffAdvert:ReferenceNumber><ffAdvert:Title>Pastoral Support Assistant</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>3404</ffAdvert:CompanyReferenceNumber><ffAdvert:JobType>Contract</ffAdvert:JobType><ffAdvert:Discipline>Special School/Setting (SEND)</ffAdvert:Discipline><ffAdvert:Role>Support Staff (student support)</ffAdvert:Role><ffAdvert:LocationArea>Surrey</ffAdvert:LocationArea><ffAdvert:Location>Dorking</ffAdvert:Location><ffAdvert:Specialisation>SEND experience</ffAdvert:Specialisation><ffAdvert:SubSpecialisation>Pastoral (safeguarding role)</ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Mon, 08 Jun 2026 08:12:27 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Mon, 22 Jun 2026 08:12:27 GMT</ffAdvert:ClosingDate><ffAdvert:Remuneration>£90 - £120 per day</ffAdvert:Remuneration><ffAdvert:PostedBy>Jenson Dyer</ffAdvert:PostedBy><ffAdvert:RecruiterEmail>jenson@elementa.org.uk</ffAdvert:RecruiterEmail><ffAdvert:RecruiterDirectDial /><ffAdvert:MinimumPayment>90.00</ffAdvert:MinimumPayment><ffAdvert:MaximumPayment>120.00</ffAdvert:MaximumPayment><ffAdvert:PaymentRate>Per Day</ffAdvert:PaymentRate><ffAdvert:Currency>GBP</ffAdvert:Currency><ffAdvert:Country>England</ffAdvert:Country><ffAdvert:RecruiterProfilePicture>https://vacancies.elementa.org.uk/webdocs/Elementa/Person/11931/Profile/LinkedInProfile.png</ffAdvert:RecruiterProfilePicture></item><item><title>KS3 Teacher</title><description><![CDATA[<p><span style="font-size:18pt;"><strong>KS3 Teacher</strong><strong> </strong></span></p>

<p><span style="font-size:18pt;"><strong>Hours - Full time&nbsp;</strong></span></p>

<p><span style="font-size:18pt;"><strong>Location - Dorking Surrey&nbsp;</strong></span></p>

<p><span style="font-size:18pt;"><b>Pay - &pound;169.62 - &pound;230.96</b></span></p>

<p><span style="font-size:18pt;"><strong>Type: Temporary (possible permanent)</strong></span></p>

<p><span style="font-size:18pt;"><strong>Start: ASAP</strong></span></p>

<p>Elementa is working in partnership with a specialist SEND education provider in Dorking, Surrey, supporting children and young people who have experienced trauma and adverse childhood experiences. All students have an EHCP, primarily relating to SEMH (Social, Emotional and Mental Health) needs, and many may present with challenging behaviour.</p>

<p>The school takes a holistic, therapeutic and creative approach to education, with a strong focus on helping pupils re-engage with learning, build confidence, and develop the life skills needed to achieve their full potential. The aim is to support students either back into mainstream education or towards positive long-term outcomes beyond school.</p>

<p>The leadership team has created a positive, nurturing and progressive environment for both students and staff. Clear expectations, consistency and relationship-based practice are central to the school&rsquo;s ethos, alongside a genuine commitment to staff wellbeing and professional development.</p>

<p>The ideal candidate will:</p>

<ul data-spread="false">
	<li>Have a positive, resilient and calm approach</li>
	<li>Demonstrate a strong understanding of safeguarding and trauma-informed practice</li>
	<li>Be confident working with vulnerable learners with SEMH needs</li>
	<li>Be able to set and maintain clear boundaries and routines</li>
	<li>Uphold the school&rsquo;s values, expectations and behaviour policies</li>
	<li>Be adaptable, reflective and committed to inclusive education</li>
</ul>

<h2><strong>The Role</strong></h2>

<p>The successful candidate will teach Maths and English to KS2 and lower KS3 pupils on a 1:1, 2:1 or small-group basis. Students require a personalised and flexible approach to learning, with teaching tailored to meet a range of academic, emotional and social needs.</p>

<p>As a teacher, responsibilities will include:</p>

<ul data-spread="false">
	<li>Planning and delivering engaging, differentiated lessons</li>
	<li>Assessing and recording student progress</li>
	<li>Supporting students&rsquo; emotional regulation and engagement in learning</li>
	<li>Producing reports and contributing to EHCP reviews where required</li>
	<li>Working collaboratively with pastoral and therapeutic staff</li>
	<li>Building positive and consistent relationships with students</li>
</ul>

<p>Experience with positive behaviour support strategies, de-escalation techniques, or Team Teach training would be advantageous. Full Team Teach training can be provided for the successful applicant.</p>

<h3 data-end="1165" data-start="1125"><strong>Contract &amp; Recruitment Information</strong></h3>

<p data-end="1547" data-start="1166">Elementa is the recruiting partner; therefore, applicants being considered for the role after pre-screening will be required to complete the registration process for Elementa. This includes full vetting and background checks and application for an Enhanced DBS Disclosure (which may be chargeable at &pound;64.20), unless you have a current Enhanced DBS subscribed to the Update Service.</p>

<p data-end="1664" data-start="1549">If you have the relevant skills and experience necessary for this role, please apply with your full, up-to-date CV.</p>

<h3 data-end="1701" data-start="1666"><strong>ELEMENTA CANDIDATE COMMITMENT</strong></h3>

<ul data-end="2529" data-start="1703">
	<li data-end="1801" data-start="1703">
	<p data-end="1801" data-start="1705"><strong data-end="1719" data-start="1705">Weekly pay</strong> &ndash; no waiting for monthly payroll cut-off dates; Elementa pays one week in lieu.</p>
	</li>
	<li data-end="2008" data-start="1802">
	<p data-end="2008" data-start="1804"><strong data-end="1821" data-start="1804">PAYE contract</strong> &ndash; unless a candidate specifically requests otherwise, all candidates are paid via PAYE, providing the protections and payment structure of a traditional employer&ndash;employee relationship.</p>
	</li>
	<li data-end="2247" data-start="2009">
	<p data-end="2247" data-start="2011"><strong data-end="2033" data-start="2011">Training &amp; support</strong> &ndash; access to a broad range of free or heavily discounted training, including Safeguarding, Behaviour, Team Teach, SEND, Makaton, and Thrive. Regular welfare contact and support from a dedicated candidate manager.</p>
	</li>
	<li data-end="2383" data-start="2248">
	<p data-end="2383" data-start="2250"><strong data-end="2269" data-start="2250">Fair pay policy</strong> &ndash; candidates are paid to scale; where any variation is required, written agreement will be provided in advance.</p>
	</li>
	<li data-end="2529" data-start="2384">
	<p data-end="2529" data-start="2386"><strong data-end="2409" data-start="2386">Additional services</strong> &ndash; access to a network of partners offering support services such as tax returns, accountancy, legal advice, and more.</p>
	</li>
</ul>
]]></description><link>https://vacancies.elementa.org.uk/job/ks3-teacher-864.aspx</link><guid>https://vacancies.elementa.org.uk/job/ks3-teacher-864.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/ks3-teacher-864/apply.aspx</applyUrl><pubDate>Mon, 08 Jun 2026 08:12:26 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/ks3-teacher-864/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>864</ffAdvert:ReferenceNumber><ffAdvert:Title>KS3 Teacher</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>3404</ffAdvert:CompanyReferenceNumber><ffAdvert:JobType>Contract</ffAdvert:JobType><ffAdvert:Discipline>Secondary</ffAdvert:Discipline><ffAdvert:Role>Teacher (QTS / QTLS)</ffAdvert:Role><ffAdvert:LocationArea>Surrey</ffAdvert:LocationArea><ffAdvert:Location>Dorking</ffAdvert:Location><ffAdvert:Specialisation>SEND experience</ffAdvert:Specialisation><ffAdvert:SubSpecialisation>Autism (ASC)</ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Mon, 08 Jun 2026 08:12:26 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Mon, 22 Jun 2026 08:12:26 GMT</ffAdvert:ClosingDate><ffAdvert:Remuneration>£169.62 - £230.96 per day</ffAdvert:Remuneration><ffAdvert:PostedBy>Jenson Dyer</ffAdvert:PostedBy><ffAdvert:RecruiterEmail>jenson@elementa.org.uk</ffAdvert:RecruiterEmail><ffAdvert:RecruiterDirectDial /><ffAdvert:MinimumPayment>169.62</ffAdvert:MinimumPayment><ffAdvert:MaximumPayment>230.96</ffAdvert:MaximumPayment><ffAdvert:PaymentRate>Per Day</ffAdvert:PaymentRate><ffAdvert:Currency>GBP</ffAdvert:Currency><ffAdvert:Country>England</ffAdvert:Country><ffAdvert:RecruiterProfilePicture>https://vacancies.elementa.org.uk/webdocs/Elementa/Person/11931/Profile/LinkedInProfile.png</ffAdvert:RecruiterProfilePicture></item><item><title>English Teacher 3DPW</title><description><![CDATA[<h2><strong>English Teacher</strong></h2>

<h2><strong>Location:&nbsp; &nbsp; &nbsp;Taunton</strong></h2>

<h2><strong>Pay:&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &pound;168.80 - &pound;261.78</strong></h2>

<h2><strong>Type:&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; Ongoing Contract</strong></h2>

<h2><strong>Start:&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; 01/09/2026</strong></h2>

<h2><strong>Hours:&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; 3 Days Per Week&nbsp;</strong></h2>

<p>Elementa are a recruitment partner for this school and we&#39;re supporting in&nbsp;recruiting an English Teacher to join the department team.</p>

<p>The school delivers to Key Stage 3 &amp; 4 students and is a well-established community school,&nbsp;based in a small town with a catchment area also drawing from rural areas. The school have long enjoyed a good reputation and forms an important&nbsp;part of the local community. There&#39;s a&nbsp;bright outlook on their future, with a new school building being an eagerly anticipated positive change. The school have long enjoyed a &#39;Good&#39; grading by Ofsted although have recently had several areas flagged as requiring improvement. Nevertheless, the school are confident in making changes to restore their Good outcomes.&nbsp;</p>

<p>If you have the confidence, skills &amp; qualities to bring to the role to&nbsp;help and contribute&nbsp;to the ongoing success of the school, then please get in touch.</p>

<p>The school will be running a formal selection process including a school tour, an observed teaching lesson, panel interview and student council meeting.</p>

<p>If you have the confidence, skills &amp; qualities to bring to the role to&nbsp;help and contribute&nbsp;to the ongoing success of the school, then please get in touch.</p>

<p>Elementa is the recruiting partner therefore applicants being considered for the role after pre-screening will be required to complete the registration process for Elementa. This includes full vetting,&nbsp;background &amp; referencing checks and application for a&nbsp;DBS Enhanced Disclosure (which may be chargeable at &pound;62.70) unless you have a current DBS on the update service.</p>

<h3 data-end="1165" data-start="1125"><strong>Contract &amp; Recruitment Information</strong></h3>

<p data-end="1547" data-start="1166">Elementa is the recruiting partner; therefore, applicants being considered for the role after pre-screening will be required to complete the registration process for Elementa. This includes full vetting and background checks and application for an Enhanced DBS Disclosure (which may be chargeable at &pound;64.20), unless you have a current Enhanced DBS subscribed to the Update Service.</p>

<p data-end="1664" data-start="1549">If you have the relevant skills and experience necessary for this role, please apply with your full, up-to-date CV.</p>

<h3 data-end="1701" data-start="1666"><strong>ELEMENTA CANDIDATE COMMITMENT</strong></h3>

<ul data-end="2529" data-start="1703">
	<li data-end="1801" data-start="1703">
	<p data-end="1801" data-start="1705"><strong data-end="1719" data-start="1705">Weekly pay</strong> &ndash; no waiting for monthly payroll cut-off dates; Elementa pays one week in lieu.</p>
	</li>
	<li data-end="2008" data-start="1802">
	<p data-end="2008" data-start="1804"><strong data-end="1821" data-start="1804">PAYE contract</strong> &ndash; unless a candidate specifically requests otherwise, all candidates are paid via PAYE, providing the protections and payment structure of a traditional employer&ndash;employee relationship.</p>
	</li>
	<li data-end="2247" data-start="2009">
	<p data-end="2247" data-start="2011"><strong data-end="2033" data-start="2011">Training &amp; support</strong> &ndash; access to a broad range of free or heavily discounted training, including Safeguarding, Behaviour, Team Teach, SEND, Makaton, and Thrive. Regular welfare contact and support from a dedicated candidate manager.</p>
	</li>
	<li data-end="2383" data-start="2248">
	<p data-end="2383" data-start="2250"><strong data-end="2269" data-start="2250">Fair pay policy</strong> &ndash; candidates are paid to scale; where any variation is required, written agreement will be provided in advance.</p>
	</li>
	<li data-end="2529" data-start="2384">
	<p data-end="2529" data-start="2386"><strong data-end="2409" data-start="2386">Additional services</strong> &ndash; access to a network of partners offering support services such as tax returns, accountancy, legal advice, and more.</p>
	</li>
</ul>
]]></description><link>https://vacancies.elementa.org.uk/job/english-teacher-3dpw-850.aspx</link><guid>https://vacancies.elementa.org.uk/job/english-teacher-3dpw-850.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/english-teacher-3dpw-850/apply.aspx</applyUrl><pubDate>Mon, 08 Jun 2026 08:12:26 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/english-teacher-3dpw-850/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>850</ffAdvert:ReferenceNumber><ffAdvert:Title>English Teacher 3DPW</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>1316</ffAdvert:CompanyReferenceNumber><ffAdvert:JobType>Contract</ffAdvert:JobType><ffAdvert:Discipline>Secondary</ffAdvert:Discipline><ffAdvert:Role>Teacher (QTS / QTLS)</ffAdvert:Role><ffAdvert:LocationArea>Somerset</ffAdvert:LocationArea><ffAdvert:Location>Wiveliscombe</ffAdvert:Location><ffAdvert:Specialisation>SECONDARY</ffAdvert:Specialisation><ffAdvert:SubSpecialisation>English Literature</ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Mon, 08 Jun 2026 08:12:26 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Mon, 22 Jun 2026 08:12:26 GMT</ffAdvert:ClosingDate><ffAdvert:Remuneration></ffAdvert:Remuneration><ffAdvert:PostedBy>Jenson Dyer</ffAdvert:PostedBy><ffAdvert:RecruiterEmail>jenson@elementa.org.uk</ffAdvert:RecruiterEmail><ffAdvert:RecruiterDirectDial /><ffAdvert:MinimumPayment>168.80</ffAdvert:MinimumPayment><ffAdvert:MaximumPayment>243.45</ffAdvert:MaximumPayment><ffAdvert:PaymentRate>Per Day</ffAdvert:PaymentRate><ffAdvert:Currency>GBP</ffAdvert:Currency><ffAdvert:Country>England</ffAdvert:Country><ffAdvert:RecruiterProfilePicture>https://vacancies.elementa.org.uk/webdocs/Elementa/Person/11931/Profile/LinkedInProfile.png</ffAdvert:RecruiterProfilePicture></item><item><title>SEND PSHE Teacher</title><description><![CDATA[<p data-end="134" data-start="120"><span style="font-size:20pt;"><b>SEND PSHE Teacher</b></span></p>

<p><span style="font-size:16pt;"><strong data-end="149" data-start="136">Location:</strong>&nbsp;<b>Wedmore, Somerset</b></span></p>

<p><span style="font-size:16pt;"><strong data-end="171" data-start="163">Pay:</strong> <strong>&pound;168.80 &ndash; &pound;243.45 per day</strong></span></p>

<p><span style="font-size:16pt;"><strong data-end="209" data-start="200">Type:</strong><strong>&nbsp;Temp-Perm</strong></span></p>

<p><span style="font-size:16pt;"><strong data-end="262" data-start="252">Hours:</strong> <strong>Full-time</strong></span></p>

<p><span style="font-size:16pt;"><strong data-end="290" data-start="275">Start date:</strong><strong>&nbsp;01/09/2026 (possible sooner start date, depending on candidate availabilty)</strong></span></p>

<h3 data-end="324" data-start="299"><strong>About the Candidate</strong></h3>

<p data-end="358" data-start="325">The ideal candidate will possess:</p>

<ul>
	<li data-end="107" data-section-id="1pt2v6x" data-start="75">Qualified Teacher Status (QTS)</li>
	<li data-end="190" data-section-id="ebjb5d" data-start="109">Experience teaching PSHE within a SEND, secondary, or specialist school setting</li>
	<li data-end="336" data-section-id="1f1czrh" data-start="192">Strong subject knowledge across the PSHE curriculum, including areas such as emotional wellbeing, relationships, independence, and life skills</li>
	<li data-end="466" data-section-id="1iiah6j" data-start="338">The ability to plan and deliver engaging, accessible, and highly structured lessons that meet a wide range of additional needs</li>
	<li data-end="585" data-section-id="6g4wpo" data-start="468">Confidence in differentiating activities to support pupils with diverse learning needs, including EHCP requirements</li>
	<li data-end="739" data-section-id="1qm2o7b" data-start="587">Strong behaviour management skills, with a calm, consistent, and nurturing approach that supports pupils with social, emotional, and behavioural needs</li>
	<li data-end="844" data-section-id="dsxkah" data-start="741">A commitment to promoting inclusion, independence, and positive personal development for all learners</li>
	<li data-end="989" data-section-id="bgtg7l" data-start="846">Excellent communication and organisational skills, working effectively with pupils, support staff, external professionals, and parents/carers</li>
</ul>

<h3 data-end="1165" data-start="1125"><strong>Contract &amp; Recruitment Information</strong></h3>

<p data-end="1547" data-start="1166">Elementa is the recruiting partner; therefore, applicants being considered for the role after pre-screening will be required to complete the registration process for Elementa. This includes full vetting and background checks and application for an Enhanced DBS Disclosure (which may be chargeable at &pound;64.20), unless you have a current Enhanced DBS subscribed to the Update Service.</p>

<p data-end="1664" data-start="1549">If you have the relevant skills and experience necessary for this role, please apply with your full, up-to-date CV.</p>

<h3 data-end="1701" data-start="1666"><strong>ELEMENTA CANDIDATE COMMITMENT</strong></h3>

<ul data-end="2529" data-start="1703">
	<li data-end="1801" data-start="1703">
	<p data-end="1801" data-start="1705"><strong data-end="1719" data-start="1705">Weekly pay</strong> &ndash; no waiting for monthly payroll cut-off dates; Elementa pays one week in lieu.</p>
	</li>
	<li data-end="2008" data-start="1802">
	<p data-end="2008" data-start="1804"><strong data-end="1821" data-start="1804">PAYE contract</strong> &ndash; unless a candidate specifically requests otherwise, all candidates are paid via PAYE, providing the protections and payment structure of a traditional employer&ndash;employee relationship.</p>
	</li>
	<li data-end="2247" data-start="2009">
	<p data-end="2247" data-start="2011"><strong data-end="2033" data-start="2011">Training &amp; support</strong> &ndash; access to a broad range of free or heavily discounted training, including Safeguarding, Behaviour, Team Teach, SEND, Makaton, and Thrive. Regular welfare contact and support from a dedicated candidate manager.</p>
	</li>
	<li data-end="2383" data-start="2248">
	<p data-end="2383" data-start="2250"><strong data-end="2269" data-start="2250">Fair pay policy</strong> &ndash; candidates are paid to scale; where any variation is required, written agreement will be provided in advance.</p>
	</li>
	<li data-end="2529" data-start="2384">
	<p data-end="2529" data-start="2386"><strong data-end="2409" data-start="2386">Additional services</strong> &ndash; access to a network of partners offering support services such as tax returns, accountancy, legal advice, and more.</p>
	</li>
</ul>
]]></description><link>https://vacancies.elementa.org.uk/job/send-pshe-teacher-837.aspx</link><guid>https://vacancies.elementa.org.uk/job/send-pshe-teacher-837.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/send-pshe-teacher-837/apply.aspx</applyUrl><pubDate>Mon, 08 Jun 2026 08:12:25 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/send-pshe-teacher-837/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>837</ffAdvert:ReferenceNumber><ffAdvert:Title>SEND PSHE Teacher</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>3222</ffAdvert:CompanyReferenceNumber><ffAdvert:JobType>Contract</ffAdvert:JobType><ffAdvert:Discipline>Secondary</ffAdvert:Discipline><ffAdvert:Role>Teacher (QTS / QTLS)</ffAdvert:Role><ffAdvert:LocationArea>Somerset</ffAdvert:LocationArea><ffAdvert:Location>Wedmore</ffAdvert:Location><ffAdvert:Specialisation>SECONDARY</ffAdvert:Specialisation><ffAdvert:SubSpecialisation>Humanities - PSHE</ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Mon, 08 Jun 2026 08:12:25 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Mon, 22 Jun 2026 08:12:25 GMT</ffAdvert:ClosingDate><ffAdvert:Remuneration>£168.80 - £243.45 (per day during trial)</ffAdvert:Remuneration><ffAdvert:PostedBy>Jenson Dyer</ffAdvert:PostedBy><ffAdvert:RecruiterEmail>jenson@elementa.org.uk</ffAdvert:RecruiterEmail><ffAdvert:RecruiterDirectDial /><ffAdvert:MinimumPayment>168.80</ffAdvert:MinimumPayment><ffAdvert:MaximumPayment>243.45</ffAdvert:MaximumPayment><ffAdvert:PaymentRate>Per Day</ffAdvert:PaymentRate><ffAdvert:Currency>GBP</ffAdvert:Currency><ffAdvert:Country>England</ffAdvert:Country><ffAdvert:RecruiterProfilePicture>https://vacancies.elementa.org.uk/webdocs/Elementa/Person/11931/Profile/LinkedInProfile.png</ffAdvert:RecruiterProfilePicture></item><item><title>SEND Learning Mentor</title><description><![CDATA[<h2><strong>Location: Swindon&nbsp;</strong></h2>

<h2><strong>Salary: &pound;90 - &pound;120</strong></h2>

<h2><strong>Type: Permanent - via&nbsp;temp-to-perm contract (60 day trial&nbsp;contract)</strong></h2>

<h2><strong>Hours: 8:30am - 3:30pm, Monday to Friday (term time only)</strong></h2>

<h2><strong>Start date: 13/04/2026 (possible earlier start date)</strong></h2>

<p>Our client is a very successful, multi-site Alternative Provision serving primary-aged learners. We are seeking someone with previous experience and able to act as a positive role model to young children. We would like to hear from applicants who have previous experience of working with children that have SEMH, are experiencing trauma and display challenging behaviour and other areas of SEND. Although it&#39;s preferred to have worked in an education setting with SEND learners, certain other experiences could be taken in to account.</p>

<p>Well-established, the AP has expanded and now have a new site which is a bright and inviting learning environment. They have built a wonderful staff team who are friendly, hard-working, dedicated and collaborative. Pupils work on a rotation basis so all members of staff will work in small groups or 1:1 with every pupil at some point. The AP lead heavily using a THRIVE approach and also with music therapy.&nbsp;</p>

<p>Building on their successes, they now are offering a coaching &amp; mentoring approach to upper KS2 pupils to prepare them for the transition to secondary school. They also now have a successful Forest School and outdoor education programme to enhance pupil engagement and offer outreach opportunities &amp; services to local primary schools.</p>

<p>If you want to work in a SEND specific setting and work in an expanding &amp; positive setting - this is the job for you.<br>
<br>
If you have already had training in positive behaviour management (such as Team Teach) and/or THRIVE training we would be very interested in hearing from you. If you have practical experience of working with children displaying challenging behaviour and are successful in your application for this post, Team Teach training will be offered free of charge.</p>

<p>It would be great to hear from you if you have&hellip;</p>

<ul>
	<li>Experience of working with children who have had to overcome barriers and difficult situations</li>
	<li>The ability to engage parents in supporting children at home by helping to set boundaries and managing behaviour</li>
	<li>Are confident with working alongside outside organisations to support positive change for these children</li>
	<li>The desire to go through training and deliver ideas so that the school can implement these immediately or in the near future.</li>
	<li>Passionate about working with young people in education</li>
	<li>Have a good understanding of what makes an effective intervention strategy</li>
	<li>Are committed to safeguarding young people and helping them overcome difficulties</li>
	<li>Are committed to ensuring students maximise every opportunity to achieve academically and personally</li>
	<li>Are able to work within a dynamic and challenging environment</li>
	<li>Have excellent communication and teamwork skills</li>
</ul>

<p>This is a full-time permanent opportunity which will start on a 60 paid-days&nbsp;basis and will become permanent on successful completion of the trial period.&nbsp;This is&nbsp;a great opportunity for anyone looking for&nbsp;a role which offers training opportunities and to be part of a supportive school which has expansion plans in the near future.</p>

<p><b>ELEMENTA CANDIDATE COMMITMENT:</b></p>

<ul>
	<li>Weekly pay &ndash; no waiting for monthly payroll cut-off dates, Elementa pays one week in lieu.</li>
	<li>PAYE contract &ndash; unless a candidate specifically requests it, all candidates are paid via PAYE giving them the protections and payment structure of a traditional employer:employee relationship.</li>
	<li>Training &amp; Support &ndash; a broad range of free or heavily discounted training available including Safeguarding, Behaviour, Team Teach, SEND, Makaton and Thrive. Regular welfare contact and support from a dedicated candidate manager.</li>
	<li>Fair pay policy &ndash; our candidates are paid to scale, where a variation on this may be required written agreement will be provided ahead of the position.</li>
	<li>Additional services to support our staff &ndash; we have a network of partners who offer support services to our candidates &hellip; tax returns, accountancy, legal and more.</li>
</ul>

<p><br>
<b>For more information click apply now below or contact us via phone or email.&nbsp;All applicants will be promptly responded to.</b></p>
]]></description><link>https://vacancies.elementa.org.uk/job/send-learning-mentor-823.aspx</link><guid>https://vacancies.elementa.org.uk/job/send-learning-mentor-823.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/send-learning-mentor-823/apply.aspx</applyUrl><pubDate>Mon, 08 Jun 2026 08:12:24 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/send-learning-mentor-823/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>823</ffAdvert:ReferenceNumber><ffAdvert:Title>SEND Learning Mentor</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>3333</ffAdvert:CompanyReferenceNumber><ffAdvert:JobType>Contract</ffAdvert:JobType><ffAdvert:Discipline>Alternative Provision</ffAdvert:Discipline><ffAdvert:Role>Learning Support Assistant/Mentor</ffAdvert:Role><ffAdvert:LocationArea>Swindon</ffAdvert:LocationArea><ffAdvert:Location>Swindon</ffAdvert:Location><ffAdvert:Specialisation>School Support Roles</ffAdvert:Specialisation><ffAdvert:SubSpecialisation>Learning Support Assistant</ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Mon, 08 Jun 2026 08:12:24 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Mon, 22 Jun 2026 08:12:24 GMT</ffAdvert:ClosingDate><ffAdvert:Remuneration>TBC</ffAdvert:Remuneration><ffAdvert:PostedBy>Jenson Dyer</ffAdvert:PostedBy><ffAdvert:RecruiterEmail>jenson@elementa.org.uk</ffAdvert:RecruiterEmail><ffAdvert:RecruiterDirectDial /><ffAdvert:MinimumPayment>90.00</ffAdvert:MinimumPayment><ffAdvert:MaximumPayment>120.00</ffAdvert:MaximumPayment><ffAdvert:PaymentRate>Per Day</ffAdvert:PaymentRate><ffAdvert:Currency>GBP</ffAdvert:Currency><ffAdvert:Country>England</ffAdvert:Country><ffAdvert:RecruiterProfilePicture>https://vacancies.elementa.org.uk/webdocs/Elementa/Person/11931/Profile/LinkedInProfile.png</ffAdvert:RecruiterProfilePicture></item><item><title>Teacher of Drama &amp; Dance</title><description><![CDATA[<p data-cya11y-org-font-size="14"><span style="font-size:20pt;"><strong>Teacher of Dance and Drama (Maternity Cover)</strong></span></p>

<p data-cya11y-org-font-size="14"><span style="font-size:16pt;"><strong>Full Time Salary:&nbsp;&pound;32,916 - &pound;51,048 (M1 &ndash; UPS3)</strong></span></p>

<p data-cya11y-org-font-size="14"><span style="font-size:16pt;"><strong>Contract Type:&nbsp;Fixed until 31/07/2027 or earlier if the postholder returns sooner.</strong></span></p>

<p data-cya11y-org-font-size="14"><span style="font-size:16pt;"><strong>Hours:&nbsp;Full Time, 32.5 hours per week</strong></span></p>

<p data-cya11y-org-font-size="14"><span style="font-size:16pt;"><strong>Provisional Start Date:&nbsp;September 2026</strong></span></p>

<p data-cya11y-org-font-size="14">&nbsp;</p>

<p data-cya11y-org-font-size="14">We are looking for an inspirational Dance and Drama teacher with the enthusiasm and expertise to bring movement, expression and storytelling to life for our students. This is an opportunity to use your creativity and performance skills to play a pivotal role in shaping the confidence, imagination and future opportunities of children across our trust.</p>

<p data-cya11y-org-font-size="14">With our commitment to high expectations, a vibrant and dynamic arts curriculum, and excellent teaching, you&rsquo;ll help students discover the joy of performing&mdash;whether they&rsquo;re exploring contemporary dance, developing character through scripted drama, devising their own work or collaborating in ensemble pieces. Together, we will create opportunities for lifelong success as our pupils grow into expressive, resilient and empowered young adults, confident in their ability to use their voices and bodies to communicate, connect and inspire.</p>

<p data-cya11y-org-font-size="14"><b>About you:</b></p>

<p data-cya11y-org-font-size="14">You will be:</p>

<ul>
	<li data-cya11y-org-font-size="14">a qualified teacher or hold an equivalent teaching qualification.</li>
	<li data-cya11y-org-font-size="14">able to deliver the curriculum in your chosen area and consistently teach high quality lessons across relevant key stages.</li>
	<li data-cya11y-org-font-size="14">able to meet the needs of learners from key identified groups, including pupil premium, looked after children, SEND and High Attaining students.</li>
	<li data-cya11y-org-font-size="14">a strong communicator with the ability to embrace change, motivate colleagues and build positive relationships with students, staff and parents.</li>
	<li data-cya11y-org-font-size="14">able to recognise, value and support the delivery of opportunities which extend beyond the confines of classroom delivery and seek to enrich and add value to the students experience &amp; learning.</li>
	<li data-cya11y-org-font-size="14">empowered to develop your own expert practice and support the development of others.</li>
	<li data-cya11y-org-font-size="14">highly competent in all elements of the Teachers&rsquo; Standards and your achievements and contribution will be substantial and sustained as an Upper Pay Scale teacher.</li>
</ul>

<p><b>Contract &amp; recruitment information</b></p>

<p>Elementa is the recruiting partner therefore applicants being considered for the role after pre-screening will be required to complete the registration process for Elementa. This includes full vetting &amp; background checks and application for an Enhanced DBS Disclosure (which may be chargeable @&pound;64.20)&nbsp;unless you have a current Enhanced&nbsp;DBS subscribed to the&nbsp;update service.</p>

<p>If you have the relevant skills and experience necessary for this role then please apply with your full up to date CV.</p>

<p><br>
<b>ELEMENTA CANDIDATE COMMITMENT:</b></p>

<ul>
	<li>Weekly pay &ndash; no waiting for monthly payroll cut-off dates, Elementa pays one week in lieu.</li>
	<li>PAYE contract &ndash; unless a candidate specifically requests it, all candidates are paid via PAYE giving them the protections and payment structure of a traditional employer:employee relationship.</li>
	<li>Training &amp; Support &ndash; a broad range of free or heavily discounted training available including Safeguarding, Behaviour, Team Teach, SEND, Makaton and Thrive. Regular welfare contact and support from a dedicated candidate manager.</li>
	<li>Fair pay policy &ndash; our candidates are paid to scale, where a variation on this may be required written agreement will be provided ahead of the position.</li>
	<li>Additional services to support our staff &ndash; we have a network of partners who offer support services to our candidates &hellip; tax returns, accountancy, legal and more.</li>
</ul>

<p><br>
<b>For more information click apply now below or contact us via phone or email.&nbsp;All applicants will be promptly responded to.</b></p>
]]></description><link>https://vacancies.elementa.org.uk/job/teacher-of-drama-and-dance-822.aspx</link><guid>https://vacancies.elementa.org.uk/job/teacher-of-drama-and-dance-822.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/teacher-of-drama-and-dance-822/apply.aspx</applyUrl><pubDate>Mon, 08 Jun 2026 08:12:24 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/teacher-of-drama-and-dance-822/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>822</ffAdvert:ReferenceNumber><ffAdvert:Title>Teacher of Drama &amp; Dance</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>1094</ffAdvert:CompanyReferenceNumber><ffAdvert:JobType>Contract</ffAdvert:JobType><ffAdvert:Discipline>Secondary</ffAdvert:Discipline><ffAdvert:Role>Teacher (QTS / QTLS)</ffAdvert:Role><ffAdvert:LocationArea>Somerset</ffAdvert:LocationArea><ffAdvert:Location>Taunton</ffAdvert:Location><ffAdvert:Specialisation>SECONDARY</ffAdvert:Specialisation><ffAdvert:SubSpecialisation>Drama</ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Mon, 08 Jun 2026 08:12:24 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Mon, 22 Jun 2026 08:12:24 GMT</ffAdvert:ClosingDate><ffAdvert:Remuneration></ffAdvert:Remuneration><ffAdvert:PostedBy>Jenson Dyer</ffAdvert:PostedBy><ffAdvert:RecruiterEmail>jenson@elementa.org.uk</ffAdvert:RecruiterEmail><ffAdvert:RecruiterDirectDial /><ffAdvert:MinimumPayment>168.80</ffAdvert:MinimumPayment><ffAdvert:MaximumPayment>261.78</ffAdvert:MaximumPayment><ffAdvert:PaymentRate>Per Day</ffAdvert:PaymentRate><ffAdvert:Currency>GBP</ffAdvert:Currency><ffAdvert:Country>England</ffAdvert:Country><ffAdvert:RecruiterProfilePicture>https://vacancies.elementa.org.uk/webdocs/Elementa/Person/11931/Profile/LinkedInProfile.png</ffAdvert:RecruiterProfilePicture></item><item><title>Careers and Pathway Leader</title><description><![CDATA[<p>&nbsp;</p>

<h1 data-end="172" data-start="139"><span style="font-size:22pt;"><strong data-end="229" data-start="198">Careers and Pathways Leader</strong></span></h1>

<p><span style="font-size:20pt;"><strong>Location: Taunton, Somerset&nbsp;</strong></span></p>

<h1 data-end="172" data-start="139"><span style="font-size:20pt;"><strong data-end="229" data-start="198">A</strong><strong>ctual annual salary:&nbsp;&pound;11,343 - &pound;12,856</strong><br data-end="268" data-start="265">
<strong data-end="375" data-start="362">Contract:</strong>&nbsp;<strong>Permanent&nbsp;</strong><br data-end="414" data-start="411">
<strong data-end="424" data-start="414">Hours:</strong>&nbsp;<strong>Part-time, 14 Hours per week&nbsp;</strong><br data-end="555" data-start="552">
<strong data-end="570" data-start="555">Start date:</strong>&nbsp;<b>ASAP</b></span></h1>

<p>&nbsp;</p>

<p data-end="1506" data-start="781">In this role, you will lead the academy&rsquo;s careers provision, ensuring students receive high-quality, meaningful guidance that supports them to develop employability skills, make informed choices, and prepare for future employment, training or further education. You will help embed careers education across the curriculum in line with the Gatsby Benchmarks, while working closely with staff, students, families and external partners. Building positive relationships with local employers and organisations will be a key part of the role, helping to create opportunities such as work placements and employer encounters. You will also work alongside Year Teams to ensure every student has access to appropriate careers guidance.</p>

<p data-end="2143" data-start="1508">We are looking for someone who is organised, approachable and confident working with young people. You will ideally hold a Level 6 qualification in professional careers guidance, or be committed to working towards this. Experience of delivering careers information, advice and guidance, particularly with young people, is important, along with strong communication skills. You should feel comfortable delivering group sessions and activities, managing your time effectively, and staying up to date with relevant guidance, policies and legislation. A willingness to complete MIDAS training to drive the school minibus would be welcomed.</p>

<p><b>Contract &amp; recruitment information</b></p>

<p>Elementa is the recruiting partner therefore applicants being considered for the role after pre-screening will be required to complete the registration process for Elementa. This includes full vetting &amp; background checks and application for an Enhanced DBS Disclosure (which may be chargeable @&pound;64.20)&nbsp;unless you have a current Enhanced&nbsp;DBS subscribed to the&nbsp;update service.</p>

<p>If you have the relevant skills and experience necessary for this role then please apply with your full up to date CV.</p>

<p><br>
<b>ELEMENTA CANDIDATE COMMITMENT:</b></p>

<ul>
	<li>Weekly pay &ndash; no waiting for monthly payroll cut-off dates, Elementa pays one week in lieu.</li>
	<li>PAYE contract &ndash; unless a candidate specifically requests it, all candidates are paid via PAYE giving them the protections and payment structure of a traditional employer:employee relationship.</li>
	<li>Training &amp; Support &ndash; a broad range of free or heavily discounted training available including Safeguarding, Behaviour, Team Teach, SEND, Makaton and Thrive. Regular welfare contact and support from a dedicated candidate manager.</li>
	<li>Fair pay policy &ndash; our candidates are paid to scale, where a variation on this may be required written agreement will be provided ahead of the position.</li>
	<li>Additional services to support our staff &ndash; we have a network of partners who offer support services to our candidates &hellip; tax returns, accountancy, legal and more.</li>
</ul>

<p><br>
<b>For more information click apply now below or contact us via phone or email.&nbsp;All applicants will be promptly responded to.</b></p>
]]></description><link>https://vacancies.elementa.org.uk/job/careers-and-pathway-leader-820.aspx</link><guid>https://vacancies.elementa.org.uk/job/careers-and-pathway-leader-820.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/careers-and-pathway-leader-820/apply.aspx</applyUrl><pubDate>Mon, 08 Jun 2026 08:12:23 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/careers-and-pathway-leader-820/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>820</ffAdvert:ReferenceNumber><ffAdvert:Title>Careers and Pathway Leader</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>1094</ffAdvert:CompanyReferenceNumber><ffAdvert:JobType>Permanent</ffAdvert:JobType><ffAdvert:Discipline>Secondary</ffAdvert:Discipline><ffAdvert:Role>Support Staff (student support)</ffAdvert:Role><ffAdvert:LocationArea>Somerset</ffAdvert:LocationArea><ffAdvert:Location>Taunton</ffAdvert:Location><ffAdvert:Specialisation>School Support Roles</ffAdvert:Specialisation><ffAdvert:SubSpecialisation>Careers Advisor</ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Mon, 08 Jun 2026 08:12:23 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Mon, 22 Jun 2026 08:12:23 GMT</ffAdvert:ClosingDate><ffAdvert:Remuneration></ffAdvert:Remuneration><ffAdvert:PostedBy>Jenson Dyer</ffAdvert:PostedBy><ffAdvert:RecruiterEmail>jenson@elementa.org.uk</ffAdvert:RecruiterEmail><ffAdvert:RecruiterDirectDial /><ffAdvert:MinimumPayment>11343.00</ffAdvert:MinimumPayment><ffAdvert:MaximumPayment>12856.00</ffAdvert:MaximumPayment><ffAdvert:PaymentRate>Per Year</ffAdvert:PaymentRate><ffAdvert:Currency>GBP</ffAdvert:Currency><ffAdvert:Country>England</ffAdvert:Country><ffAdvert:RecruiterProfilePicture>https://vacancies.elementa.org.uk/webdocs/Elementa/Person/11931/Profile/LinkedInProfile.png</ffAdvert:RecruiterProfilePicture></item><item><title>KS2/KS3 Class Teacher</title><description><![CDATA[<p><span style="font-size:20pt;"><strong>KS2 &amp; KS3 Teacher</strong></span><span style="font-size:16pt;"><strong> </strong></span></p>

<p><span style="font-size:16pt;"><strong>Hours - Full time&nbsp;</strong></span></p>

<p><span style="font-size:16pt;"><strong>Location - Bridgwater</strong>,&nbsp;<strong>Somerset</strong></span></p>

<p><span style="font-size:16pt;"><b>Pay - MPS - UPS</b></span></p>

<p><span style="font-size:16pt;"><strong>Type: Temporary</strong></span></p>

<p><span style="font-size:16pt;"><strong>Start: ASAP</strong></span></p>

<p>Elementa is working with a specialist education provider for students that have encountered trauma in their lives. All students have an EHCP for at least SEMH and display challenging behaviour. The organisation focus on a holistic and creative education approach in order to reintegrate the students into mainstream schooling, or achieve their full potential whilst out of mainstream education.</p>

<p>Their inspiring headteacher creates a positive &amp; progressive learning environment for the students and staff to work in. Clear parameters are set for individuals development as their approach is equally focused on preparing young people for life out of education.</p>

<p>The ideal person for this role will have a positive outlook, a resilient &amp; unflappable nature, have a sound understanding of safeguarding, display good working practices when working with vulnerable learners, be able to set clear boundaries, and uphold the school&rsquo;s expectations &amp; policies.&nbsp;</p>

<p>The teaching role will involve teaching Maths &amp; English to KS2 and lower KS3 students on a 2:1,&nbsp;1:1, or small group basis. As a teacher you&#39;ll have the usual responsibilities of planning, preparation, recording, assessment and reporting to meet the students various learning &amp; social needs</p>

<p>Previous experience of positive behaviour strategies or Team Teach training would be an advantage in being considered for this job opportunity. For a successful applicant, free Team Teach is available.</p>

<p><strong>Additional job benefits:</strong></p>

<ul>
	<li>Health Assured Employee Assistance programme to all staff members</li>
	<li>Support with health &amp; lifestyle, legal information, home and work life</li>
	<li>Staff can access an unlimited confidential telephone helpline for this support</li>
	<li>Staff also receive a pension with the school paying 3% of their salary per annum</li>
</ul>

<p>Elementa is the recruiting partner. Applicants being considered for the role after pre-screening will be required to complete the registration process for both Elementa &amp; the school. This includes full vetting &amp; background checks and application for an Enhanced DBS Disclosure unless you have a current DBS on the update service.</p>

<p><strong>Essential criteria:</strong></p>

<ul>
	<li>driving licence &amp; car owner</li>
	<li>willing to travel between school sites in Somerset</li>
	<li>(compensated) willing to transport students if required in their car; appropriate car insurance required</li>
	<li>clear DBS (civil offences may be permissible)</li>
</ul>

<ul>
</ul>

<p>If you have the relevant skills and experience necessary for this role then please apply with your full up to date CV.</p>

<h3 data-end="1165" data-start="1125"><strong>Contract &amp; Recruitment Information</strong></h3>

<p data-end="1547" data-start="1166">Elementa is the recruiting partner; therefore, applicants being considered for the role after pre-screening will be required to complete the registration process for Elementa. This includes full vetting and background checks and application for an Enhanced DBS Disclosure (which may be chargeable at &pound;64.20), unless you have a current Enhanced DBS subscribed to the Update Service.</p>

<p data-end="1664" data-start="1549">If you have the relevant skills and experience necessary for this role, please apply with your full, up-to-date CV.</p>

<h3 data-end="1701" data-start="1666"><strong>ELEMENTA CANDIDATE COMMITMENT</strong></h3>

<ul data-end="2529" data-start="1703">
	<li data-end="1801" data-start="1703">
	<p data-end="1801" data-start="1705"><strong data-end="1719" data-start="1705">Weekly pay</strong> &ndash; no waiting for monthly payroll cut-off dates; Elementa pays one week in lieu.</p>
	</li>
	<li data-end="2008" data-start="1802">
	<p data-end="2008" data-start="1804"><strong data-end="1821" data-start="1804">PAYE contract</strong> &ndash; unless a candidate specifically requests otherwise, all candidates are paid via PAYE, providing the protections and payment structure of a traditional employer&ndash;employee relationship.</p>
	</li>
	<li data-end="2247" data-start="2009">
	<p data-end="2247" data-start="2011"><strong data-end="2033" data-start="2011">Training &amp; support</strong> &ndash; access to a broad range of free or heavily discounted training, including Safeguarding, Behaviour, Team Teach, SEND, Makaton, and Thrive. Regular welfare contact and support from a dedicated candidate manager.</p>
	</li>
	<li data-end="2383" data-start="2248">
	<p data-end="2383" data-start="2250"><strong data-end="2269" data-start="2250">Fair pay policy</strong> &ndash; candidates are paid to scale; where any variation is required, written agreement will be provided in advance.</p>
	</li>
	<li data-end="2529" data-start="2384">
	<p data-end="2529" data-start="2386"><strong data-end="2409" data-start="2386">Additional services</strong> &ndash; access to a network of partners offering support services such as tax returns, accountancy, legal advice, and more.</p>
	</li>
</ul>
]]></description><link>https://vacancies.elementa.org.uk/job/ks2ks3-class-teacher-817.aspx</link><guid>https://vacancies.elementa.org.uk/job/ks2ks3-class-teacher-817.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/ks2ks3-class-teacher-817/apply.aspx</applyUrl><pubDate>Mon, 08 Jun 2026 08:12:23 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/ks2ks3-class-teacher-817/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>817</ffAdvert:ReferenceNumber><ffAdvert:Title>KS2/KS3 Class Teacher</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>3222</ffAdvert:CompanyReferenceNumber><ffAdvert:JobType>Contract</ffAdvert:JobType><ffAdvert:Discipline>Special School/Setting (SEND)</ffAdvert:Discipline><ffAdvert:Role>Teacher (QTS / QTLS)</ffAdvert:Role><ffAdvert:LocationArea>Somerset</ffAdvert:LocationArea><ffAdvert:Location>Mark</ffAdvert:Location><ffAdvert:Specialisation>PRIMARY</ffAdvert:Specialisation><ffAdvert:SubSpecialisation>KS2</ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Mon, 08 Jun 2026 08:12:23 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Mon, 22 Jun 2026 08:12:23 GMT</ffAdvert:ClosingDate><ffAdvert:Remuneration>MPS + UPS Available</ffAdvert:Remuneration><ffAdvert:PostedBy>Jenson Dyer</ffAdvert:PostedBy><ffAdvert:RecruiterEmail>jenson@elementa.org.uk</ffAdvert:RecruiterEmail><ffAdvert:RecruiterDirectDial /><ffAdvert:MinimumPayment>168.80</ffAdvert:MinimumPayment><ffAdvert:MaximumPayment>243.45</ffAdvert:MaximumPayment><ffAdvert:PaymentRate>Per Day</ffAdvert:PaymentRate><ffAdvert:Currency>GBP</ffAdvert:Currency><ffAdvert:Country>England</ffAdvert:Country><ffAdvert:RecruiterProfilePicture>https://vacancies.elementa.org.uk/webdocs/Elementa/Person/11931/Profile/LinkedInProfile.png</ffAdvert:RecruiterProfilePicture></item><item><title>SEND Learning Support Assistant</title><description><![CDATA[<h2><strong>Location: Calne, Wiltshire</strong></h2>

<h2><strong>Salary: &pound;91.49 - &pound;101.01 during trial (equivalent &pound;17,842 &ndash; &pound;19,698 actual salary, term time only)</strong></h2>

<h2><strong>Type: Permanent - via&nbsp;temp-to-perm contract (60 day trial&nbsp;contract)</strong></h2>

<h2><strong>Hours: 8:30am - 3:30pm, Monday to Friday (term time only)</strong></h2>

<h2><strong>Start date: ASAP</strong></h2>

<p>Our client is a very successful, multi-site Alternative Provision serving primary-aged learners. We are seeking someone with previous experience and able to act as a positive role model to young children. We would like to hear from applicants who have previous experience of working with children that have SEMH, are experiencing trauma and display challenging behaviour and other areas of SEND. Although it&#39;s preferred to have worked in an education setting with SEND learners, certain other experiences could be taken in to account.</p>

<p>Well-established, the AP has expanded and now have a new site which is a bright and inviting learning environment. They have built a wonderful staff team who are friendly, hard-working, dedicated and collaborative. Pupils work on a rotation basis so all members of staff will work in small groups or 1:1 with every pupil at some point. The AP lead heavily using a THRIVE approach and also with music therapy.&nbsp;</p>

<p>Building on their successes, they now are offering a coaching &amp; mentoring approach to upper KS2 pupils to prepare them for the transition to secondary school. They also now have a successful Forest School and outdoor education programme to enhance pupil engagement and offer outreach opportunities &amp; services to local primary schools.</p>

<p>If you want to work in a SEND specific setting and work in an expanding &amp; positive setting - this is the job for you.<br>
<br>
If you have already had training in positive behaviour management (such as Team Teach) and/or THRIVE training we would be very interested in hearing from you. If you have practical experience of working with children displaying challenging behaviour and are successful in your application for this post, Team Teach training will be offered free of charge.</p>

<p>It would be great to hear from you if you have&hellip;</p>

<ul>
	<li>Experience of working with children who have had to overcome barriers and difficult situations</li>
	<li>The ability to engage parents in supporting children at home by helping to set boundaries and managing behaviour</li>
	<li>Are confident with working alongside outside organisations to support positive change for these children</li>
	<li>The desire to go through training and deliver ideas so that the school can implement these immediately or in the near future.</li>
	<li>Passionate about working with young people in education</li>
	<li>Have a good understanding of what makes an effective intervention strategy</li>
	<li>Are committed to safeguarding young people and helping them overcome difficulties</li>
	<li>Are committed to ensuring students maximise every opportunity to achieve academically and personally</li>
	<li>Are able to work within a dynamic and challenging environment</li>
	<li>Have excellent communication and teamwork skills</li>
</ul>

<p>This is a full-time permanent opportunity which will start on a 60 paid-days&nbsp;basis and will become permanent on successful completion of the trial period.&nbsp;This is&nbsp;a great opportunity for anyone looking for&nbsp;a role which offers training opportunities and to be part of a supportive school which has expansion plans in the near future.</p>

<p>Elementa will be managing all applicants and screening their suitability for the school.&nbsp;<u>Elementa are not a supply agency,</u>&nbsp;we are a schools services &amp;&nbsp;recruiting partner to schools. We&nbsp;will manage the candidate vetting &amp; compliance and process your payroll on behalf of the school whilst on trial contract. It&#39;s likely that the school will engage the successful candidate on trial contract through Elementa (60 day contract, paid to scale from the outset) to assess suitability and confirm the intention of engagement on permanent contract. Therefore applicants being considered for the role after pre-screening will be required to complete the registration process for Elementa. This includes full vetting &amp; background checks and application for an Enhanced DBS Disclosure (which may be chargeable at &pound;53.20) unless you have a current DBS on the update service.</p>

<p>If you have the relevant skills and experience necessary for this role then please apply with your full up to date CV. All applicants will be promptly responded to.</p>

<p><br>
<strong>ELEMENTA CANDIDATE COMMITMENT:</strong></p>

<ul>
	<li>Weekly pay &ndash; no waiting for monthly payroll cut off dates, Elementa pays one week in lieu.</li>
	<li>PAYE contract &ndash; unless a candidate specifically requests it, all candidates are paid via PAYE giving them the protections and payment structure of a traditional employer:employee relationship.</li>
	<li>Training &amp; Support &ndash; a broad range of free or heavily discounted training available including Safeguarding, Behaviour, Team Teach, SEND, Makaton and Thrive. Regular welfare contact and support from a dedicated candidate manager.</li>
	<li>Fair pay policy &ndash; our candidates are paid to scale, where a variation on this may be required written agreement will be provided ahead of the position.</li>
	<li>Additional services to support our staff &ndash; we have a network of partners who offer support services to our candidates &hellip; tax returns, accountancy, legal and more.</li>
</ul>

<p><br>
<strong>For more information click apply now below or contact us via phone or email.</strong></p>
]]></description><link>https://vacancies.elementa.org.uk/job/send-learning-support-assistant-667.aspx</link><guid>https://vacancies.elementa.org.uk/job/send-learning-support-assistant-667.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/send-learning-support-assistant-667/apply.aspx</applyUrl><pubDate>Mon, 08 Jun 2026 08:12:22 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/send-learning-support-assistant-667/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>667</ffAdvert:ReferenceNumber><ffAdvert:Title>SEND Learning Support Assistant</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>359</ffAdvert:CompanyReferenceNumber><ffAdvert:JobType>Contract</ffAdvert:JobType><ffAdvert:Discipline>Alternative Provision</ffAdvert:Discipline><ffAdvert:Role>Learning Support Assistant/Mentor</ffAdvert:Role><ffAdvert:LocationArea>Wiltshire</ffAdvert:LocationArea><ffAdvert:Location>Calne</ffAdvert:Location><ffAdvert:Specialisation>School Support Roles</ffAdvert:Specialisation><ffAdvert:SubSpecialisation>Learning Support Assistant</ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Mon, 08 Jun 2026 08:12:22 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Mon, 22 Jun 2026 08:12:22 GMT</ffAdvert:ClosingDate><ffAdvert:Remuneration>£81.49 - £101.01</ffAdvert:Remuneration><ffAdvert:PostedBy>Jenson Dyer</ffAdvert:PostedBy><ffAdvert:RecruiterEmail>jenson@elementa.org.uk</ffAdvert:RecruiterEmail><ffAdvert:RecruiterDirectDial /><ffAdvert:MinimumPayment>91.49</ffAdvert:MinimumPayment><ffAdvert:MaximumPayment>101.01</ffAdvert:MaximumPayment><ffAdvert:PaymentRate>Per Day</ffAdvert:PaymentRate><ffAdvert:Currency>GBP</ffAdvert:Currency><ffAdvert:Country>England</ffAdvert:Country><ffAdvert:RecruiterProfilePicture>https://vacancies.elementa.org.uk/webdocs/Elementa/Person/11931/Profile/LinkedInProfile.png</ffAdvert:RecruiterProfilePicture></item><item><title>SEND Learning Support Assistant</title><description><![CDATA[<h2><strong>Location: Swindon</strong></h2>

<h2><strong>Salary: &pound;81.49 - &pound;101.01 during trial (equivalent &pound;17,842 &ndash; &pound;19,698 actual salary, term time only)</strong></h2>

<h2><strong>Type: Permanent - via&nbsp;temp-to-perm contract (60 day trial&nbsp;contract)</strong></h2>

<h2><strong>Hours: 8:30am - 3:30pm, Monday to Friday (term time only)</strong></h2>

<h2><strong>Start date: ASAP</strong></h2>

<p>Our client is a very successful, multi-site Alternative Provision serving primary-aged learners in the Calne area of Wiltshire. They are currently in the process of preparing to open a site in Swindon and are interested in experienced and/or qualified education staff to join their new team. We are seeking someone with previous experience and able to act as a positive role model to young children. We would like to hear from applicants who have previous experience of working with children that have SEMH, are experiencing trauma and display challenging behaviour and other areas of SEND. Although it&#39;s preferred to have worked in an education setting with SEND learners, certain other experiences could be taken in to account.</p>

<p>Currently, their well-established AP has expanded and their sites are bright and inviting learning environments. They have built a wonderful staff team who are friendly, hard-working, dedicated and collaborative. Pupils work on a rotation basis so all members of staff will work in small groups or 1:1 with every pupil at some point. The AP lead heavily using a THRIVE approach and also with music therapy.&nbsp;</p>

<p>Building on their successes, they now are offering a coaching &amp; mentoring approach to upper KS2 pupils to prepare them for the transition to secondary school. They also now have a successful Forest School and outdoor education programme to enhance pupil engagement and offer outreach opportunities &amp; services to local primary schools.</p>

<p>The plan is to use their exisiting successful service as a template for their new site in Swindon so if&nbsp;you want to work in a SEND specific setting and work in a positive setting - this is the job for you.<br>
<br>
If you have already had training in positive behaviour management (such as Team Teach) and/or THRIVE training we would be very interested in hearing from you. If you have practical experience of working with children displaying challenging behaviour and are successful in your application for this post, Team Teach training will be offered free of charge.</p>

<p>It would be great to hear from you if you have&hellip;</p>

<ul>
	<li>Experience of working with children who have had to overcome barriers and difficult situations</li>
	<li>The ability to engage parents in supporting children at home by helping to set boundaries and managing behaviour</li>
	<li>Are confident with working alongside outside organisations to support positive change for these children</li>
	<li>The desire to go through training and deliver ideas so that the school can implement these immediately or in the near future.</li>
	<li>Passionate about working with young people in education</li>
	<li>Have a good understanding of what makes an effective intervention strategy</li>
	<li>Are committed to safeguarding young people and helping them overcome difficulties</li>
	<li>Are committed to ensuring students maximise every opportunity to achieve academically and personally</li>
	<li>Are able to work within a dynamic and challenging environment</li>
	<li>Have excellent communication and teamwork skills</li>
</ul>

<p>This is a full-time permanent opportunity which will start on a 60 paid-days&nbsp;basis and will become permanent on successful completion of the trial period.&nbsp;This is&nbsp;a great opportunity for anyone looking for&nbsp;a role which offers training opportunities and to be part of a supportive school which has expansion plans in the near future.</p>

<p>Elementa will be managing all applicants and screening their suitability for the school.&nbsp;<u>Elementa are not a supply agency,</u>&nbsp;we are a schools services &amp;&nbsp;recruiting partner to schools. We&nbsp;will manage the candidate vetting &amp; compliance and process your payroll on behalf of the school whilst on trial contract. It&#39;s likely that the school will engage the successful candidate on trial contract through Elementa (60 day contract, paid to scale from the outset) to assess suitability and confirm the intention of engagement on permanent contract. Therefore applicants being considered for the role after pre-screening will be required to complete the registration process for Elementa. This includes full vetting &amp; background checks and application for an Enhanced DBS Disclosure (which may be chargeable at &pound;64.20) unless you have a current DBS on the update service.</p>

<p>If you have the relevant skills and experience necessary for this role then please apply with your full up to date CV. All applicants will be promptly responded to.</p>

<p><br>
<strong>ELEMENTA CANDIDATE COMMITMENT:</strong></p>

<ul>
	<li>Weekly pay &ndash; no waiting for monthly payroll cut off dates, Elementa pays one week in lieu.</li>
	<li>PAYE contract &ndash; unless a candidate specifically requests it, all candidates are paid via PAYE giving them the protections and payment structure of a traditional employer:employee relationship.</li>
	<li>Training &amp; Support &ndash; a broad range of free or heavily discounted training available including Safeguarding, Behaviour, Team Teach, SEND, Makaton and Thrive. Regular welfare contact and support from a dedicated candidate manager.</li>
	<li>Fair pay policy &ndash; our candidates are paid to scale, where a variation on this may be required written agreement will be provided ahead of the position.</li>
	<li>Additional services to support our staff &ndash; we have a network of partners who offer support services to our candidates &hellip; tax returns, accountancy, legal and more.</li>
</ul>

<p><br>
<strong>For more information click apply now below or contact us via phone or email.</strong></p>
]]></description><link>https://vacancies.elementa.org.uk/job/send-learning-support-assistant-678.aspx</link><guid>https://vacancies.elementa.org.uk/job/send-learning-support-assistant-678.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/send-learning-support-assistant-678/apply.aspx</applyUrl><pubDate>Mon, 08 Jun 2026 08:12:22 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/send-learning-support-assistant-678/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>678</ffAdvert:ReferenceNumber><ffAdvert:Title>SEND Learning Support Assistant</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>3333</ffAdvert:CompanyReferenceNumber><ffAdvert:JobType>Contract</ffAdvert:JobType><ffAdvert:Discipline>Alternative Provision</ffAdvert:Discipline><ffAdvert:Role>Learning Support Assistant/Mentor</ffAdvert:Role><ffAdvert:LocationArea>Swindon</ffAdvert:LocationArea><ffAdvert:Location>Swindon</ffAdvert:Location><ffAdvert:Specialisation>School Support Roles</ffAdvert:Specialisation><ffAdvert:SubSpecialisation>Learning Support Assistant</ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Mon, 08 Jun 2026 08:12:22 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Mon, 22 Jun 2026 08:12:22 GMT</ffAdvert:ClosingDate><ffAdvert:Remuneration>£81.49 - £101.01</ffAdvert:Remuneration><ffAdvert:PostedBy>Jenson Dyer</ffAdvert:PostedBy><ffAdvert:RecruiterEmail>jenson@elementa.org.uk</ffAdvert:RecruiterEmail><ffAdvert:RecruiterDirectDial /><ffAdvert:MinimumPayment>91.49</ffAdvert:MinimumPayment><ffAdvert:MaximumPayment>101.01</ffAdvert:MaximumPayment><ffAdvert:PaymentRate>Per Day</ffAdvert:PaymentRate><ffAdvert:Currency>GBP</ffAdvert:Currency><ffAdvert:Country>England</ffAdvert:Country><ffAdvert:RecruiterProfilePicture>https://vacancies.elementa.org.uk/webdocs/Elementa/Person/11931/Profile/LinkedInProfile.png</ffAdvert:RecruiterProfilePicture></item><item><title>Helix Talent Pool</title><description><![CDATA[<p data-end="261" data-start="200"><strong data-end="261" data-start="200">Join Us in Making a Real Difference&nbsp;</strong></p>

<p data-end="437" data-start="263">We&#39;re on a mission to create a safe, empowering, and inspiring environment for young people with special educational needs &mdash; and we&rsquo;re growing our team in <strong data-end="436" data-start="418">Harrow, London</strong>.</p>

<p data-end="637" data-start="439">Are you a <strong data-end="477" data-start="449">teacher or support staff</strong> member who is passionate about inclusion, compassion, and real impact?<br data-end="551" data-start="548">
Do you want to be part of a dedicated team that sees the individual behind every need?</p>

<p data-end="656" data-start="639"><strong data-end="655" data-start="639">We&rsquo;re hiring</strong>:</p>

<p data-end="861" data-start="658"><strong data-end="676" data-start="664">Teachers</strong> &ndash; who believe that learning should be accessible, creative, and tailored to each learner.</p>

<p data-end="861" data-start="658"><strong data-end="795" data-start="778">Support Staff</strong> &ndash; who bring patience, energy, and empathy into every interaction.</p>

<p data-end="961" data-start="863">Whether you&#39;re experienced in SEN or simply driven to make a difference, we want to hear from you.</p>

<p data-end="1199" data-start="963">For families and caregivers: Our team is growing with one goal in mind &mdash; providing the highest standard of care and education for every child we support. We&#39;re building a space where your children are seen, supported, and celebrated.</p>

<p data-end="1305" data-start="1201">Based in <strong data-end="1223" data-start="1213">Harrow</strong></p>

<p data-end="1470" data-start="1307">Let&rsquo;s build something meaningful together.</p>

<p><u>Elementa are not a supply agency,</u>&nbsp;we are a schools services &amp;&nbsp;recruiting partner to education settings. We&nbsp;manage the candidate application,&nbsp;vetting &amp; compliance and process your payroll.&nbsp;Therefore applicants being considered for the role after pre-screening will be required to complete the registration process for Elementa. This includes full vetting &amp; background checks, satisfactory references and application for an Enhanced DBS Disclosure which may be chargeable at &pound;53.20 unless you have a current DBS on the update service.</p>

<p>If you have the relevant skills and experience necessary for this role then please apply with your full up to date CV. All applicants will be promptly responded to.</p>

<p><strong>ELEMENTA CANDIDATE COMMITMENT:</strong></p>

<ul>
	<li>Weekly pay &ndash; no waiting for monthly payroll cut off dates, Elementa pays one week in lieu.</li>
	<li>PAYE contract &ndash; unless a candidate specifically requests it, all candidates are paid via PAYE giving them the protections and payment structure of a traditional employer:employee relationship;&nbsp;<u>no umbrella companies.</u></li>
	<li>Training &amp; Support &ndash; a broad range of free or heavily discounted training available including Safeguarding, Behaviour, Team Teach, SEND, Makaton and Thrive. Regular welfare contact and support from a dedicated candidate manager.</li>
</ul>
]]></description><link>https://vacancies.elementa.org.uk/job/helix-talent-pool-672.aspx</link><guid>https://vacancies.elementa.org.uk/job/helix-talent-pool-672.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/helix-talent-pool-672/apply.aspx</applyUrl><pubDate>Mon, 08 Jun 2026 08:12:21 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/helix-talent-pool-672/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>672</ffAdvert:ReferenceNumber><ffAdvert:Title>Helix Talent Pool</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>3328</ffAdvert:CompanyReferenceNumber><ffAdvert:JobType>Contract</ffAdvert:JobType><ffAdvert:Discipline>PRU</ffAdvert:Discipline><ffAdvert:Role>Teacher (QTS / QTLS)</ffAdvert:Role><ffAdvert:LocationArea>London</ffAdvert:LocationArea><ffAdvert:Location>Harrow</ffAdvert:Location><ffAdvert:Specialisation>SECONDARY</ffAdvert:Specialisation><ffAdvert:SubSpecialisation></ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Mon, 08 Jun 2026 08:12:21 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Mon, 22 Jun 2026 08:12:21 GMT</ffAdvert:ClosingDate><ffAdvert:Remuneration></ffAdvert:Remuneration><ffAdvert:PostedBy>Jenson Dyer</ffAdvert:PostedBy><ffAdvert:RecruiterEmail>jenson@elementa.org.uk</ffAdvert:RecruiterEmail><ffAdvert:RecruiterDirectDial /><ffAdvert:MinimumPayment>100.00</ffAdvert:MinimumPayment><ffAdvert:MaximumPayment>300.00</ffAdvert:MaximumPayment><ffAdvert:PaymentRate>Per Day</ffAdvert:PaymentRate><ffAdvert:Currency>GBP</ffAdvert:Currency><ffAdvert:Country>England</ffAdvert:Country><ffAdvert:RecruiterProfilePicture>https://vacancies.elementa.org.uk/webdocs/Elementa/Person/11931/Profile/LinkedInProfile.png</ffAdvert:RecruiterProfilePicture></item><item><title>SEND Middle School Teacher</title><description><![CDATA[<article data-scroll-anchor="true" data-testid="conversation-turn-4" data-turn="assistant" data-turn-id="request-WEB:b8f6f289-d757-4e3b-b3db-895001dcc65d-1" dir="auto" tabindex="-1">
<p data-end="153" data-start="127"><span style="font-size:22pt;"><strong>SEND Middle School Teacher</strong></span></p>

<p data-end="153" data-start="127"><span style="font-size:20pt;"><strong><strong data-end="140" data-start="127">Location:</strong> Bridgwater</strong></span></p>

<p data-end="191" data-start="155"><span style="font-size:20pt;"><strong><strong data-end="163" data-start="155">Pay:</strong> &pound;168.00 &ndash; &pound;261.00 per day</strong></span></p>

<p data-end="224" data-start="193"><span style="font-size:20pt;"><strong><strong data-end="202" data-start="193">Type:</strong> Fixed Term Contract</strong></span></p>

<p data-end="248" data-start="226"><span style="font-size:20pt;"><strong><strong data-end="236" data-start="226">Hours:</strong> Full-time</strong></span></p>

<p data-end="272" data-start="250"><span style="font-size:20pt;"><strong><strong data-end="265" data-start="250">Start date:</strong> ASAP</strong></span></p>

<p data-end="272" data-start="250">&nbsp;</p>

<h3 data-end="333" data-start="308"><strong>About the Candidate</strong></h3>

<p data-end="367" data-start="334">The ideal candidate will possess:</p>

<ul data-end="1060" data-start="369">
	<li data-end="403" data-start="369">
	<p data-end="403" data-start="371">Qualified Teacher Status (QTS)</p>
	</li>
	<li data-end="523" data-start="404">
	<p data-end="523" data-start="406">Experience teaching within a middle school or secondary-style curriculum, ideally in a SEND or specialist provision</p>
	</li>
	<li data-end="636" data-start="524">
	<p data-end="636" data-start="526">Strong knowledge of supporting pupils with additional needs, including ASD, SEMH, and complex learning needs</p>
	</li>
	<li data-end="713" data-start="637">
	<p data-end="713" data-start="639">A nurturing, structured, and inclusive approach to teaching and learning</p>
	</li>
	<li data-end="835" data-start="714">
	<p data-end="835" data-start="716">Excellent behaviour management skills with the ability to adapt and differentiate lessons across a range of abilities</p>
	</li>
	<li data-end="934" data-start="836">
	<p data-end="934" data-start="838">Confidence in delivering engaging, age-appropriate lessons across core and foundation subjects</p>
	</li>
	<li data-end="1060" data-start="935">
	<p data-end="1060" data-start="937">Strong communication, collaboration, and organisational skills, working effectively with pupils, colleagues, and families</p>
	</li>
</ul>

<h3 data-end="1103" data-start="1063"><strong>Contract &amp; Recruitment Information</strong></h3>

<p data-end="1486" data-start="1105">Elementa is the recruiting partner; therefore, applicants being considered for the role after pre-screening will be required to complete the registration process for Elementa. This includes full vetting and background checks and application for an Enhanced DBS Disclosure (which may be chargeable at &pound;64.20), unless you have a current Enhanced DBS subscribed to the Update Service.</p>

<p data-end="1603" data-start="1488">If you have the relevant skills and experience necessary for this role, please apply with your full, up-to-date CV.</p>

<h3 data-end="1641" data-start="1606"><strong>ELEMENTA CANDIDATE COMMITMENT</strong></h3>

<ul data-end="2469" data-start="1643">
	<li data-end="1741" data-start="1643">
	<p data-end="1741" data-start="1645"><strong data-end="1659" data-start="1645">Weekly pay</strong> &ndash; no waiting for monthly payroll cut-off dates; Elementa pays one week in lieu.</p>
	</li>
	<li data-end="1948" data-start="1742">
	<p data-end="1948" data-start="1744"><strong data-end="1761" data-start="1744">PAYE contract</strong> &ndash; unless a candidate specifically requests otherwise, all candidates are paid via PAYE, providing the protections and payment structure of a traditional employer&ndash;employee relationship.</p>
	</li>
	<li data-end="2187" data-start="1949">
	<p data-end="2187" data-start="1951"><strong data-end="1973" data-start="1951">Training &amp; support</strong> &ndash; access to a broad range of free or heavily discounted training, including Safeguarding, Behaviour, Team Teach, SEND, Makaton, and Thrive. Regular welfare contact and support from a dedicated candidate manager.</p>
	</li>
	<li data-end="2323" data-start="2188">
	<p data-end="2323" data-start="2190"><strong data-end="2209" data-start="2190">Fair pay policy</strong> &ndash; candidates are paid to scale; where any variation is required, written agreement will be provided in advance.</p>
	</li>
	<li data-end="2469" data-start="2324">
	<p data-end="2469" data-start="2326"><strong data-end="2349" data-start="2326">Additional services</strong> &ndash; access to a network of partners offering support services such as tax returns, accountancy, legal advice, and more.</p>
	</li>
</ul>

<p data-end="2598" data-start="2471">For more information, click <strong data-end="2512" data-start="2499">Apply Now</strong> below or contact us via phone or email. All applicants will be responded to promptly.</p>

<hr data-end="2603" data-start="2600">
<p data-end="2629" data-start="2605">If you want, I can also:</p>

<ul data-end="2783" data-is-last-node="" data-is-only-node="" data-start="2630">
	<li data-end="2692" data-start="2630">
	<p data-end="2692" data-start="2632">Adapt this specifically for <strong data-end="2692" data-start="2660">Upper or Lower Middle School</strong></p>
	</li>
	<li data-end="2732" data-start="2693">
	<p data-end="2732" data-start="2695">Make it more <strong data-end="2732" data-start="2708">SEMH- or ASD-focused</strong></p>
	</li>
	<li data-end="2783" data-is-last-node="" data-start="2733">
	<p data-end="2783" data-is-last-node="" data-start="2735">Reformat it for <strong data-end="2783" data-is-last-node="" data-start="2751">Indeed, TES, or social posts</strong></p>
	</li>
</ul>
</article>
]]></description><link>https://vacancies.elementa.org.uk/job/send-middle-school-teacher-769.aspx</link><guid>https://vacancies.elementa.org.uk/job/send-middle-school-teacher-769.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/send-middle-school-teacher-769/apply.aspx</applyUrl><pubDate>Mon, 08 Jun 2026 08:12:21 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/send-middle-school-teacher-769/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>769</ffAdvert:ReferenceNumber><ffAdvert:Title>SEND Middle School Teacher</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>3086</ffAdvert:CompanyReferenceNumber><ffAdvert:JobType>Contract</ffAdvert:JobType><ffAdvert:Discipline>Special School/Setting (SEND)</ffAdvert:Discipline><ffAdvert:Role>Teacher (QTS / QTLS)</ffAdvert:Role><ffAdvert:LocationArea>Somerset</ffAdvert:LocationArea><ffAdvert:Location>Bridgwater</ffAdvert:Location><ffAdvert:Specialisation>PRIMARY</ffAdvert:Specialisation><ffAdvert:SubSpecialisation>KS2</ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Mon, 08 Jun 2026 08:12:21 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Mon, 22 Jun 2026 08:12:21 GMT</ffAdvert:ClosingDate><ffAdvert:Remuneration>£168 - £268 per day during trial period</ffAdvert:Remuneration><ffAdvert:PostedBy>Jenson Dyer</ffAdvert:PostedBy><ffAdvert:RecruiterEmail>jenson@elementa.org.uk</ffAdvert:RecruiterEmail><ffAdvert:RecruiterDirectDial /><ffAdvert:MinimumPayment>168.00</ffAdvert:MinimumPayment><ffAdvert:MaximumPayment>261.00</ffAdvert:MaximumPayment><ffAdvert:PaymentRate>Per Day</ffAdvert:PaymentRate><ffAdvert:Currency>GBP</ffAdvert:Currency><ffAdvert:Country>England</ffAdvert:Country><ffAdvert:RecruiterProfilePicture>https://vacancies.elementa.org.uk/webdocs/Elementa/Person/11931/Profile/LinkedInProfile.png</ffAdvert:RecruiterProfilePicture></item><item><title>SEND Learning Support Assistant - SEMH, trauma</title><description><![CDATA[<h2><span style="color:#ffffff;"><span style="font-size:8pt;">&quot;SEND LSA&quot;, &quot;SEND LSA&quot;, &quot;SEND LSA&quot;, &quot;SEND Learning support assistant&quot;,&nbsp;&quot;SEND Learning support assistant&quot;, &quot;SEND Learning support assistant&quot;, SEND, SEND, SEND, SEMH, SEMH, SEMH,&nbsp;</span></span></h2>

<h2><strong>SEND Learning Support Assistant - SEMH, trauma</strong></h2>

<h2><strong>Hours: Full time -&nbsp;term time only (part-time possible)</strong></h2>

<h2><strong>Location: Bridgwater</strong>,&nbsp;<strong>Somerset</strong></h2>

<h2><strong>Pay: &pound;102.81 per day during trial (&pound;20,048pa perm equivalent)</strong></h2>

<h2><strong>Type: Temp-to-perm</strong></h2>

<h2><strong>Start: ASAP</strong></h2>

<p>Elementa is working with a special school providing specialist education for learners with an EHCP relating to SEMH, Trauma, ADHD, ASC and often other additional needs. Unsurprisingly students often display challenging behaviour. The organisation focus on a holistic and creative education approach either to reintegrate the students into mainstream schooling, or achieve their full potential whilst out of mainstream education at the school. The school have been highly successful at student reintegration (into mainstream schooling) and they have achieved this by using a range of education approaches which include outdoor learning, Forest School, classroom-based learning, excursions and practical learning sessions.&nbsp;In the last few years the school improved from &#39;Requires Improvement&#39; to &#39;Good&#39; in their Ofsted inspections and continue to work at this level.</p>

<p>The role of the SEND Learning Support Assistant in this setting is both academic &amp; pastoral.&nbsp;Clear parameters are set for individuals development as their approach is equally focused on preparing young people for life out of education.&nbsp;The ideal person for this role will have a positive outlook, a resilient &amp; unflappable nature, have a sound understanding of safeguarding, display good working practices when working with vulnerable learners, be able to set clear boundaries, and uphold the school&rsquo;s expectations &amp; policies.&nbsp;</p>

<p>Previous experience of positive behaviour management strategies or Team Teach training would be an advantage in being considered for this job opportunity. For a successful applicant, free Team Teach training would be offered.&nbsp;</p>

<p><strong>Essential applicant criteria:</strong></p>

<ul>
	<li>driving licence &amp; car owner</li>
	<li>(compensated) willing to travel between school sites in Somerset</li>
	<li>(compensated) willing to transport students if required in their own car; appropriate car insurance required</li>
	<li>clear DBS (civil offences may be permissible)</li>
</ul>

<p><strong>Additional job benefits:</strong></p>

<ul>
	<li>Health Assured Employee Assistance programme to all staff members</li>
	<li>Support with health &amp; lifestyle, legal information, home and work life</li>
	<li>Staff can access an unlimited confidential telephone helpline for this support</li>
	<li>Staff also receive a pension with the school paying 3% of their salary per annum</li>
</ul>

<p>Elementa will be managing all applicants and screening their suitability for the school.&nbsp;<u>Elementa are not a supply agency,</u>&nbsp;we are a schools services &amp;&nbsp;recruiting partner to schools. We&nbsp;will manage the candidate vetting &amp; compliance and process your payroll on behalf of the school whilst on contract. Therefore applicants being considered for the role after pre-screening will be required to complete the registration process for Elementa. This includes full vetting &amp; background checks and application for an Enhanced DBS Disclosure (which may be chargeable at &pound;53.20) unless you have a current DBS on the update service.</p>

<p>If you have the relevant skills and experience necessary for this role then please apply with your full up to date CV. <u>All applicants will be promptly responded to.</u></p>

<p><strong>ELEMENTA CANDIDATE COMMITMENT:</strong></p>

<ul>
	<li>Weekly pay &ndash; no waiting for monthly payroll cut off dates, Elementa pays one week in lieu.</li>
	<li>PAYE contract &ndash; unless a candidate specifically requests it, all candidates are paid via PAYE giving them the protections and payment structure of a traditional employer:employee relationship;&nbsp;<u>no umbrella companies.</u></li>
	<li>Training &amp; Support &ndash; a broad range of free or heavily discounted training available including Safeguarding, Behaviour, Team Teach, SEND, Makaton and Thrive.</li>
	<li>Regular welfare contact and support from a dedicated candidate manager.</li>
</ul>
]]></description><link>https://vacancies.elementa.org.uk/job/send-learning-support-assistant-semh,-trauma-525.aspx</link><guid>https://vacancies.elementa.org.uk/job/send-learning-support-assistant-semh,-trauma-525.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/send-learning-support-assistant-semh,-trauma-525/apply.aspx</applyUrl><pubDate>Mon, 08 Jun 2026 08:12:18 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/send-learning-support-assistant-semh,-trauma-525/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>525</ffAdvert:ReferenceNumber><ffAdvert:Title>SEND Learning Support Assistant - SEMH, trauma</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>1193</ffAdvert:CompanyReferenceNumber><ffAdvert:JobType>Contract</ffAdvert:JobType><ffAdvert:Discipline>Special School/Setting (SEND)</ffAdvert:Discipline><ffAdvert:Role>Learning Support Assistant</ffAdvert:Role><ffAdvert:LocationArea>Somerset</ffAdvert:LocationArea><ffAdvert:Location>Bridgwater</ffAdvert:Location><ffAdvert:Specialisation>SEND experience</ffAdvert:Specialisation><ffAdvert:SubSpecialisation>Social,Emotional &amp; Mental Health (SEMH)</ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Mon, 08 Jun 2026 08:12:18 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Mon, 22 Jun 2026 08:12:18 GMT</ffAdvert:ClosingDate><ffAdvert:Remuneration>£102.81 per day during trail (£20,048pa perm equivalent)</ffAdvert:Remuneration><ffAdvert:PostedBy>Jenson Dyer</ffAdvert:PostedBy><ffAdvert:RecruiterEmail>jenson@elementa.org.uk</ffAdvert:RecruiterEmail><ffAdvert:RecruiterDirectDial /><ffAdvert:MinimumPayment>102.81</ffAdvert:MinimumPayment><ffAdvert:MaximumPayment>102.81</ffAdvert:MaximumPayment><ffAdvert:PaymentRate>Per Day</ffAdvert:PaymentRate><ffAdvert:Currency>GBP</ffAdvert:Currency><ffAdvert:Country>England</ffAdvert:Country><ffAdvert:RecruiterProfilePicture>https://vacancies.elementa.org.uk/webdocs/Elementa/Person/11931/Profile/LinkedInProfile.png</ffAdvert:RecruiterProfilePicture></item><item><title>English Teacher (Mat Cover)</title><description><![CDATA[<h2><strong>English Teacher</strong></h2>

<h2><strong>Location:&nbsp; &nbsp; &nbsp;Wellington</strong></h2>

<h2><strong>Pay:&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &pound;168.80 - &pound;261.78</strong></h2>

<h2><strong>Type:&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; Fixed-term Contract (Maternity Cover)&nbsp;</strong></h2>

<h2><strong>Start:&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; 01/09/2026 - 20/06/2027</strong></h2>

<h2><strong>Hours:&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; Full-time and Part-time Available</strong></h2>

<p>Elementa are a recruitment partner for this school and we&#39;re supporting in&nbsp;recruiting an English Teacher to join the department team.</p>

<p>The English team at this school have recently had a new Head of Department join and there is a new buzz around the department so the focus is to find &amp; welcome a new team member to share the same enthusiasm.The English department is&nbsp;fortunate to be located in&nbsp;their own building and with a large independent staff workroom. The team are all English subject specialists and work collaboratively.</p>

<p>The school delivers to Key Stage 3 &amp; 4 students and is a well-established community school,&nbsp;based in a small town with a catchment area also drawing from rural areas. The school have long enjoyed a good reputation and forms an important&nbsp;part of the local community. There&#39;s a&nbsp;bright outlook on their future, with a new school building being an eagerly anticipated positive change. The school have long enjoyed a &#39;Good&#39; grading by Ofsted although have recently had several areas flagged as requiring improvement. Nevertheless, the school are confident in making changes to restore their Good outcomes.&nbsp;</p>

<p>If you have the confidence, skills &amp; qualities to bring to the role to&nbsp;help and contribute&nbsp;to the ongoing success of the school, then please get in touch.</p>

<p>The school will be running a formal selection process including a school tour, an observed teaching lesson, panel interview and student council meeting.</p>

<p>If you have the confidence, skills &amp; qualities to bring to the role to&nbsp;help and contribute&nbsp;to the ongoing success of the school, then please get in touch.</p>

<p>Elementa is the recruiting partner therefore applicants being considered for the role after pre-screening will be required to complete the registration process for Elementa. This includes full vetting,&nbsp;background &amp; referencing checks and application for a&nbsp;DBS Enhanced Disclosure (which may be chargeable at &pound;62.70) unless you have a current DBS on the update service.</p>

<p><strong>ELEMENTA CANDIDATE COMMITMENT:</strong></p>

<ul>
	<li>Weekly pay &ndash; no waiting for monthly payroll cut-off dates, Elementa pays one week in lieu.</li>
	<li>PAYE contract &ndash; unless a candidate specifically requests it, all candidates are paid via PAYE giving them the protections and payment structure of a traditional employer:employee relationship.</li>
	<li>Training &amp; Support &ndash; a broad range of free or heavily discounted training available including Safeguarding, Behaviour, Team Teach, SEND, Makaton and Thrive. Regular welfare contact and support from a dedicated candidate manager.</li>
	<li>Fair pay policy &ndash; our candidates are paid to scale, where a variation on this may be required written agreement will be provided ahead of the position.</li>
	<li>Additional services to support our staff &ndash; we have a network of partners who offer support services to our candidates &hellip; tax returns, accountancy, legal and more.</li>
</ul>

<p>If you feel you are well suited to this post based on your practical &amp; personal skills, please apply straight away with your full, up to date CV attached. <strong>All applicants will be promptly responded to.&nbsp;</strong></p>
]]></description><link>https://vacancies.elementa.org.uk/job/english-teacher-(mat-cover)-831.aspx</link><guid>https://vacancies.elementa.org.uk/job/english-teacher-(mat-cover)-831.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/english-teacher-(mat-cover)-831/apply.aspx</applyUrl><pubDate>Mon, 08 Jun 2026 08:12:16 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/english-teacher-(mat-cover)-831/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>831</ffAdvert:ReferenceNumber><ffAdvert:Title>English Teacher (Mat Cover)</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>1316</ffAdvert:CompanyReferenceNumber><ffAdvert:JobType>Contract</ffAdvert:JobType><ffAdvert:Discipline>Secondary</ffAdvert:Discipline><ffAdvert:Role>Teacher (QTS / QTLS)</ffAdvert:Role><ffAdvert:LocationArea>Somerset</ffAdvert:LocationArea><ffAdvert:Location>Taunton</ffAdvert:Location><ffAdvert:Specialisation>SECONDARY</ffAdvert:Specialisation><ffAdvert:SubSpecialisation>English Language</ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Mon, 08 Jun 2026 08:12:16 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Mon, 22 Jun 2026 08:12:16 GMT</ffAdvert:ClosingDate><ffAdvert:Remuneration>£168.80 - £261.78</ffAdvert:Remuneration><ffAdvert:PostedBy>Jenson Dyer</ffAdvert:PostedBy><ffAdvert:RecruiterEmail>jenson@elementa.org.uk</ffAdvert:RecruiterEmail><ffAdvert:RecruiterDirectDial /><ffAdvert:MinimumPayment>168.80</ffAdvert:MinimumPayment><ffAdvert:MaximumPayment>261.78</ffAdvert:MaximumPayment><ffAdvert:PaymentRate>Per Day</ffAdvert:PaymentRate><ffAdvert:Currency>GBP</ffAdvert:Currency><ffAdvert:Country>England</ffAdvert:Country><ffAdvert:RecruiterProfilePicture>https://vacancies.elementa.org.uk/webdocs/Elementa/Person/11931/Profile/LinkedInProfile.png</ffAdvert:RecruiterProfilePicture></item><item><title>Science Teacher</title><description><![CDATA[<h2><b>Science Teacher&nbsp;</b></h2>

<h2><strong>Location:&nbsp; &nbsp; &nbsp;Wellington</strong></h2>

<h2><strong>Pay:&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &pound;32,916 - &pound;51,048 (MPS1 - UPS3)</strong></h2>

<h2><strong>Type:&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; Permanent&nbsp;</strong></h2>

<h2><strong>Start:&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; 01/09/2026</strong></h2>

<h2><strong>Hours:&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; Full-time and Part-Time Available&nbsp;</strong></h2>

<p data-end="206" data-start="70">Elementa are a recruitment partner for this school and we&#39;re supporting in recruiting a <strong data-end="177" data-start="158">Science Teacher</strong> to join the department team.</p>

<p data-end="628" data-start="208">The Science team at this school have recently welcomed a new Head of Department, bringing fresh energy and direction. There is a renewed buzz within the department, and the focus is to find and welcome a new team member who shares this enthusiasm. The Science department benefits from well-equipped laboratories and a collaborative working environment, with all staff being subject specialists who work closely together.</p>

<p data-end="1243" data-start="630">The school delivers to Key Stage 3 &amp; 4 students and is a well-established community school, based in a small town with a catchment area also drawing from rural areas. The school has long enjoyed a good reputation and forms an important part of the local community. There is a bright outlook for the future, with a new school building being an eagerly anticipated positive development. While the school has historically maintained a &lsquo;Good&rsquo; rating by Ofsted, recent inspections have identified areas for improvement. The leadership team is proactive and confident in implementing changes to restore strong outcomes.</p>

<p data-end="1443" data-start="1245">This is an excellent opportunity for a passionate and committed <strong data-end="1328" data-start="1309">Science Teacher</strong> who is keen to contribute to a forward-thinking department and support students in achieving their full potential.</p>

<p data-end="1594" data-start="1445">If you have the confidence, skills, and qualities to bring to the role and contribute to the ongoing success of the school, then please get in touch.</p>

<p data-end="1751" data-start="1596">The school will be running a formal selection process including a school tour, an observed teaching lesson, panel interview, and a student council meeting.</p>

<p data-end="1869" data-start="1753">If you feel you have the experience and dedication to thrive in this rewarding role, we would love to hear from you.</p>

<p>Elementa is the recruiting partner therefore applicants being considered for the role after pre-screening will be required to complete the registration process for Elementa. This includes full vetting,&nbsp;background &amp; referencing checks and application for a&nbsp;DBS Enhanced Disclosure (which may be chargeable at &pound;62.70) unless you have a current DBS on the update service.</p>

<p><strong>ELEMENTA CANDIDATE COMMITMENT:</strong></p>

<ul>
	<li>Weekly pay &ndash; no waiting for monthly payroll cut-off dates, Elementa pays one week in lieu.</li>
	<li>PAYE contract &ndash; unless a candidate specifically requests it, all candidates are paid via PAYE giving them the protections and payment structure of a traditional employer:employee relationship.</li>
	<li>Training &amp; Support &ndash; a broad range of free or heavily discounted training available including Safeguarding, Behaviour, Team Teach, SEND, Makaton and Thrive. Regular welfare contact and support from a dedicated candidate manager.</li>
	<li>Fair pay policy &ndash; our candidates are paid to scale, where a variation on this may be required written agreement will be provided ahead of the position.</li>
	<li>Additional services to support our staff &ndash; we have a network of partners who offer support services to our candidates &hellip; tax returns, accountancy, legal and more.</li>
</ul>

<p>If you feel you are well suited to this post based on your practical &amp; personal skills, please apply straight away with your full, up to date CV attached. <strong>All applicants will be promptly responded to.&nbsp;</strong></p>
]]></description><link>https://vacancies.elementa.org.uk/job/science-teacher-832.aspx</link><guid>https://vacancies.elementa.org.uk/job/science-teacher-832.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/science-teacher-832/apply.aspx</applyUrl><pubDate>Mon, 08 Jun 2026 08:12:15 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/science-teacher-832/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>832</ffAdvert:ReferenceNumber><ffAdvert:Title>Science Teacher</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>1316</ffAdvert:CompanyReferenceNumber><ffAdvert:JobType>Permanent</ffAdvert:JobType><ffAdvert:Discipline>Secondary</ffAdvert:Discipline><ffAdvert:Role>Teacher (QTS / QTLS)</ffAdvert:Role><ffAdvert:LocationArea>Somerset</ffAdvert:LocationArea><ffAdvert:Location>Wellington</ffAdvert:Location><ffAdvert:Specialisation>SECONDARY</ffAdvert:Specialisation><ffAdvert:SubSpecialisation>Science - General Science</ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Mon, 08 Jun 2026 08:12:15 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Mon, 22 Jun 2026 08:12:15 GMT</ffAdvert:ClosingDate><ffAdvert:Remuneration>£32,916 - £51,049. (MPS1 - UPS3)</ffAdvert:Remuneration><ffAdvert:PostedBy>Jenson Dyer</ffAdvert:PostedBy><ffAdvert:RecruiterEmail>jenson@elementa.org.uk</ffAdvert:RecruiterEmail><ffAdvert:RecruiterDirectDial /><ffAdvert:MinimumPayment>32916.00</ffAdvert:MinimumPayment><ffAdvert:MaximumPayment>51048.00</ffAdvert:MaximumPayment><ffAdvert:PaymentRate>Per Year</ffAdvert:PaymentRate><ffAdvert:Currency>GBP</ffAdvert:Currency><ffAdvert:Country>England</ffAdvert:Country><ffAdvert:RecruiterProfilePicture>https://vacancies.elementa.org.uk/webdocs/Elementa/Person/11931/Profile/LinkedInProfile.png</ffAdvert:RecruiterProfilePicture></item><item><title>SEMH Teaching Assistant</title><description><![CDATA[<p><span style="font-size:20pt;"><strong>Location: Glouscester&nbsp;</strong></span></p>

<p><span style="font-size:20pt;"><strong>Pay: &pound;96 - &pound;101 (per day during trial&nbsp;</strong></span></p>

<p><span style="font-size:20pt;"><strong>Type: Temp - Permanent&nbsp;</strong></span></p>

<p><span style="font-size:20pt;"><strong>Hours: 29 Hpw/TTO</strong></span></p>

<p><span style="font-size:20pt;"><strong>Start date: ASAP</strong></span></p>

<p>&nbsp;</p>

<p data-end="266" data-start="110"><strong data-end="264" data-start="110">Elementa are recruiting for an SEMH/SCLN Learning Support Assistant for a specialist primary provision in Gloucester, catering for children aged 5&ndash;11.</strong></p>

<p data-end="538" data-start="268">The children who attend the school have an EHCP to support their SEMH (Social, Emotional and Mental Health) and SCLN (Speech, Communication and Language Needs). Your role will be to support teaching staff in delivering a high-quality, inclusive provision for all pupils.</p>

<p data-end="834" data-start="540">This can be a challenging but highly rewarding environment. Some pupils may display behaviours that require patience, resilience, and strong behaviour management skills. Previous experience working in a specialist provision, primary setting, or with children with additional needs is essential.</p>

<p data-end="995" data-start="836">Due to the level of support required, a DBS on the Update Service is necessary, as delays in processing a new DBS could impact start dates and staffing levels.</p>

<p data-end="1130" data-start="997">You will act as a positive role model for pupils, providing effective educational and pastoral support. Key responsibilities include:</p>

<ul data-end="2166" data-start="1132">
	<li data-end="1228" data-section-id="13dfsms" data-start="1132">Providing academic and pastoral support to pupils to help them overcome barriers to learning</li>
	<li data-end="1318" data-section-id="5jjpc0" data-start="1229">Supporting teaching staff in planning and adapting resources to meet individual needs</li>
	<li data-end="1408" data-section-id="vfwv14" data-start="1319">Working collaboratively with teachers and support staff to share effective strategies</li>
	<li data-end="1480" data-section-id="1dq0qhr" data-start="1409">Responding appropriately to challenging behaviour as part of a team</li>
	<li data-end="1581" data-section-id="1l1h3hm" data-start="1481">Supporting pupils to make positive choices around behaviour, attendance, and social interactions</li>
	<li data-end="1675" data-section-id="1kxkxms" data-start="1582">Helping to build strong relationships between the school and families to enhance outcomes</li>
	<li data-end="1748" data-section-id="333iks" data-start="1676">Adhering to safeguarding and confidentiality procedures at all times</li>
	<li data-end="1842" data-section-id="lyvo5e" data-start="1749">Monitoring, recording, and contributing to the evaluation of pupil progress and wellbeing</li>
	<li data-end="1925" data-section-id="1dv7h7i" data-start="1843">Promoting high standards and contributing to a culture of shared good practice</li>
	<li data-end="2002" data-section-id="emc8ov" data-start="1926">Supporting whole-school reward systems and positive behaviour approaches</li>
	<li data-end="2082" data-section-id="n7ff75" data-start="2003">Encouraging pupils to develop social, emotional, and cultural understanding</li>
	<li data-end="2166" data-section-id="o0e9kx" data-start="2083">Monitoring individual health needs and communicating these effectively to staff</li>
</ul>

<p>&nbsp;</p>

<p>Contract &amp; recruitment information</p>

<p>Elementa is the recruiting partner therefore applicants being considered for the role after pre-screening will be required to complete the registration process for Elementa. This includes full vetting &amp; background checks and application for an Enhanced DBS Disclosure (which may be chargeable @&pound;64.20)&nbsp;unless you have a current Enhanced&nbsp;DBS subscribed to the&nbsp;update service.</p>

<p>If you have the relevant skills and experience necessary for this role then please apply with your full up to date CV.</p>

<p><br>
ELEMENTA CANDIDATE COMMITMENT:</p>

<ul>
	<li>Weekly pay &ndash; no waiting for monthly payroll cut off dates, Elementa pays one week in lieu.</li>
	<li>PAYE contract &ndash; unless a candidate specifically requests it, all candidates are paid via PAYE giving them the protections and payment structure of a traditional employer:employee relationship.</li>
	<li>Training &amp; Support &ndash; a broad range of free or heavily discounted training available including Safeguarding, Behaviour, Team Teach, SEND, Makaton and Thrive. Regular welfare contact and support from a dedicated candidate manager.</li>
	<li>Fair pay policy &ndash; our candidates are paid to scale, where a variation on this may be required written agreement will be provided ahead of the position.</li>
	<li>Additional services to support our staff &ndash; we have a network of partners who offer support services to our candidates &hellip; tax returns, accountancy, legal and more.</li>
</ul>

<p><br>
For more information click apply now below or contact us via phone or email.&nbsp;All applicants will be promptly responded to.</p>
]]></description><link>https://vacancies.elementa.org.uk/job/semh-teaching-assistant-847.aspx</link><guid>https://vacancies.elementa.org.uk/job/semh-teaching-assistant-847.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/semh-teaching-assistant-847/apply.aspx</applyUrl><pubDate>Mon, 08 Jun 2026 08:12:13 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/semh-teaching-assistant-847/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>847</ffAdvert:ReferenceNumber><ffAdvert:Title>SEMH Teaching Assistant</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>2423</ffAdvert:CompanyReferenceNumber><ffAdvert:JobType>Contract</ffAdvert:JobType><ffAdvert:Discipline>Primary</ffAdvert:Discipline><ffAdvert:Role>Learning Support Assistant</ffAdvert:Role><ffAdvert:LocationArea>Gloucestershire</ffAdvert:LocationArea><ffAdvert:Location>Gloucester</ffAdvert:Location><ffAdvert:Specialisation>SEND experience</ffAdvert:Specialisation><ffAdvert:SubSpecialisation>Social,Emotional &amp; Mental Health (SEMH)</ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Mon, 08 Jun 2026 08:12:13 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Mon, 22 Jun 2026 08:12:13 GMT</ffAdvert:ClosingDate><ffAdvert:Remuneration>£96-£110 per day during trial</ffAdvert:Remuneration><ffAdvert:PostedBy>Jenson Dyer</ffAdvert:PostedBy><ffAdvert:RecruiterEmail>jenson@elementa.org.uk</ffAdvert:RecruiterEmail><ffAdvert:RecruiterDirectDial /><ffAdvert:MinimumPayment>96.64</ffAdvert:MinimumPayment><ffAdvert:MaximumPayment>101.44</ffAdvert:MaximumPayment><ffAdvert:PaymentRate>Per Day</ffAdvert:PaymentRate><ffAdvert:Currency>GBP</ffAdvert:Currency><ffAdvert:Country>England</ffAdvert:Country><ffAdvert:RecruiterProfilePicture>https://vacancies.elementa.org.uk/webdocs/Elementa/Person/11931/Profile/LinkedInProfile.png</ffAdvert:RecruiterProfilePicture></item><item><title>Learning Support Assistant</title><description><![CDATA[<p><span style="font-size:20pt;"><strong>Location: Burnham-on-Sea</strong></span></p>

<p><span style="font-size:20pt;"><strong>Pay: &pound;90 - &pound;100 per day</strong></span></p>

<p><span style="font-size:20pt;"><strong>Type: Temporary</strong></span></p>

<p><span style="font-size:20pt;"><strong>Hours: 0.8 (4 DPW, Not Tuesday)</strong></span></p>

<p><span style="font-size:20pt;"><strong>Start date: ASAP</strong></span></p>

<p>&nbsp;</p>

<p data-end="512" data-start="127">Elementa are recruiting for a Learning Support Assistant to work within a secondary school setting in Taunton, supporting students aged 11&ndash;16. The students you will work with may have identified SEMH (Social, Emotional and Mental Health) and SCLN (Speech, Communication and Language Needs), and some may have an EHCP or require additional support to access the curriculum.</p>

<p data-end="694" data-start="514">Your role will be to work alongside teaching staff to provide high-quality support, helping students engage in learning and make positive progress both academically and socially.</p>

<p data-end="978" data-start="696">This role can be challenging at times, as some students may present with behaviours that require patience, consistency and strong behaviour management skills. Previous experience working with young people with additional needs, either in a school or similar setting, is essential.</p>

<p data-end="1122" data-start="980">Due to the nature of the role, a DBS on the update service is required, as delays in processing could impact start dates and staffing needs.</p>

<p data-end="1254" data-start="1124">You will act as a positive role model for students, supporting both their learning and personal development. Key duties include:</p>

<ul data-end="2416" data-start="1256">
	<li data-end="1354" data-section-id="1amg63x" data-start="1256">Providing academic and pastoral support to students to help them overcome barriers to learning</li>
	<li data-end="1461" data-section-id="19y7bcr" data-start="1355">Supporting teachers in the classroom and helping to adapt resources so all students can access lessons</li>
	<li data-end="1551" data-section-id="3089ek" data-start="1462">Working collaboratively with teaching and support staff to share effective strategies</li>
	<li data-end="1650" data-section-id="1xkqnx1" data-start="1552">Supporting the school&rsquo;s behaviour policy and responding appropriately to challenging behaviour</li>
	<li data-end="1752" data-section-id="1uyaex1" data-start="1651">Encouraging students to make positive choices around behaviour, attendance and social interaction</li>
	<li data-end="1849" data-section-id="25ev5c" data-start="1753">Supporting communication between school and families where appropriate to promote engagement</li>
	<li data-end="1928" data-section-id="8fz52k" data-start="1850">Adhering to safeguarding, confidentiality and school policies at all times</li>
	<li data-end="2015" data-section-id="14491uc" data-start="1929">Assisting with monitoring and recording student progress, wellbeing and engagement</li>
	<li data-end="2107" data-section-id="1nkscov" data-start="2016">Promoting high expectations and contributing to a positive and inclusive school culture</li>
	<li data-end="2184" data-section-id="yxcyqz" data-start="2108">Supporting whole-school systems such as rewards and behaviour management</li>
	<li data-end="2293" data-section-id="18eq8dh" data-start="2185">Encouraging students to develop socially, emotionally and culturally within the wider school environment</li>
	<li data-end="2416" data-section-id="t3d3i1" data-start="2294">Being aware of individual student needs, including health needs, and communicating these effectively to relevant staff</li>
</ul>

<p>&nbsp;</p>

<p>Contract &amp; recruitment information</p>

<p>Elementa is the recruiting partner therefore applicants being considered for the role after pre-screening will be required to complete the registration process for Elementa. This includes full vetting &amp; background checks and application for an Enhanced DBS Disclosure (which may be chargeable @&pound;64.20)&nbsp;unless you have a current Enhanced&nbsp;DBS subscribed to the&nbsp;update service.</p>

<p>If you have the relevant skills and experience necessary for this role then please apply with your full up to date CV.</p>

<p><br>
ELEMENTA CANDIDATE COMMITMENT:</p>

<ul>
	<li>Weekly pay &ndash; no waiting for monthly payroll cut off dates, Elementa pays one week in lieu.</li>
	<li>PAYE contract &ndash; unless a candidate specifically requests it, all candidates are paid via PAYE giving them the protections and payment structure of a traditional employer:employee relationship.</li>
	<li>Training &amp; Support &ndash; a broad range of free or heavily discounted training available including Safeguarding, Behaviour, Team Teach, SEND, Makaton and Thrive. Regular welfare contact and support from a dedicated candidate manager.</li>
	<li>Fair pay policy &ndash; our candidates are paid to scale, where a variation on this may be required written agreement will be provided ahead of the position.</li>
	<li>Additional services to support our staff &ndash; we have a network of partners who offer support services to our candidates &hellip; tax returns, accountancy, legal and more.</li>
</ul>

<p><br>
For more information click apply now below or contact us via phone or email.&nbsp;All applicants will be promptly responded to.</p>
]]></description><link>https://vacancies.elementa.org.uk/job/learning-support-assistant-857.aspx</link><guid>https://vacancies.elementa.org.uk/job/learning-support-assistant-857.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/learning-support-assistant-857/apply.aspx</applyUrl><pubDate>Mon, 08 Jun 2026 08:12:12 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/learning-support-assistant-857/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>857</ffAdvert:ReferenceNumber><ffAdvert:Title>Learning Support Assistant</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>2594</ffAdvert:CompanyReferenceNumber><ffAdvert:JobType>Contract</ffAdvert:JobType><ffAdvert:Discipline>Secondary</ffAdvert:Discipline><ffAdvert:Role>Learning Support Assistant</ffAdvert:Role><ffAdvert:LocationArea>Somerset</ffAdvert:LocationArea><ffAdvert:Location>Burnham on Sea</ffAdvert:Location><ffAdvert:Specialisation>School Support Roles</ffAdvert:Specialisation><ffAdvert:SubSpecialisation>Learning Support Assistant</ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Mon, 08 Jun 2026 08:12:12 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Mon, 22 Jun 2026 08:12:12 GMT</ffAdvert:ClosingDate><ffAdvert:Remuneration>£90-£100 per day</ffAdvert:Remuneration><ffAdvert:PostedBy>Jenson Dyer</ffAdvert:PostedBy><ffAdvert:RecruiterEmail>jenson@elementa.org.uk</ffAdvert:RecruiterEmail><ffAdvert:RecruiterDirectDial /><ffAdvert:MinimumPayment>80.00</ffAdvert:MinimumPayment><ffAdvert:MaximumPayment>110.00</ffAdvert:MaximumPayment><ffAdvert:PaymentRate>Per Day</ffAdvert:PaymentRate><ffAdvert:Currency>GBP</ffAdvert:Currency><ffAdvert:Country>England</ffAdvert:Country><ffAdvert:RecruiterProfilePicture>https://vacancies.elementa.org.uk/webdocs/Elementa/Person/11931/Profile/LinkedInProfile.png</ffAdvert:RecruiterProfilePicture></item><item><title>Behaviour Mentor</title><description><![CDATA[<p><span style="font-size:20pt;"><strong>Location: Taunton</strong></span></p>

<p><span style="font-size:20pt;"><strong>Pay: &pound;90 - &pound;115</strong></span></p>

<p><span style="font-size:20pt;"><strong>Type: Temporary&nbsp;</strong></span></p>

<p><span style="font-size:20pt;"><strong>Hours: Full time, 8.30am - 3.30pm Mon-Fri</strong></span></p>

<p><span style="font-size:20pt;"><strong>Start date: ASAP</strong></span></p>

<p>&nbsp;</p>

<p>Elementa are recruiting for a&nbsp; an SEMH/SCLN Learning Support Assistant for this Special Provision in Taunton, that caters for children age 11-16. The children who attend the academy will have an EHCP to support their SEMH (Social Emotional Mental Health) and SCL (Speech Communication Language) needs. Your role will be to support the teaching staff, in providing a high quality provision for all young people.&nbsp;</p>

<p>This can be a difficult&nbsp;place to work, with some children having challenging behaviour, that would need a level of experience to be able deal with the day-to-day challenges this role may bring. Previous experience of working in a&nbsp;specialist provision, or similar would be essential.</p>

<p>Due to the levels of support required by the school, a DBS on the update service would be needed, as we can not account for the delays in processing a new DBS, as this could impact on start dates, and therefore impacting the staffing levels required.</p>

<p>You will be a role model for the young children, providing effecting educational support for staff and children within the provision. Key duties within the role to include:</p>

<ul>
	<li>To provide academic and pastoral support to students to enable them to overcome any barriers to achievement within their provision.</li>
	<li>To liaise with teaching staff to help plan and develop appropriate resources to enable young people to fully access all activities and make good progress.</li>
	<li>To liaise with support staff and teachers to share strategies for support</li>
	<li>To work as part of the team that responds to challenging behaviour</li>
	<li>To provide information, advice and structured support to enable students to make&nbsp;positive choices about their behaviour, attendance and social interactions</li>
	<li>To assist in developing strong links between the school and families in order to improve educational&nbsp;opportunities for students and to promote a positive attitude towards school</li>
	<li>To comply with confidentiality and safeguarding procedures</li>
	<li>To contribute to the monitoring, recording and analysis of the welfare and daily experiences of our young people.</li>
	<li>Modelling high standards and being a positive participant in a culture of sharing good practice amongst all staff.</li>
	<li>Contributing to the system of whole school rewards.</li>
	<li>To support young people to develop a wider educational, social and cultural understanding of life.</li>
	<li>To monitor the individual health needs of young people and to communicate those needs to other staff as appropriate.</li>
</ul>

<p>&nbsp;</p>

<p><strong>Contract &amp; recruitment information</strong></p>

<p>Elementa is the recruiting partner therefore applicants being considered for the role after pre-screening will be required to complete the registration process for Elementa. This includes full vetting &amp; background checks and application for an Enhanced DBS Disclosure (which may be chargeable @&pound;64.20)&nbsp;unless you have a current Enhanced&nbsp;DBS subscribed to the&nbsp;update service.</p>

<p>If you have the relevant skills and experience necessary for this role then please apply with your full up to date CV.</p>

<p><br>
<strong>ELEMENTA CANDIDATE COMMITMENT:</strong></p>

<ul>
	<li>Weekly pay &ndash; no waiting for monthly payroll cut off dates, Elementa pays one week in lieu.</li>
	<li>PAYE contract &ndash; unless a candidate specifically requests it, all candidates are paid via PAYE giving them the protections and payment structure of a traditional employer:employee relationship.</li>
	<li>Training &amp; Support &ndash; a broad range of free or heavily discounted training available including Safeguarding, Behaviour, Team Teach, SEND, Makaton and Thrive. Regular welfare contact and support from a dedicated candidate manager.</li>
	<li>Fair pay policy &ndash; our candidates are paid to scale, where a variation on this may be required written agreement will be provided ahead of the position.</li>
	<li>Additional services to support our staff &ndash; we have a network of partners who offer support services to our candidates &hellip; tax returns, accountancy, legal and more.</li>
</ul>

<p><br>
For more information click apply now below or contact us via phone or email.&nbsp;All applicants will be promptly responded to.</p>
]]></description><link>https://vacancies.elementa.org.uk/job/behaviour-mentor-858.aspx</link><guid>https://vacancies.elementa.org.uk/job/behaviour-mentor-858.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/behaviour-mentor-858/apply.aspx</applyUrl><pubDate>Mon, 08 Jun 2026 08:12:08 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/behaviour-mentor-858/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>858</ffAdvert:ReferenceNumber><ffAdvert:Title>Behaviour Mentor</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>2130</ffAdvert:CompanyReferenceNumber><ffAdvert:JobType>Contract</ffAdvert:JobType><ffAdvert:Discipline>Alternative Provision</ffAdvert:Discipline><ffAdvert:Role>Learning Support Assistant/Mentor</ffAdvert:Role><ffAdvert:LocationArea>Somerset</ffAdvert:LocationArea><ffAdvert:Location>Taunton</ffAdvert:Location><ffAdvert:Specialisation>School Support Roles</ffAdvert:Specialisation><ffAdvert:SubSpecialisation>Learning Support Assistant</ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Mon, 08 Jun 2026 08:12:08 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Mon, 22 Jun 2026 08:12:08 GMT</ffAdvert:ClosingDate><ffAdvert:Remuneration>£90 - £115 Per Day</ffAdvert:Remuneration><ffAdvert:PostedBy>Jenson Dyer</ffAdvert:PostedBy><ffAdvert:RecruiterEmail>jenson@elementa.org.uk</ffAdvert:RecruiterEmail><ffAdvert:RecruiterDirectDial /><ffAdvert:MinimumPayment>90.00</ffAdvert:MinimumPayment><ffAdvert:MaximumPayment>100.00</ffAdvert:MaximumPayment><ffAdvert:PaymentRate>Per Day</ffAdvert:PaymentRate><ffAdvert:Currency>GBP</ffAdvert:Currency><ffAdvert:Country>England</ffAdvert:Country><ffAdvert:RecruiterProfilePicture>https://vacancies.elementa.org.uk/webdocs/Elementa/Person/11931/Profile/LinkedInProfile.png</ffAdvert:RecruiterProfilePicture></item><item><title>Cover Supervisor</title><description><![CDATA[<p data-end="134" data-start="120"><span style="font-size: 26.6667px;"><b>Cover Supervisor&nbsp;</b></span></p>

<p data-end="297" data-start="136"><span style="font-size:20pt;"><strong data-end="149" data-start="136">Location</strong><strong data-end="149" data-start="136">:</strong> <strong>Highbridge</strong><br data-end="163" data-start="160">
<strong data-end="171" data-start="163">Pay:</strong> <strong>&pound;120.00 &ndash; &pound;140.00 per day</strong><br data-end="200" data-start="197">
<strong data-end="209" data-start="200">Type:</strong><strong>&nbsp;Temporary&nbsp;</strong><br data-end="252" data-start="249">
<strong data-end="262" data-start="252">Hours:</strong> <strong>Full-time</strong><br data-end="275" data-start="272">
<strong data-end="290" data-start="275">Start date:</strong><strong> ASAP</strong></span></p>

<h3 data-end="89" data-section-id="136tbon" data-start="66">About the Candidate</h3>

<p data-end="124" data-start="91">The ideal candidate will possess:</p>

<ul data-end="1158" data-start="126">
	<li data-end="208" data-section-id="1cvyeds" data-start="126">Experience working with young people within a secondary or middle school setting</li>
	<li data-end="331" data-section-id="e3hsp4" data-start="209">Confidence supervising whole classes and maintaining a positive learning environment in the absence of the class teacher</li>
	<li data-end="415" data-section-id="mbt00l" data-start="332">The ability to follow lesson plans and ensure pupils remain engaged with set work</li>
	<li data-end="511" data-section-id="2mcgqs" data-start="416">Strong behaviour management skills and a calm, professional approach to classroom supervision</li>
	<li data-end="615" data-section-id="1olo42v" data-start="512">Confidence in supporting pupils of varying abilities and needs, promoting inclusion and participation</li>
	<li data-end="736" data-section-id="1sg8zo6" data-start="616">Excellent communication and interpersonal skills, building positive relationships with pupils, colleagues, and parents</li>
	<li data-end="847" data-section-id="k131w6" data-start="737">Strong organisational skills, with the ability to adapt quickly to different subjects and classroom settings</li>
	<li data-end="930" data-section-id="1291kmz" data-start="848">A commitment to supporting pupils&#39; learning, wellbeing, and personal development</li>
	<li data-end="1025" data-section-id="1npi8se" data-start="931">Reliability, flexibility, and the ability to work effectively as part of a wider school team</li>
	<li data-end="1158" data-section-id="v92l9o" data-start="1026">A positive and proactive attitude, encouraging high standards of behaviour, attendance, and engagement across the school community</li>
</ul>

<h3 data-end="1165" data-start="1125"><strong>Contract &amp; Recruitment Information</strong></h3>

<p data-end="1547" data-start="1166">Elementa is the recruiting partner; therefore, applicants being considered for the role after pre-screening will be required to complete the registration process for Elementa. This includes full vetting and background checks and application for an Enhanced DBS Disclosure (which may be chargeable at &pound;64.20), unless you have a current Enhanced DBS subscribed to the Update Service.</p>

<p data-end="1664" data-start="1549">If you have the relevant skills and experience necessary for this role, please apply with your full, up-to-date CV.</p>

<h3 data-end="1701" data-start="1666"><strong>ELEMENTA CANDIDATE COMMITMENT</strong></h3>

<ul data-end="2529" data-start="1703">
	<li data-end="1801" data-start="1703">
	<p data-end="1801" data-start="1705"><strong data-end="1719" data-start="1705">Weekly pay</strong> &ndash; no waiting for monthly payroll cut-off dates; Elementa pays one week in lieu.</p>
	</li>
	<li data-end="2008" data-start="1802">
	<p data-end="2008" data-start="1804"><strong data-end="1821" data-start="1804">PAYE contract</strong> &ndash; unless a candidate specifically requests otherwise, all candidates are paid via PAYE, providing the protections and payment structure of a traditional employer&ndash;employee relationship.</p>
	</li>
	<li data-end="2247" data-start="2009">
	<p data-end="2247" data-start="2011"><strong data-end="2033" data-start="2011">Training &amp; support</strong> &ndash; access to a broad range of free or heavily discounted training, including Safeguarding, Behaviour, Team Teach, SEND, Makaton, and Thrive. Regular welfare contact and support from a dedicated candidate manager.</p>
	</li>
	<li data-end="2383" data-start="2248">
	<p data-end="2383" data-start="2250"><strong data-end="2269" data-start="2250">Fair pay policy</strong> &ndash; candidates are paid to scale; where any variation is required, written agreement will be provided in advance.</p>
	</li>
	<li data-end="2529" data-start="2384">
	<p data-end="2529" data-start="2386"><strong data-end="2409" data-start="2386">Additional services</strong> &ndash; access to a network of partners offering support services such as tax returns, accountancy, legal advice, and more.</p>
	</li>
</ul>
]]></description><link>https://vacancies.elementa.org.uk/job/cover-supervisor-888.aspx</link><guid>https://vacancies.elementa.org.uk/job/cover-supervisor-888.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/cover-supervisor-888/apply.aspx</applyUrl><pubDate>Fri, 05 Jun 2026 09:41:55 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/cover-supervisor-888/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>888</ffAdvert:ReferenceNumber><ffAdvert:Title>Cover Supervisor</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>2594</ffAdvert:CompanyReferenceNumber><ffAdvert:JobType>Contract</ffAdvert:JobType><ffAdvert:Discipline>Secondary</ffAdvert:Discipline><ffAdvert:Role>Instructor / Cover Supervisor</ffAdvert:Role><ffAdvert:LocationArea>Somerset</ffAdvert:LocationArea><ffAdvert:Location>Highbridge</ffAdvert:Location><ffAdvert:Specialisation>School Support Roles</ffAdvert:Specialisation><ffAdvert:SubSpecialisation>Cover Supervisor</ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Fri, 05 Jun 2026 09:41:55 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Fri, 19 Jun 2026 22:59:59 GMT</ffAdvert:ClosingDate><ffAdvert:Remuneration>£120 - £140 per day</ffAdvert:Remuneration><ffAdvert:PostedBy>Jenson Dyer</ffAdvert:PostedBy><ffAdvert:RecruiterEmail>jenson@elementa.org.uk</ffAdvert:RecruiterEmail><ffAdvert:RecruiterDirectDial /><ffAdvert:MinimumPayment>120.00</ffAdvert:MinimumPayment><ffAdvert:MaximumPayment>140.00</ffAdvert:MaximumPayment><ffAdvert:PaymentRate>Per Day</ffAdvert:PaymentRate><ffAdvert:Currency>GBP</ffAdvert:Currency><ffAdvert:Country>England</ffAdvert:Country><ffAdvert:RecruiterProfilePicture>https://vacancies.elementa.org.uk/webdocs/Elementa/Person/11931/Profile/LinkedInProfile.png</ffAdvert:RecruiterProfilePicture></item><item><title>SEND Teacher 0.65 FTE (Autism, ADHD, SEMH, trauma)</title><description><![CDATA[<h2><strong>SEND Teacher 0.6 FTE (Autism, ADHD, SEMH, trauma)</strong></h2>

<h2><strong>Type:&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; temp-to-perm</strong></h2>

<h2><strong>Details:&nbsp; &nbsp; &nbsp; 0.6 FTE: 3 days per week </strong></h2>

<h2><strong>Hours:&nbsp; &nbsp; &nbsp; &nbsp;8:30am - 4:00pm, Tuesday, Wednesday, Thursday</strong></h2>

<h2><strong>Location&nbsp; &nbsp; Thrapston, Northants</strong></h2>

<h2><strong>Start date:&nbsp; September 2026</strong></h2>

<h2><strong>Pay:&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &pound;168.80 - &pound;232.57 during trial period (MPS1 - MPS6 salary comparator)</strong></h2>

<ul>
	<li><strong>Applications close 1pm Friday 12th June 2026</strong></li>
	<li><strong>Interviews are planned during wc 15th June</strong></li>
</ul>

<p><a href="http://www.elmtree-learning.org.uk">Elmtree Learning Partnership</a>&nbsp;opened&nbsp;the doors to our new site in Thrapston in September 2025 under the name <a href="https://elmtree-learning.org.uk/willow-tree-learning-northants/">Willow Tree Learning</a>. This service is part of the wider <a href="http://www.elementa.org.uk">Elementa Education Group</a> family which operate a multi-site Alternative Learning Provision / Alternative Education Provision service and also <a href="https://elmtreegroveschool.org.uk/">Elmtree Grove School</a>, an independent SEND School for primary-aged learners. Our ALP / AEP service supports primary and secondary-aged pupils with EHCPs, relating mainly to ASC, SEMH, with their main headquarters based in Weston Super Mare. The ALP / AEP operates a &lsquo;revolving-door&rsquo; offering whereby students stay at the provision for up to 18 weeks, either on a part-time basis before returning to mainstream education or attending a special school. Student places are funded by local school or local authority referral. We are recruiting a new team for the new site in Thrapston to support learners aged 5 - 14 years old (KS1, KS2 &amp; KS3.)</p>

<p>We are inviting applications for the SEND Teacher role from candidates with good previous experience of having worked with and supported learners with additional needs relating to SEMH &amp; trauma who may also have other needs relating to ASC / ASD. The preference is for previous experience in a SEND-specific setting. The ideal person will be able to act as a positive role model and deliver an alternative education curriculum. Many of the learners have not engaged in education for a significant amount of time so an individual approach for each child is necessary.&nbsp;If you have already had training in positive behaviour management&nbsp;such as Team Teach / PBM / MAPA&nbsp;and/or THRIVE training we would be particularly interested in hearing from you. If you have practical experience of working with children displaying challenging behaviour and are successful in your application for this post, Team Teach training will be offered free of charge and would be a requirement of the post.</p>

<p>This is a new role to support the new requirements for Alternative Provision providers from September 2026. Initially the role will involve curriculum content drafting &amp; oversight and will go on to develop into outreach &amp; offsite work.</p>

<p>This role is best suited to a Fully Qualified Teacher as ECT induction cannot be supported.</p>

<p>The working day is from 9:00am to 3:00pm, Monday to Friday, term time only.</p>

<p>It would be great to hear from you if you have&hellip;</p>

<ul>
	<li>A&nbsp;passionate manner about working with young people in education</li>
	<li>UK QTS</li>
	<li>Previous SEND-specific experience</li>
	<li>Commitment to&nbsp;safeguarding young people and helping them overcome difficulties</li>
	<li>experience across either primary or secondary phases</li>
	<li>creating exciting &amp; engaging indiidual learner plans</li>
	<li>experience of supporting &amp; leading support staff teams</li>
	<li>Experience of working with children who have had to overcome barriers and difficult situations</li>
	<li>The ability to engage parents in supporting children at home by helping to set boundaries and managing behaviour</li>
	<li>The desire to go through training and deliver ideas so that ideas&nbsp;can be implemented.</li>
	<li>Commitment&nbsp;to ensuring students maximise every opportunity to achieve academically and personally</li>
	<li>The ability&nbsp;to work in a dynamic and challenging environment</li>
	<li>Excellent communication and teamwork skills</li>
</ul>

<p>The role is intended to transfer to a permanent contract upon successful completion of the trial period (60 paid days.) This role is&nbsp;a great opportunity for anyone looking for&nbsp;a role which offers training opportunities and to be part of a supportive organisation which has further local expansion plans in the near future.</p>

<p>Elementa is the recruiting partner therefore applicants being considered for the role after pre-screening may&nbsp;be required to complete the registration process for Elementa. This includes full vetting &amp; background checks, satisfactory referencing and application for a DBS Enhanced Disclosure (which may be chargeable at&nbsp;&pound;64.20) unless you have a current DBS on the update service.</p>

<p>This role is not suitable for applicants:</p>

<ul>
	<li>not currently based within the UK</li>
	<li>requiring employer sponsorship for UK right to work</li>
	<li>without UK schools experience</li>
	<li>without experience in the UK of supporting SEND</li>
</ul>

<p>If you have the relevant skills and experience necessary for this role then please apply with your full up to date CV. All applicants will be promptly responded to.</p>

<p><b>ELEMENTA CANDIDATE COMMITMENT:</b></p>

<ul>
	<li>Weekly pay &ndash; no waiting for monthly payroll cut off dates, Elementa pays one week in lieu.</li>
	<li>PAYE contract &ndash; unless a candidate specifically requests it, all candidates are paid via PAYE giving them the protections and payment structure of a traditional employer:employee relationship.</li>
	<li>Training &amp; Support &ndash; a broad range of free or heavily discounted training available including Safeguarding, Behaviour, Team Teach, SEND, Makaton and Thrive.</li>
	<li>Regular welfare contact and support from a dedicated candidate manager.</li>
	<li>Fair pay policy &ndash; our candidates are paid to scale, where a variation on this may be required written agreement will be provided ahead of the position.</li>
	<li>Additional services to support our staff &ndash; we have a network of partners who offer support services to our candidates &hellip; tax returns, accountancy, legal and more.</li>
</ul>

<p><br>
<b>For more information click apply now below or contact us via phone or email.</b></p>
]]></description><link>https://vacancies.elementa.org.uk/job/send-teacher-065-fte-(autism,-adhd,-semh,-trauma)-882.aspx</link><guid>https://vacancies.elementa.org.uk/job/send-teacher-065-fte-(autism,-adhd,-semh,-trauma)-882.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/send-teacher-065-fte-(autism,-adhd,-semh,-trauma)-882/apply.aspx</applyUrl><pubDate>Wed, 03 Jun 2026 14:37:06 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/send-teacher-065-fte-(autism,-adhd,-semh,-trauma)-882/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>882</ffAdvert:ReferenceNumber><ffAdvert:Title>SEND Teacher 0.65 FTE (Autism, ADHD, SEMH, trauma)</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>3301</ffAdvert:CompanyReferenceNumber><ffAdvert:JobType>Contract</ffAdvert:JobType><ffAdvert:Discipline>Alternative Provision</ffAdvert:Discipline><ffAdvert:Role>Learning Support Assistant/Mentor</ffAdvert:Role><ffAdvert:LocationArea>Northamptonshire</ffAdvert:LocationArea><ffAdvert:Location>Thrapston</ffAdvert:Location><ffAdvert:Specialisation>School Support Roles</ffAdvert:Specialisation><ffAdvert:SubSpecialisation>Learning Support Assistant</ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Wed, 03 Jun 2026 14:37:06 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Fri, 19 Jun 2026 22:59:59 GMT</ffAdvert:ClosingDate><ffAdvert:Remuneration>£168.80 - £232.57 (MPS1 - MPS6)</ffAdvert:Remuneration><ffAdvert:PostedBy>Laurence Hewetson</ffAdvert:PostedBy><ffAdvert:RecruiterEmail>laurence@elementa.org.uk</ffAdvert:RecruiterEmail><ffAdvert:RecruiterDirectDial>0117 325 9523</ffAdvert:RecruiterDirectDial><ffAdvert:MinimumPayment>14.25</ffAdvert:MinimumPayment><ffAdvert:MaximumPayment>15.38</ffAdvert:MaximumPayment><ffAdvert:PaymentRate>Per Hour</ffAdvert:PaymentRate><ffAdvert:Currency>GBP</ffAdvert:Currency><ffAdvert:Country>England</ffAdvert:Country><ffAdvert:RecruiterProfilePicture>https://vacancies.elementa.org.uk/webdocs/Elementa/Person/9/Profile/20221011_145336.jpg</ffAdvert:RecruiterProfilePicture></item><item><title>SEND Teacher - SEND: SEMH, trauma, ADHD, ASC</title><description><![CDATA[<h2><strong>SEND Teacher - SEND: SEMH, trauma, ADHD, ASC (talent pool)</strong></h2>

<h2><b>Location: Plymouth</b></h2>

<h2><b>Start date: September 2026</b></h2>

<h2><b>Type: temp-to-perm</b></h2>

<h2><b>Hours: Full-time, Permanent (8:30am - 4:00pm, Monday to Friday)</b></h2>

<h2><b>Salary: MPS &amp; UPS (experience dependent)</b></h2>

<p>Our new special school for learners in year groups 6-9 (ages 11-14) is expected to open in September 2026 on the existing site already operating as an Alternative Education Provision</p>

<p><span style="font-family:Aptos,sans-serif">Elmtree Sands School will open based on the successes of learner outcomes at our 9 Elmtree Learning Partnership sites and Independent SEND School which have been operating since 2022 <a href="https://gbr01.safelinks.protection.outlook.com/?url=http%3A%2F%2Fwww.elmtree-learning.org.uk%2F&amp;data=05%7C02%7Claurence%40elementa.org.uk%7C6fc72b9e38c44fcacfc008dc8eb96acf%7Cbc94584658804be6b41858c0cff4950c%7C0%7C0%7C638542174216363123%7CUnknown%7CTWFpbGZsb3d8eyJWIjoiMC4wLjAwMDAiLCJQIjoiV2luMzIiLCJBTiI6Ik1haWwiLCJXVCI6Mn0%3D%7C0%7C%7C%7C&amp;sdata=tTCMZBK0k89jVmt9W44eZcmupbLHZi%2FXc0nkRBw5yOQ%3D&amp;reserved=0" style="color:#467886; text-decoration:underline">www.elmtree-learning.org.uk</a> . Initially, we will be supporting up to 28 learners with a view to gradually increasing learner capacity in the future.&nbsp;</span></p>

<p><span style="font-family:Aptos,sans-serif">All of the learners we support are vulnerable and have an EHCP to define their additional needs or an EHCP in progress. Creativity, perseverance and an empathetic approach when working with them is key to engaging them in education and ensuring their progression.</span></p>

<p>We are inviting applications for a SEND Teacher to join our talent pool to be considered for joining our new team and inspire our learners. Our learners need enhanced support to develop their language &amp; literacy skills. Often, our learners have missed significant periods of education so require an empathetic, patient approach with enjoyable &amp; accesible lessons.</p>

<p>This role will involve:</p>

<ul>
	<li>Delivering an adapted curriculum across the school</li>
	<li>Delivering high-quality lessons to all learners across the school</li>
	<li>Ensuring that all activities are accessible to individual learners who, across the school, have a wide range of needs</li>
	<li>Understanding and supporting the challenges of our learners</li>
	<li>Motivating &amp; inspiring our learners to engage &amp; achieve</li>
	<li>Providing practical&nbsp;resources &amp; strategies for colleagues to use &amp; integrate into other lessons</li>
	<li>Helping to champion the work of our learners</li>
</ul>

<p>For the SEND Teacher we&#39;re looking for an experienced and qualified (QTS) teacher. Applicants best suited to this role&nbsp;will have previous experience of having worked with learners that have SEND (mainly SEMH &amp; trauma) who have experienced other barriers or challenges to their education .</p>

<p>ECTs can be considered for this role.</p>

<p>We&#39;re building our next great team so if you love working with people who are dedicated to supporting young learners that strive to support their development in a positive setting, this is the role for you.</p>

<p><b><i>Every Child, Every Opportunity, The Right Opportunity</i></b></p>

<p>Our approach is to offer a bespoke and relevant learning program for each learner. Integration into standardised education opportunities and social integration is everything we do. No child should have their future negatively affected or be excluded in their later life due to the lack of access or support for education opportunities that are appropriate to their abilities &amp; strengths.</p>

<p>We believe strongly in people and look for people that have:</p>

<ul>
	<li>Education-relevant qualifications in supporting teaching &amp; learning</li>
	<li>good&nbsp;experience in&nbsp;supporting young people in an education setting</li>
	<li>understanding and expertise in supporting learners with SEND</li>
	<li>skills &amp; strategies in supporting emotional wellbeing</li>
	<li>tenacity &amp; resilience to manage, influence &amp; effect positive behaviours &amp; decisions in learners</li>
	<li>the ability to present a strong role model for young people, including having fun!</li>
	<li>collaborative and pro-active working practices</li>
	<li>a strong sense of responsibility &amp; work ethic</li>
</ul>

<p>Working with our organisation is a rewarding experience. We offer an enjoyable workplace with additional employment benefits:</p>

<ul>
	<li>Bright HR - online HR management portal also offering partner discounts</li>
	<li>Employee Assist - independent healthcare perks</li>
	<li>Free training - role specific &amp; relevant, accredited training</li>
	<li>Employee Support Assistant - dedicated colleagues to support our employees</li>
	<li>Pension scheme</li>
	<li>company events</li>
</ul>

<p><strong>Application interview &amp; engagement process</strong></p>

<p>Applications are welcomed from candidates that meet the vast majority of the above job &amp; person criteria. We also recognise that many people who are interested in such a role may not have specific experience as detailed so we would still welcome an application from those that have substantial experience of supporting young people with SEND or other challenges in education.</p>

<p>All applications will be managed by Elementa. Successful applications will have a full-prescreen, interview, &lsquo;insight session&rsquo; and visit to one of our Alternative Provision / SEND Schol sites.&nbsp;Any appointment will be subject to a successful interview process, satisfactory references, DBS Enhanced Disclosure (which may be chargeable at &pound;64.20 unless you have a DBS subscribed to the Update Service) and successful completion of employment trial period.</p>

<p><b><u>Please apply with your full up to date CV. All applicants will be promptly responded to.&nbsp;</u></b></p>
]]></description><link>https://vacancies.elementa.org.uk/job/send-teacher-send-semh,-trauma,-adhd,-asc-685.aspx</link><guid>https://vacancies.elementa.org.uk/job/send-teacher-send-semh,-trauma,-adhd,-asc-685.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/send-teacher-send-semh,-trauma,-adhd,-asc-685/apply.aspx</applyUrl><pubDate>Wed, 03 Jun 2026 14:37:04 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/send-teacher-send-semh,-trauma,-adhd,-asc-685/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>685</ffAdvert:ReferenceNumber><ffAdvert:Title>SEND Teacher - SEND: SEMH, trauma, ADHD, ASC</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>3296</ffAdvert:CompanyReferenceNumber><ffAdvert:JobType>Contract</ffAdvert:JobType><ffAdvert:Discipline>Special School/Setting (SEND)</ffAdvert:Discipline><ffAdvert:Role>Teacher (QTS / QTLS)</ffAdvert:Role><ffAdvert:LocationArea>Devon</ffAdvert:LocationArea><ffAdvert:Location>Plymouth</ffAdvert:Location><ffAdvert:Specialisation>SEND experience</ffAdvert:Specialisation><ffAdvert:SubSpecialisation>Social,Emotional &amp; Mental Health (SEMH)</ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Wed, 03 Jun 2026 14:37:04 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Wed, 17 Jun 2026 14:37:04 GMT</ffAdvert:ClosingDate><ffAdvert:Remuneration>MPS &amp; UPS (experience dependent)</ffAdvert:Remuneration><ffAdvert:PostedBy>Laurence Hewetson</ffAdvert:PostedBy><ffAdvert:RecruiterEmail>laurence@elementa.org.uk</ffAdvert:RecruiterEmail><ffAdvert:RecruiterDirectDial>0117 325 9523</ffAdvert:RecruiterDirectDial><ffAdvert:MinimumPayment>160.00</ffAdvert:MinimumPayment><ffAdvert:MaximumPayment>261.78</ffAdvert:MaximumPayment><ffAdvert:PaymentRate>Per Day</ffAdvert:PaymentRate><ffAdvert:Currency>GBP</ffAdvert:Currency><ffAdvert:Country>England</ffAdvert:Country><ffAdvert:RecruiterProfilePicture>https://vacancies.elementa.org.uk/webdocs/Elementa/Person/9/Profile/20221011_145336.jpg</ffAdvert:RecruiterProfilePicture></item><item><title>Teacher of Design Technology (Food Technology) – Fluent Welsh</title><description><![CDATA[<p data-end="67" data-start="0" style="text-align: center;"><strong data-end="65" data-start="0">Teacher of Design Technology (Food Technology) &ndash; Fluent Welsh</strong></p>

<p data-end="370" data-start="69">&bull; Type: Contract / Long-term / Supply (depending on availability)<br data-end="137" data-start="134">
&bull; Location: Cardiff<br data-end="157" data-start="154">
&bull; Start date: ASAP<br data-end="178" data-start="175">
&bull; Hours: Full-time (part-time considered)<br data-end="222" data-start="219">
&bull; Pay: Paid to scale (MPS/UPS, dependent on experience)<br data-end="280" data-start="277">
&bull; Essential: Fluent Welsh speaker, Enhanced DBS &amp; EWC registration (or willing to apply)</p>

<p data-end="634" data-start="372">Are you a passionate Welsh-medium Food Technology teacher with a flair for creativity in the kitchen? Do you inspire learners to whisk up confidence, develop practical life skills, and explore the science of food and nutrition through engaging, hands-on lessons?</p>

<p data-end="1042" data-start="636">Elementa Support Services is working in partnership with a welcoming and forward-thinking Welsh-medium secondary school in Cardiff to recruit a committed and enthusiastic Teacher of Design Technology (Food Technology). This is an exciting opportunity to join a supportive department where you can bring learning to life through practical cookery, creativity, and innovation &mdash; all through the medium of Welsh.</p>

<hr data-end="1086" data-start="1044">
<h3 data-end="1108" data-section-id="9wd6ee" data-start="1088">About the Role</h3>

<p data-end="1186" data-start="1109">As a Teacher of Design Technology (Food Technology), you will:</p>

<p data-end="1841" data-start="1188">&bull; Plan and deliver engaging Food Technology lessons through the medium of Welsh<br data-end="1270" data-start="1267">
&bull; Teach across KS3 and KS4 (KS5 desirable where applicable)<br data-end="1332" data-start="1329">
&bull; Develop students&rsquo; practical cookery skills alongside knowledge of nutrition, food provenance, and healthy living<br data-end="1449" data-start="1446">
&bull; Encourage creativity, problem-solving, and independent thinking through practical and theory-based learning<br data-end="1561" data-start="1558">
&bull; Create a positive, inclusive, and well-managed classroom environment<br data-end="1634" data-start="1631">
&bull; Assess, monitor, and report on student progress effectively<br data-end="1698" data-start="1695">
&bull; Promote safeguarding, wellbeing, and positive behaviour at all times<br data-end="1771" data-start="1768">
&bull; Contribute to departmental planning and the wider school community</p>

<hr data-end="1885" data-start="1843">
<h3 data-end="1915" data-section-id="12qim98" data-start="1887">What We&rsquo;re Looking For</h3>

<p data-end="1957" data-start="1916">To be considered, candidates must have:</p>

<p data-end="2339" data-start="1959">&bull; Qualified Teacher Status (QTS)<br data-end="1994" data-start="1991">
&bull; Education Workforce Council (EWC) registration<br data-end="2045" data-start="2042">
&bull; Fluent Welsh language skills<br data-end="2078" data-start="2075">
&bull; An Enhanced DBS on the Update Service, or willingness to apply (Elementa can assist)<br data-end="2167" data-start="2164">
&bull; Experience teaching Design Technology / Food Technology at secondary level (including placements)<br data-end="2269" data-start="2266">
&bull; Strong subject knowledge and confident classroom management skills</p>

<p data-end="2353" data-start="2341">Desirable:</p>

<p data-end="2607" data-start="2355">&bull; Experience teaching KS5 Food Technology or Hospitality &amp; Catering<br data-end="2425" data-start="2422">
&bull; A reflective and adaptable teaching approach<br data-end="2474" data-start="2471">
&bull; A passion for practical, skills-based learning<br data-end="2525" data-start="2522">
&bull; The ability to create engaging and inspiring Welsh-language learning experiences</p>

<hr data-end="2651" data-start="2609">
<h3 data-end="2697" data-section-id="1xscxw" data-start="2653">Recruitment &amp; Safeguarding Information</h3>

<p data-end="2985" data-start="2698">All applications will be managed by <a rel="noopener" target="_blank">Elementa Support Services</a> as the recruitment partner for this client. Elementa is committed to safeguarding children in all processes, and all successful applicants will undergo a full pre-screen to assess their suitability for the role.</p>

<p data-end="3024" data-start="2987">Any appointment will be subject to:</p>

<p data-end="3386" data-start="3026">&bull; A successful interview process<br data-end="3061" data-start="3058">
&bull; Satisfactory references<br data-end="3089" data-start="3086">
&bull; Safeguarding &amp; Prevent training<br data-end="3125" data-start="3122">
&bull; Education Workforce Council (EWC) registration in the appropriate categories<br data-end="3206" data-start="3203">
&bull; Enhanced DBS Disclosure (which may be chargeable at &pound;64.20 unless subscribed to the Update Service)<br data-end="3310" data-start="3307">
&bull; Successful completion of a 12-week / 60 paid day employment trial period</p>

<hr data-end="3430" data-start="3388">
<h3 data-end="3467" data-section-id="6h04un" data-start="3432">ELEMENTA CANDIDATE COMMITMENT</h3>

<p data-end="4093" data-start="3469">&bull; Weekly pay &ndash; no waiting for monthly payroll cut-off dates; Elementa pays one week in lieu<br data-end="3563" data-start="3560">
&bull; PAYE contract &ndash; unless requested otherwise, providing full employment protections<br data-end="3649" data-start="3646">
&bull; Training &amp; Support &ndash; free or heavily discounted training including Safeguarding, Behaviour Management, Team Teach, SEND, Makaton, and Thrive<br data-end="3794" data-start="3791">
&bull; Dedicated candidate manager providing regular welfare contact and ongoing support<br data-end="3880" data-start="3877">
&bull; Fair pay policy &ndash; paid to scale; any variation agreed in writing prior to placement<br data-end="3968" data-start="3965">
&bull; Additional staff support services &ndash; access to partner services including tax returns, accountancy, legal advice, and more</p>

<hr data-end="4137" data-start="4095">
<h3 data-end="4186" data-section-id="e02u9w" data-start="4139">This Role Is Not Suitable For Applicants:</h3>

<p data-end="4331" data-is-last-node="" data-is-only-node="" data-start="4188">&bull; Not currently based within the UK<br data-end="4226" data-start="4223">
&bull; Requiring employer sponsorship for UK right to work<br data-end="4282" data-start="4279">
&bull; Without UK secondary school teaching experience</p>
]]></description><link>https://vacancies.elementa.org.uk/job/teacher-of-design-technology-(food-technology)-–-fluent-welsh-884.aspx</link><guid>https://vacancies.elementa.org.uk/job/teacher-of-design-technology-(food-technology)-–-fluent-welsh-884.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/teacher-of-design-technology-(food-technology)-–-fluent-welsh-884/apply.aspx</applyUrl><pubDate>Tue, 02 Jun 2026 10:19:11 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/teacher-of-design-technology-(food-technology)-–-fluent-welsh-884/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>884</ffAdvert:ReferenceNumber><ffAdvert:Title>Teacher of Design Technology (Food Technology) – Fluent Welsh</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>3354</ffAdvert:CompanyReferenceNumber><ffAdvert:JobType>Contract</ffAdvert:JobType><ffAdvert:Discipline>Secondary</ffAdvert:Discipline><ffAdvert:Role>Teacher (QTS / QTLS)</ffAdvert:Role><ffAdvert:LocationArea>WALES</ffAdvert:LocationArea><ffAdvert:Location>Cardiff Council</ffAdvert:Location><ffAdvert:Specialisation>SECONDARY</ffAdvert:Specialisation><ffAdvert:SubSpecialisation>DT - Food Technology</ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Tue, 02 Jun 2026 10:19:11 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Tue, 16 Jun 2026 10:19:11 GMT</ffAdvert:ClosingDate><ffAdvert:Remuneration></ffAdvert:Remuneration><ffAdvert:PostedBy>Kristi Parmee</ffAdvert:PostedBy><ffAdvert:RecruiterEmail>kristi@elementa.org.uk</ffAdvert:RecruiterEmail><ffAdvert:RecruiterDirectDial /><ffAdvert:MinimumPayment>172.98</ffAdvert:MinimumPayment><ffAdvert:MaximumPayment>238.95</ffAdvert:MaximumPayment><ffAdvert:PaymentRate>Per Day</ffAdvert:PaymentRate><ffAdvert:Currency>GBP</ffAdvert:Currency><ffAdvert:Country>Wales</ffAdvert:Country><ffAdvert:RecruiterProfilePicture>https://vacancies.elementa.org.uk/webdocs/Elementa/Person/14657/Profile/Kristi Parmee.png</ffAdvert:RecruiterProfilePicture></item><item><title>Geography Teacher</title><description><![CDATA[<p data-end="54" data-start="0" style="text-align: center;"><strong data-end="54" data-start="0">Geography Teacher</strong></p>

<p data-end="311" data-start="56">&bull; <strong data-end="67" data-start="58">Type:</strong> Contract / Long-term / Supply (depending on availability)<br data-end="128" data-start="125">
&bull; <strong data-end="143" data-start="130">Location:</strong> Caerphilly &amp; surrounding areas<br data-end="177" data-start="174">
&bull; <strong data-end="194" data-start="179">Start date:</strong> ASAP<br data-end="202" data-start="199">
&bull; <strong data-end="214" data-start="204">Hours:</strong> Full-time (part-time considered)<br data-end="250" data-start="247">
&bull; <strong data-end="260" data-start="252">Pay:</strong> Paid to scale (MPS/UPS, dependent on experience)</p>

<p data-end="493" data-start="313">Are you a passionate Geography Teacher who believes in the power of geography to inspire curiosity about the world, deepen environmental understanding, and develop global citizens?</p>

<p data-end="935" data-start="495"><strong data-end="524" data-start="495">Elementa Support Services</strong> is working in partnership with supportive and forward-thinking secondary schools to recruit enthusiastic and knowledgeable Teachers of Geography who can deliver engaging, dynamic lessons across the curriculum. This role offers the opportunity to inspire young people to explore physical and human geography, understand global challenges, and achieve their full potential within a positive learning environment.</p>

<hr data-end="940" data-start="937">
<h3 data-end="962" data-section-id="9wd6ee" data-start="942">About the Role</h3>

<p data-end="1525" data-start="963">As a Teacher of Geography, you will:<br data-end="1002" data-start="999">
&bull; Plan and deliver engaging Geography lessons in line with the national curriculum<br data-end="1087" data-start="1084">
&bull; Teach across key stages, covering topics such as physical landscapes, climate change, urbanisation, sustainability, and global development<br data-end="1230" data-start="1227">
&bull; Create a positive, inclusive, and well-managed classroom environment<br data-end="1303" data-start="1300">
&bull; Assess, monitor, and report on student progress effectively<br data-end="1367" data-start="1364">
&bull; Promote safeguarding, wellbeing, and positive behaviour at all times<br data-end="1440" data-start="1437">
&bull; Work collaboratively with colleagues and contribute to the wider school community</p>

<hr data-end="1530" data-start="1527">
<h3 data-end="1560" data-section-id="12qim98" data-start="1532">What We&rsquo;re Looking For</h3>

<p data-end="1910" data-start="1561">To be considered, candidates must have:<br data-end="1603" data-start="1600">
&bull; Qualified Teacher Status (QTS)<br data-end="1638" data-start="1635">
&bull; Education Workforce Council (EWC) registration<br data-end="1689" data-start="1686">
&bull; An Enhanced DBS on the Update Service, or willingness to apply (Elementa can assist)<br data-end="1778" data-start="1775">
&bull; Experience teaching Geography at secondary level (including placements)<br data-end="1854" data-start="1851">
&bull; Strong classroom management and communication skills</p>

<p data-end="2074" data-start="1912"><strong data-end="1926" data-start="1912">Desirable:</strong><br data-end="1929" data-start="1926">
&bull; Experience across KS3 and KS4<br data-end="1963" data-start="1960">
&bull; Experience delivering fieldwork and enquiry-based learning<br data-end="2026" data-start="2023">
&bull; A reflective and adaptable teaching approach</p>

<hr data-end="2079" data-start="2076">
<h3 data-end="2125" data-section-id="1xscxw" data-start="2081">Recruitment &amp; Safeguarding Information</h3>

<p data-end="2417" data-start="2126">All applications will be managed by <strong data-end="2191" data-start="2162">Elementa Support Services</strong> as the recruitment partner for this client. Elementa is committed to the safeguarding of children in all of their processes and all successful applicants will have a full pre-screen to assess their suitability for the role.</p>

<p data-end="2817" data-start="2419">Any appointment will be subject to:<br data-end="2457" data-start="2454">
&bull; A successful interview process<br data-end="2492" data-start="2489">
&bull; Satisfactory references<br data-end="2520" data-start="2517">
&bull; Safeguarding &amp; Prevent training<br data-end="2556" data-start="2553">
&bull; Education Workforce Council (EWC) registration in the appropriate categories<br data-end="2637" data-start="2634">
&bull; Enhanced DBS Disclosure (which may be chargeable at &pound;64.20 unless subscribed to the Update Service)<br data-end="2741" data-start="2738">
&bull; Successful completion of a 12-week / 60 paid day employment trial period</p>

<hr data-end="2822" data-start="2819">
<h3 data-end="2859" data-section-id="6h04un" data-start="2824">ELEMENTA CANDIDATE COMMITMENT</h3>

<p data-end="3484" data-start="2860">&bull; Weekly pay &ndash; no waiting for monthly payroll cut-off dates; Elementa pays one week in lieu<br data-end="2954" data-start="2951">
&bull; PAYE contract &ndash; unless requested otherwise, providing full employment protections<br data-end="3040" data-start="3037">
&bull; Training &amp; Support &ndash; free or heavily discounted training including Safeguarding, Behaviour Management, Team Teach, SEND, Makaton, and Thrive<br data-end="3185" data-start="3182">
&bull; Dedicated candidate manager providing regular welfare contact and ongoing support<br data-end="3271" data-start="3268">
&bull; Fair pay policy &ndash; paid to scale; any variation agreed in writing prior to placement<br data-end="3359" data-start="3356">
&bull; Additional staff support services &ndash; access to partner services including tax returns, accountancy, legal advice, and more</p>

<hr data-end="3489" data-start="3486">
<h3 data-end="3538" data-section-id="e02u9w" data-start="3491">This Role Is Not Suitable For Applicants:</h3>

<p data-end="3684" data-start="3539">&bull; Not currently based within the UK<br data-end="3577" data-start="3574">
&bull; Requiring employer sponsorship for UK right to work<br data-end="3633" data-start="3630">
&bull; Without UK secondary school teaching experience</p>

<hr data-end="3689" data-start="3686">
<p data-end="3781" data-start="3691"><strong data-end="3706" data-start="3691">Interested?</strong><br data-end="3709" data-start="3706">
Click Apply Now or contact us via phone or email for more information.</p>

<p data-end="3872" data-is-last-node="" data-is-only-node="" data-start="3783">Please apply with your full, up-to-date CV. All applicants will be promptly responded to.</p>
]]></description><link>https://vacancies.elementa.org.uk/job/geography-teacher-885.aspx</link><guid>https://vacancies.elementa.org.uk/job/geography-teacher-885.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/geography-teacher-885/apply.aspx</applyUrl><pubDate>Tue, 02 Jun 2026 10:19:11 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/geography-teacher-885/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>885</ffAdvert:ReferenceNumber><ffAdvert:Title>Geography Teacher</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>3354</ffAdvert:CompanyReferenceNumber><ffAdvert:JobType>Contract</ffAdvert:JobType><ffAdvert:Discipline>Secondary</ffAdvert:Discipline><ffAdvert:Role>Teacher (QTS / QTLS)</ffAdvert:Role><ffAdvert:LocationArea>WALES</ffAdvert:LocationArea><ffAdvert:Location>Caerphilly CBC</ffAdvert:Location><ffAdvert:Specialisation>SECONDARY</ffAdvert:Specialisation><ffAdvert:SubSpecialisation>Humanities - Geography</ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Tue, 02 Jun 2026 10:19:11 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Tue, 16 Jun 2026 10:19:11 GMT</ffAdvert:ClosingDate><ffAdvert:Remuneration>£172.98-£238.95 per day (MPS)</ffAdvert:Remuneration><ffAdvert:PostedBy>Kristi Parmee</ffAdvert:PostedBy><ffAdvert:RecruiterEmail>kristi@elementa.org.uk</ffAdvert:RecruiterEmail><ffAdvert:RecruiterDirectDial /><ffAdvert:MinimumPayment>172.98</ffAdvert:MinimumPayment><ffAdvert:MaximumPayment>238.95</ffAdvert:MaximumPayment><ffAdvert:PaymentRate>Per Day</ffAdvert:PaymentRate><ffAdvert:Currency>GBP</ffAdvert:Currency><ffAdvert:Country>Wales</ffAdvert:Country><ffAdvert:RecruiterProfilePicture>https://vacancies.elementa.org.uk/webdocs/Elementa/Person/14657/Profile/Kristi Parmee.png</ffAdvert:RecruiterProfilePicture></item><item><title>SEMH Teaching Assistant</title><description><![CDATA[<p data-end="361" data-start="99" style="text-align: center;"><strong data-end="126" data-start="99">SEMH Teaching Assistant</strong></p>

<p data-end="361" data-start="99"><br data-end="129" data-start="126">
&bull; Type: Contract / Long-term / Supply (depending on availability)<br data-end="197" data-start="194">
&bull; Location: Caerphilly &amp; surrounding areas<br data-end="239" data-start="236">
&bull; Start date: ASAP<br data-end="260" data-start="257">
&bull; Hours: Full-time (part-time considered)<br data-end="304" data-start="301">
&bull; Pay: Competitive daily rate (dependent on experience)</p>

<p data-end="528" data-start="363">Are you a patient, resilient, and empathetic individual with a passion for supporting young people who face social, emotional, and mental health (SEMH) challenges?</p>

<p data-end="848" data-start="530">Elementa Support Services is working in partnership with supportive and inclusive schools to recruit dedicated SEMH Teaching Assistants. This role offers a rewarding opportunity to make a meaningful difference in the lives of pupils who require additional emotional and behavioural support to access their education.</p>

<hr data-end="892" data-start="850">
<p data-end="1424" data-start="894"><strong data-end="912" data-start="894">About the Role</strong><br data-end="915" data-start="912">
As an SEMH Teaching Assistant, you will:<br data-end="958" data-start="955">
&bull; Provide 1:1 and small group support for pupils with SEMH needs<br data-end="1025" data-start="1022">
&bull; Build positive, trusting relationships with students to support their emotional wellbeing<br data-end="1119" data-start="1116">
&bull; Assist in managing behaviour and promoting positive coping strategies<br data-end="1193" data-start="1190">
&bull; Support students to engage with learning activities and remain on task<br data-end="1268" data-start="1265">
&bull; Work closely with teachers, SENCOs, and pastoral teams to implement support plans<br data-end="1354" data-start="1351">
&bull; Help create a safe, nurturing, and structured learning environment</p>

<hr data-end="1468" data-start="1426">
<p data-end="2007" data-start="1470"><strong data-end="1483" data-start="1470">About You</strong><br data-end="1486" data-start="1483">
The ideal candidate will:<br data-end="1514" data-start="1511">
&bull; Have experience working with children or young people with SEMH, behavioural needs, or additional learning needs (desirable but not essential)<br data-end="1661" data-start="1658">
&bull; Be calm, patient, and resilient in challenging situations<br data-end="1723" data-start="1720">
&bull; Have strong communication and relationship-building skills<br data-end="1786" data-start="1783">
&bull; Be able to set clear boundaries while remaining supportive and understanding<br data-end="1867" data-start="1864">
&bull; Be committed to safeguarding and promoting the wellbeing of children<br data-end="1940" data-start="1937">
&bull; Be adaptable and willing to learn new strategies and approaches</p>

<hr data-end="2051" data-start="2009">
<p data-end="2392" data-start="2053"><strong data-end="2070" data-start="2053">What We Offer</strong><br data-end="2073" data-start="2070">
&bull; Competitive daily pay rates<br data-end="2105" data-start="2102">
&bull; Flexible working opportunities to suit your availability<br data-end="2166" data-start="2163">
&bull; Ongoing support from a dedicated consultant<br data-end="2214" data-start="2211">
&bull; Access to training and professional development, including behaviour management and safeguarding<br data-end="2315" data-start="2312">
&bull; Opportunity to gain valuable experience in a rewarding and impactful role</p>

<hr data-end="2436" data-start="2394">
<p data-end="2758" data-start="2438"><strong data-end="2480" data-start="2438">Recruitment &amp; Safeguarding Information</strong><br data-end="2483" data-start="2480">
All applications will be managed by Elementa Support Services as the recruitment partner for this client. Elementa is committed to safeguarding children in all processes, and all successful applicants will undergo a full pre-screen to assess their suitability for the role.</p>

<p data-end="3158" data-start="2760">Any appointment will be subject to:<br data-end="2798" data-start="2795">
&bull; A successful interview process<br data-end="2833" data-start="2830">
&bull; Satisfactory references<br data-end="2861" data-start="2858">
&bull; Safeguarding &amp; Prevent training<br data-end="2897" data-start="2894">
&bull; Education Workforce Council (EWC) registration in the appropriate categories<br data-end="2978" data-start="2975">
&bull; Enhanced DBS Disclosure (which may be chargeable at &pound;64.20 unless subscribed to the Update Service)<br data-end="3082" data-start="3079">
&bull; Successful completion of a 12-week / 60 paid day employment trial period</p>

<p data-end="3820" data-start="3160"><strong data-end="3193" data-start="3160">ELEMENTA CANDIDATE COMMITMENT</strong><br data-end="3196" data-start="3193">
&bull; Weekly pay &ndash; no waiting for monthly payroll cut-off dates; Elementa pays one week in lieu<br data-end="3290" data-start="3287">
&bull; PAYE contract &ndash; unless requested otherwise, providing full employment protections<br data-end="3376" data-start="3373">
&bull; Training &amp; Support &ndash; free or heavily discounted training including Safeguarding, Behaviour Management, Team Teach, SEND, Makaton, and Thrive<br data-end="3521" data-start="3518">
&bull; Dedicated candidate manager providing regular welfare contact and ongoing support<br data-end="3607" data-start="3604">
&bull; Fair pay policy &ndash; paid to scale; any variation agreed in writing prior to placement<br data-end="3695" data-start="3692">
&bull; Additional staff support services &ndash; access to partner services including tax returns, accountancy, legal advice, and more</p>

<p data-end="4015" data-start="3822"><strong data-end="3867" data-start="3822">This Role Is Not Suitable For Applicants:</strong><br data-end="3870" data-start="3867">
&bull; Not currently based within the UK<br data-end="3908" data-start="3905">
&bull; Requiring employer sponsorship for UK right to work<br data-end="3964" data-start="3961">
&bull; Without UK secondary school teaching experience</p>
]]></description><link>https://vacancies.elementa.org.uk/job/semh-teaching-assistant-875.aspx</link><guid>https://vacancies.elementa.org.uk/job/semh-teaching-assistant-875.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/semh-teaching-assistant-875/apply.aspx</applyUrl><pubDate>Tue, 02 Jun 2026 10:19:11 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/semh-teaching-assistant-875/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>875</ffAdvert:ReferenceNumber><ffAdvert:Title>SEMH Teaching Assistant</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>3354</ffAdvert:CompanyReferenceNumber><ffAdvert:JobType>Contract</ffAdvert:JobType><ffAdvert:Discipline>Special School/Setting (SEND)</ffAdvert:Discipline><ffAdvert:Role>Learning Support Assistant</ffAdvert:Role><ffAdvert:LocationArea>WALES</ffAdvert:LocationArea><ffAdvert:Location>Caerphilly CBC</ffAdvert:Location><ffAdvert:Specialisation>School Support Roles</ffAdvert:Specialisation><ffAdvert:SubSpecialisation>Learning Support Assistant</ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Tue, 02 Jun 2026 10:19:11 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Tue, 16 Jun 2026 10:19:11 GMT</ffAdvert:ClosingDate><ffAdvert:Remuneration>£90-£110 per day</ffAdvert:Remuneration><ffAdvert:PostedBy>Kristi Parmee</ffAdvert:PostedBy><ffAdvert:RecruiterEmail>kristi@elementa.org.uk</ffAdvert:RecruiterEmail><ffAdvert:RecruiterDirectDial /><ffAdvert:MinimumPayment>90.00</ffAdvert:MinimumPayment><ffAdvert:MaximumPayment>110.00</ffAdvert:MaximumPayment><ffAdvert:PaymentRate>Per Day</ffAdvert:PaymentRate><ffAdvert:Currency>GBP</ffAdvert:Currency><ffAdvert:Country>Wales</ffAdvert:Country><ffAdvert:RecruiterProfilePicture>https://vacancies.elementa.org.uk/webdocs/Elementa/Person/14657/Profile/Kristi Parmee.png</ffAdvert:RecruiterProfilePicture></item><item><title>ALN Teaching Assistant</title><description><![CDATA[<p data-end="56" data-start="0" style="text-align: center;"><strong data-end="54" data-start="0">ALN Teaching Assistant&nbsp;</strong></p>

<p data-end="320" data-start="58">&bull; Type: Contract / Long-term / Supply (depending on availability)<br data-end="126" data-start="123">
&bull; Location: Cardiff &amp; surrounding areas<br data-end="198" data-start="195">
&bull; Start date: ASAP<br data-end="219" data-start="216">
&bull; Hours: Full-time (part-time considered)<br data-end="263" data-start="260">
&bull; Pay: Competitive daily rate (dependent on experience)</p>

<p data-end="460" data-start="322">Are you a patient, resilient, and empathetic individual with a passion for supporting young people with Additional Learning Needs (ALN)?</p>

<p data-end="767" data-start="462">Elementa Support Services is working in partnership with a supportive and inclusive school to recruit dedicated ALN Teaching Assistants in Cardiff. This role offers a rewarding opportunity to make a meaningful difference in the lives of pupils who require additional support to access their education.</p>

<hr data-end="811" data-start="769">
<h3 data-end="833" data-section-id="9wd6ee" data-start="813">About the Role</h3>

<p data-end="1371" data-start="834">As an ALN Teaching Assistant, you will:<br data-end="876" data-start="873">
&bull; Provide 1:1 and small group support for pupils with additional learning needs<br data-end="958" data-start="955">
&bull; Build positive, trusting relationships with students to support their development and wellbeing<br data-end="1058" data-start="1055">
&bull; Assist in managing behaviour and promoting positive engagement strategies<br data-end="1136" data-start="1133">
&bull; Support students to access learning activities and stay focused<br data-end="1204" data-start="1201">
&bull; Work closely with teachers, ALNCOs, and pastoral teams to implement individual support plans<br data-end="1301" data-start="1298">
&bull; Help create a safe, inclusive, and structured learning environment</p>

<hr data-end="1415" data-start="1373">
<h3 data-end="1432" data-section-id="1aojag" data-start="1417">About You</h3>

<p data-end="1952" data-start="1433">The ideal candidate will:<br data-end="1461" data-start="1458">
&bull; Have experience working with children or young people with ALN, behavioural needs, or additional support needs (desirable but not essential)<br data-end="1606" data-start="1603">
&bull; Be calm, patient, and resilient in challenging situations<br data-end="1668" data-start="1665">
&bull; Have strong communication and relationship-building skills<br data-end="1731" data-start="1728">
&bull; Be able to set clear boundaries while remaining supportive and understanding<br data-end="1812" data-start="1809">
&bull; Be committed to safeguarding and promoting the wellbeing of children<br data-end="1885" data-start="1882">
&bull; Be adaptable and open to learning new strategies and approaches</p>

<hr data-end="1996" data-start="1954">
<h3 data-end="2017" data-section-id="pcdq86" data-start="1998">What We Offer</h3>

<p data-end="2337" data-start="2018">&bull; Competitive daily pay rates<br data-end="2050" data-start="2047">
&bull; Flexible working opportunities to suit your availability<br data-end="2111" data-start="2108">
&bull; Ongoing support from a dedicated consultant<br data-end="2159" data-start="2156">
&bull; Access to training and professional development, including behaviour management and safeguarding<br data-end="2260" data-start="2257">
&bull; Opportunity to gain valuable experience in a rewarding and impactful role</p>

<hr data-end="2381" data-start="2339">
<h3 data-end="2427" data-section-id="1xscxw" data-start="2383">Recruitment &amp; Safeguarding Information</h3>

<p data-end="2703" data-start="2428">All applications will be managed by Elementa Support Services as the recruitment partner for this client. Elementa is committed to safeguarding children in all processes, and all successful applicants will undergo a full pre-screen to assess their suitability for the role.</p>

<p data-end="3103" data-start="2705">Any appointment will be subject to:<br data-end="2743" data-start="2740">
&bull; A successful interview process<br data-end="2778" data-start="2775">
&bull; Satisfactory references<br data-end="2806" data-start="2803">
&bull; Safeguarding &amp; Prevent training<br data-end="2842" data-start="2839">
&bull; Education Workforce Council (EWC) registration in the appropriate categories<br data-end="2923" data-start="2920">
&bull; Enhanced DBS Disclosure (which may be chargeable at &pound;64.20 unless subscribed to the Update Service)<br data-end="3027" data-start="3024">
&bull; Successful completion of a 12-week / 60 paid day employment trial period</p>

<hr data-end="3147" data-start="3105">
<h3 data-end="3184" data-section-id="6h04un" data-start="3149">ELEMENTA CANDIDATE COMMITMENT</h3>

<p data-end="3808" data-start="3185">&bull; Weekly pay &ndash; no waiting for monthly payroll cut-off dates; Elementa pays one week in lieu<br data-end="3279" data-start="3276">
&bull; PAYE contract &ndash; unless requested otherwise, providing full employment protections<br data-end="3365" data-start="3362">
&bull; Training &amp; Support &ndash; free or heavily discounted training including Safeguarding, Behaviour Management, Team Teach, ALN, Makaton, and Thrive<br data-end="3509" data-start="3506">
&bull; Dedicated candidate manager providing regular welfare contact and ongoing support<br data-end="3595" data-start="3592">
&bull; Fair pay policy &ndash; paid to scale; any variation agreed in writing prior to placement<br data-end="3683" data-start="3680">
&bull; Additional staff support services &ndash; access to partner services including tax returns, accountancy, legal advice, and more</p>

<hr data-end="3852" data-start="3810">
<h3 data-end="3901" data-section-id="e02u9w" data-start="3854">This Role Is Not Suitable For Applicants:</h3>

<p data-end="4069" data-is-last-node="" data-is-only-node="" data-start="3902">&bull; Not currently based within the UK<br data-end="3940" data-start="3937">
&bull; Requiring employer sponsorship for UK right to work<br data-end="3996" data-start="3993">
&bull; Without UK secondary school experience (desirable depending on setting)</p>
]]></description><link>https://vacancies.elementa.org.uk/job/aln-teaching-assistant-860.aspx</link><guid>https://vacancies.elementa.org.uk/job/aln-teaching-assistant-860.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/aln-teaching-assistant-860/apply.aspx</applyUrl><pubDate>Tue, 02 Jun 2026 10:19:10 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/aln-teaching-assistant-860/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>860</ffAdvert:ReferenceNumber><ffAdvert:Title>ALN Teaching Assistant</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>3354</ffAdvert:CompanyReferenceNumber><ffAdvert:JobType>Contract</ffAdvert:JobType><ffAdvert:Discipline>Special School/Setting (SEND)</ffAdvert:Discipline><ffAdvert:Role>Learning Support Assistant</ffAdvert:Role><ffAdvert:LocationArea>WALES</ffAdvert:LocationArea><ffAdvert:Location>Cardiff Council</ffAdvert:Location><ffAdvert:Specialisation>School Support Roles</ffAdvert:Specialisation><ffAdvert:SubSpecialisation>Learning Support Assistant</ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Tue, 02 Jun 2026 10:19:10 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Tue, 16 Jun 2026 10:19:10 GMT</ffAdvert:ClosingDate><ffAdvert:Remuneration>£90-£110 per day</ffAdvert:Remuneration><ffAdvert:PostedBy>Kristi Parmee</ffAdvert:PostedBy><ffAdvert:RecruiterEmail>kristi@elementa.org.uk</ffAdvert:RecruiterEmail><ffAdvert:RecruiterDirectDial /><ffAdvert:MinimumPayment>90.00</ffAdvert:MinimumPayment><ffAdvert:MaximumPayment>110.00</ffAdvert:MaximumPayment><ffAdvert:PaymentRate>Per Day</ffAdvert:PaymentRate><ffAdvert:Currency>GBP</ffAdvert:Currency><ffAdvert:Country>Wales</ffAdvert:Country><ffAdvert:RecruiterProfilePicture>https://vacancies.elementa.org.uk/webdocs/Elementa/Person/14657/Profile/Kristi Parmee.png</ffAdvert:RecruiterProfilePicture></item><item><title>Teacher of Design Technology (Resistant Materials)</title><description><![CDATA[<h1 data-end="313" data-start="0" style="text-align: center;"><strong data-end="50" data-start="0">Teacher of Design Technology (Resistant Materials)</strong></h1>

<p data-end="279" data-start="69">&bull; Type: Contract / Long-term / Supply (depending on availability)<br data-end="137" data-start="134">
&bull; Location: Powys<br data-end="157" data-start="154">
&bull; Start date: ASAP<br data-end="178" data-start="175">
&bull; Hours: Full-time (part-time considered)<br data-end="222" data-start="219">
&bull; Pay: Paid to scale (MPS/UPS, dependent on experience)</p>

<p data-end="569" data-start="281">Are you an enthusiastic Design &amp; Technology Teacher with a specialism in Resistant Materials? Are you passionate about developing students&rsquo; creativity, problem-solving abilities, and practical skills through the design and manufacture of products using a range of materials and processes?</p>

<p data-end="909" data-start="571">Elementa Support Services is working in partnership with a supportive and forward-thinking secondary school in Powys to recruit a knowledgeable and committed Teacher of Design Technology (Resistant Materials). This is an exciting opportunity to inspire students through engaging, hands-on learning in a well-equipped workshop environment.</p>

<hr data-end="914" data-start="911">
<h3 data-end="940" data-section-id="igbtie" data-start="916"><strong data-end="938" data-start="920">About the Role</strong></h3>

<p data-end="1817" data-start="941">As a Teacher of Design Technology (Resistant Materials), you will:<br data-end="1010" data-start="1007">
&bull; Plan and deliver engaging Resistant Materials lessons in line with the national curriculum<br data-end="1105" data-start="1102">
&bull; Teach across KS3 and KS4 (KS5 desirable where applicable)<br data-end="1167" data-start="1164">
&bull; Develop students&rsquo; practical skills in working with wood, metals, plastics, and other materials<br data-end="1266" data-start="1263">
&bull; Teach key principles of design, engineering, and manufacturing processes<br data-end="1343" data-start="1340">
&bull; Promote creativity, problem-solving, and independent thinking through practical and theory-based lessons<br data-end="1452" data-start="1449">
&bull; Ensure safe working practices and maintain a well-organised workshop environment<br data-end="1537" data-start="1534">
&bull; Create a positive, inclusive, and well-managed classroom environment<br data-end="1610" data-start="1607">
&bull; Assess, monitor, and report on student progress effectively<br data-end="1674" data-start="1671">
&bull; Promote safeguarding, wellbeing, and positive behaviour at all times<br data-end="1747" data-start="1744">
&bull; Contribute to departmental planning and the wider school community</p>

<hr data-end="1822" data-start="1819">
<h3 data-end="1856" data-section-id="cme4z0" data-start="1824"><strong data-end="1854" data-start="1828">What We&rsquo;re Looking For</strong></h3>

<p data-end="2337" data-start="1857">To be considered, candidates must have:<br data-end="1899" data-start="1896">
&bull; Qualified Teacher Status (QTS)<br data-end="1934" data-start="1931">
&bull; Education Workforce Council (EWC) registration<br data-end="1985" data-start="1982">
&bull; An Enhanced DBS on the Update Service, or willingness to apply (Elementa can assist)<br data-end="2074" data-start="2071">
&bull; Experience teaching Design Technology, specifically Resistant Materials, at secondary level (including placements)<br data-end="2193" data-start="2190">
&bull; Strong subject knowledge including workshop processes, materials, and health &amp; safety<br data-end="2283" data-start="2280">
&bull; Confident classroom and workshop management skills</p>

<p data-end="2547" data-start="2339"><strong data-end="2353" data-start="2339">Desirable:</strong><br data-end="2356" data-start="2353">
&bull; Experience teaching KS5 Design Technology or Engineering-related courses<br data-end="2433" data-start="2430">
&bull; A reflective and adaptable teaching approach<br data-end="2482" data-start="2479">
&bull; A passion for practical, skills-based learning and innovation</p>

<hr data-end="2552" data-start="2549">
<h3 data-end="2602" data-section-id="h32tqc" data-start="2554"><strong data-end="2600" data-start="2558">Recruitment &amp; Safeguarding Information</strong></h3>

<p data-end="3275" data-start="2603">All applications will be managed by Elementa Support Services as the recruitment partner for this client. Elementa is committed to safeguarding children in all processes, and all successful applicants will undergo a full pre-screen to assess their suitability for the role. Any appointment will be subject to:<br data-end="2915" data-start="2912">
&bull; A successful interview process<br data-end="2950" data-start="2947">
&bull; Satisfactory references<br data-end="2978" data-start="2975">
&bull; Safeguarding &amp; Prevent training<br data-end="3014" data-start="3011">
&bull; Education Workforce Council (EWC) registration in the appropriate categories<br data-end="3095" data-start="3092">
&bull; Enhanced DBS Disclosure (which may be chargeable at &pound;64.20 unless subscribed to the Update Service)<br data-end="3199" data-start="3196">
&bull; Successful completion of a 12-week / 60 paid day employment trial period</p>

<hr data-end="3280" data-start="3277">
<h3 data-end="3321" data-section-id="2u58r3" data-start="3282"><strong data-end="3319" data-start="3286">ELEMENTA CANDIDATE COMMITMENT</strong></h3>

<p data-end="3946" data-start="3322">&bull; Weekly pay &ndash; no waiting for monthly payroll cut-off dates; Elementa pays one week in lieu<br data-end="3416" data-start="3413">
&bull; PAYE contract &ndash; unless requested otherwise, providing full employment protections<br data-end="3502" data-start="3499">
&bull; Training &amp; Support &ndash; free or heavily discounted training including Safeguarding, Behaviour Management, Team Teach, SEND, Makaton, and Thrive<br data-end="3647" data-start="3644">
&bull; Dedicated candidate manager providing regular welfare contact and ongoing support<br data-end="3733" data-start="3730">
&bull; Fair pay policy &ndash; paid to scale; any variation agreed in writing prior to placement<br data-end="3821" data-start="3818">
&bull; Additional staff support services &ndash; access to partner services including tax returns, accountancy, legal advice, and more</p>

<hr data-end="3951" data-start="3948">
<h3 data-end="4004" data-section-id="3p2edg" data-start="3953"><strong data-end="4002" data-start="3957">This Role Is Not Suitable For Applicants:</strong></h3>

<p data-end="4148" data-is-last-node="" data-is-only-node="" data-start="4005">&bull; Not currently based within the UK<br data-end="4043" data-start="4040">
&bull; Requiring employer sponsorship for UK right to work<br data-end="4099" data-start="4096">
&bull; Without UK secondary school teaching experience</p>
]]></description><link>https://vacancies.elementa.org.uk/job/teacher-of-design-technology-(resistant-materials)-859.aspx</link><guid>https://vacancies.elementa.org.uk/job/teacher-of-design-technology-(resistant-materials)-859.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/teacher-of-design-technology-(resistant-materials)-859/apply.aspx</applyUrl><pubDate>Tue, 02 Jun 2026 10:19:10 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/teacher-of-design-technology-(resistant-materials)-859/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>859</ffAdvert:ReferenceNumber><ffAdvert:Title>Teacher of Design Technology (Resistant Materials)</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>3354</ffAdvert:CompanyReferenceNumber><ffAdvert:JobType>Contract</ffAdvert:JobType><ffAdvert:Discipline>Secondary</ffAdvert:Discipline><ffAdvert:Role>Teacher (QTS / QTLS)</ffAdvert:Role><ffAdvert:LocationArea>WALES</ffAdvert:LocationArea><ffAdvert:Location>Powys CC</ffAdvert:Location><ffAdvert:Specialisation>SECONDARY</ffAdvert:Specialisation><ffAdvert:SubSpecialisation>DT - Resistant Materials</ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Tue, 02 Jun 2026 10:19:10 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Tue, 16 Jun 2026 10:19:10 GMT</ffAdvert:ClosingDate><ffAdvert:Remuneration>£172.98 - £238.95 per day</ffAdvert:Remuneration><ffAdvert:PostedBy>Kristi Parmee</ffAdvert:PostedBy><ffAdvert:RecruiterEmail>kristi@elementa.org.uk</ffAdvert:RecruiterEmail><ffAdvert:RecruiterDirectDial /><ffAdvert:MinimumPayment>172.98</ffAdvert:MinimumPayment><ffAdvert:MaximumPayment>238.95</ffAdvert:MaximumPayment><ffAdvert:PaymentRate>Per Day</ffAdvert:PaymentRate><ffAdvert:Currency>GBP</ffAdvert:Currency><ffAdvert:Country>Wales</ffAdvert:Country><ffAdvert:RecruiterProfilePicture>https://vacancies.elementa.org.uk/webdocs/Elementa/Person/14657/Profile/Kristi Parmee.png</ffAdvert:RecruiterProfilePicture></item><item><title>Teacher of Additional Learning Needs (ALN) – Maths Specialism</title><description><![CDATA[<p data-end="409" data-start="109"><strong data-end="174" data-start="109">Teacher of Additional Learning Needs (ALN) &ndash; Maths Specialism</strong><br data-end="177" data-start="174">
&bull; Type: Contract / Long-term / Supply (depending on availability)<br data-end="245" data-start="242">
&bull; Location: Caerphilly<br data-end="287" data-start="284">
&bull; Start date: ASAP<br data-end="308" data-start="305">
&bull; Hours: Full-time (part-time considered)<br data-end="352" data-start="349">
&bull; Pay: Paid to scale (MPS/UPS, dependent on experience)</p>

<p data-end="1032" data-start="411">Are you a passionate ALN Teacher with a specialism in Maths who believes in the power of education to build confidence, develop problem-solving skills, and unlock every learner&rsquo;s potential?<br data-end="603" data-start="600">
Elementa Support Services is working in partnership with supportive and forward-thinking schools and alternative provision settings to recruit enthusiastic and skilled ALN Teachers with a Maths specialism. This role offers the opportunity to make a meaningful impact by delivering tailored, engaging maths lessons that support learners with additional needs to achieve progress and success in a positive, inclusive environment.</p>

<hr data-end="1076" data-start="1034">
<p data-end="1716" data-start="1077"><strong data-end="1095" data-start="1077">About the Role</strong><br data-end="1098" data-start="1095">
As a Teacher of ALN (Maths Specialism), you will:<br data-end="1150" data-start="1147">
&bull; Plan and deliver engaging maths lessons tailored to ALN learners and individual learning needs<br data-end="1249" data-start="1246">
&bull; Adapt teaching strategies to support a range of additional learning needs and abilities<br data-end="1341" data-start="1338">
&bull; Create a positive, inclusive, and well-managed classroom environment<br data-end="1414" data-start="1411">
&bull; Assess, monitor, and report on student progress effectively<br data-end="1478" data-start="1475">
&bull; Work collaboratively with staff, parents, and external agencies to support learner outcomes<br data-end="1574" data-start="1571">
&bull; Promote safeguarding, wellbeing, and positive behaviour at all times<br data-end="1647" data-start="1644">
&bull; Contribute to the wider school or alternative provision community</p>

<hr data-end="1760" data-start="1718">
<p data-end="2249" data-start="1761"><strong data-end="1787" data-start="1761">What We&rsquo;re Looking For</strong><br data-end="1790" data-start="1787">
To be considered, candidates must have:<br data-end="1832" data-start="1829">
&bull; Qualified Teacher Status (QTS)<br data-end="1867" data-start="1864">
&bull; Education Workforce Council (EWC) registration<br data-end="1918" data-start="1915">
&bull; An Enhanced DBS on the Update Service, or willingness to apply (Elementa can assist)<br data-end="2007" data-start="2004">
&bull; Experience working with ALN learners (experience in ALN schools or alternative provision is highly desirable)<br data-end="2121" data-start="2118">
&bull; Experience teaching Maths at secondary level (including placements)<br data-end="2193" data-start="2190">
&bull; Strong classroom management and communication skills</p>

<p data-end="2434" data-start="2251">Desirable:<br data-end="2264" data-start="2261">
&bull; Experience across KS3 and KS4<br data-end="2298" data-start="2295">
&bull; A creative and adaptable approach to delivering maths to learners with additional needs<br data-end="2390" data-start="2387">
&bull; A reflective and flexible teaching style</p>

<hr data-end="2478" data-start="2436">
<p data-end="2811" data-start="2479"><strong data-end="2521" data-start="2479">Recruitment &amp; Safeguarding Information</strong><br data-end="2524" data-start="2521">
All applications will be managed by Elementa Support Services as the recruitment partner for this client. Elementa is committed to the safeguarding of children in all of their processes and all successful applicants will have a full pre-screen to assess their suitability for the role.</p>

<p data-end="3211" data-start="2813">Any appointment will be subject to:<br data-end="2851" data-start="2848">
&bull; A successful interview process<br data-end="2886" data-start="2883">
&bull; Satisfactory references<br data-end="2914" data-start="2911">
&bull; Safeguarding &amp; Prevent training<br data-end="2950" data-start="2947">
&bull; Education Workforce Council (EWC) registration in the appropriate categories<br data-end="3031" data-start="3028">
&bull; Enhanced DBS Disclosure (which may be chargeable at &pound;64.20 unless subscribed to the Update Service)<br data-end="3135" data-start="3132">
&bull; Successful completion of a 12-week / 60 paid day employment trial period</p>

<hr data-end="3255" data-start="3213">
<p data-end="3916" data-start="3256"><strong data-end="3289" data-start="3256">ELEMENTA CANDIDATE COMMITMENT</strong><br data-end="3292" data-start="3289">
&bull; Weekly pay &ndash; no waiting for monthly payroll cut-off dates; Elementa pays one week in lieu<br data-end="3386" data-start="3383">
&bull; PAYE contract &ndash; unless requested otherwise, providing full employment protections<br data-end="3472" data-start="3469">
&bull; Training &amp; Support &ndash; free or heavily discounted training including Safeguarding, Behaviour Management, Team Teach, SEND, Makaton, and Thrive<br data-end="3617" data-start="3614">
&bull; Dedicated candidate manager providing regular welfare contact and ongoing support<br data-end="3703" data-start="3700">
&bull; Fair pay policy &ndash; paid to scale; any variation agreed in writing prior to placement<br data-end="3791" data-start="3788">
&bull; Additional staff support services &ndash; access to partner services including tax returns, accountancy, legal advice, and more</p>

<hr data-end="3960" data-start="3918">
<p data-end="4157" data-start="3961"><strong data-end="4006" data-start="3961">This Role Is Not Suitable For Applicants:</strong><br data-end="4009" data-start="4006">
&bull; Not currently based within the UK<br data-end="4047" data-start="4044">
&bull; Requiring employer sponsorship for UK right to work<br data-end="4103" data-start="4100">
&bull; Without relevant ALN and Maths teaching experience</p>

<hr data-end="4201" data-start="4159">
<p data-end="4384" data-start="4202"><strong data-end="4217" data-start="4202">Interested?</strong><br data-end="4220" data-start="4217">
Click Apply Now or contact us via phone or email for more information.<br data-end="4293" data-start="4290">
Please apply with your full, up-to-date CV. All applicants will be promptly responded to.</p>
]]></description><link>https://vacancies.elementa.org.uk/job/teacher-of-additional-learning-needs-(aln)-–-maths-specialism-848.aspx</link><guid>https://vacancies.elementa.org.uk/job/teacher-of-additional-learning-needs-(aln)-–-maths-specialism-848.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/teacher-of-additional-learning-needs-(aln)-–-maths-specialism-848/apply.aspx</applyUrl><pubDate>Tue, 02 Jun 2026 10:19:10 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/teacher-of-additional-learning-needs-(aln)-–-maths-specialism-848/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>848</ffAdvert:ReferenceNumber><ffAdvert:Title>Teacher of Additional Learning Needs (ALN) – Maths Specialism</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>3354</ffAdvert:CompanyReferenceNumber><ffAdvert:JobType>Contract</ffAdvert:JobType><ffAdvert:Discipline>Alternative Provision</ffAdvert:Discipline><ffAdvert:Role>Teacher (QTS / QTLS)</ffAdvert:Role><ffAdvert:LocationArea>WALES</ffAdvert:LocationArea><ffAdvert:Location>Caerphilly CBC</ffAdvert:Location><ffAdvert:Specialisation>SEND experience</ffAdvert:Specialisation><ffAdvert:SubSpecialisation></ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Tue, 02 Jun 2026 10:19:10 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Tue, 16 Jun 2026 10:19:10 GMT</ffAdvert:ClosingDate><ffAdvert:Remuneration>£172.98 - £238.95 per day</ffAdvert:Remuneration><ffAdvert:PostedBy>Kristi Parmee</ffAdvert:PostedBy><ffAdvert:RecruiterEmail>kristi@elementa.org.uk</ffAdvert:RecruiterEmail><ffAdvert:RecruiterDirectDial /><ffAdvert:MinimumPayment>172.98</ffAdvert:MinimumPayment><ffAdvert:MaximumPayment>238.95</ffAdvert:MaximumPayment><ffAdvert:PaymentRate>Per Day</ffAdvert:PaymentRate><ffAdvert:Currency>GBP</ffAdvert:Currency><ffAdvert:Country>Wales</ffAdvert:Country><ffAdvert:RecruiterProfilePicture>https://vacancies.elementa.org.uk/webdocs/Elementa/Person/14657/Profile/Kristi Parmee.png</ffAdvert:RecruiterProfilePicture></item><item><title>Teacher of Additional Learning Needs (ALN) – ICT Specialism</title><description><![CDATA[<p data-end="409" data-start="109"><strong data-end="174" data-start="109">Teacher of Additional Learning Needs (ALN) &ndash; ICT Specialism</strong><br data-end="177" data-start="174">
&bull; Type: Contract / Long-term / Supply (depending on availability)<br data-end="245" data-start="242">
&bull; Location: Caerphilly<br data-end="287" data-start="284">
&bull; Start date: ASAP<br data-end="308" data-start="305">
&bull; Hours: Full-time (part-time considered)<br data-end="352" data-start="349">
&bull; Pay: Paid to scale (MPS/UPS, dependent on experience)</p>

<p data-end="1032" data-start="411">Are you a passionate ALN Teacher with a specialism in ICT who believes in the power of education to build confidence, develop problem-solving skills, and unlock every learner&rsquo;s potential?<br data-end="603" data-start="600">
Elementa Support Services is working in partnership with supportive and forward-thinking schools and alternative provision settings to recruit enthusiastic and skilled ALN Teachers with an ICT specialism. This role offers the opportunity to make a meaningful impact by delivering tailored, engaging maths lessons that support learners with additional needs to achieve progress and success in a positive, inclusive environment.</p>

<hr data-end="1076" data-start="1034">
<p data-end="1716" data-start="1077"><strong data-end="1095" data-start="1077">About the Role</strong><br data-end="1098" data-start="1095">
As a Teacher of ALN (ICT Specialism), you will:<br data-end="1150" data-start="1147">
&bull; Plan and deliver engaging ICT lessons tailored to ALN learners and individual learning needs<br data-end="1249" data-start="1246">
&bull; Adapt teaching strategies to support a range of additional learning needs and abilities<br data-end="1341" data-start="1338">
&bull; Create a positive, inclusive, and well-managed classroom environment<br data-end="1414" data-start="1411">
&bull; Assess, monitor, and report on student progress effectively<br data-end="1478" data-start="1475">
&bull; Work collaboratively with staff, parents, and external agencies to support learner outcomes<br data-end="1574" data-start="1571">
&bull; Promote safeguarding, wellbeing, and positive behaviour at all times<br data-end="1647" data-start="1644">
&bull; Contribute to the wider school or alternative provision community</p>

<hr data-end="1760" data-start="1718">
<p data-end="2249" data-start="1761"><strong data-end="1787" data-start="1761">What We&rsquo;re Looking For</strong><br data-end="1790" data-start="1787">
To be considered, candidates must have:<br data-end="1832" data-start="1829">
&bull; Qualified Teacher Status (QTS)<br data-end="1867" data-start="1864">
&bull; Education Workforce Council (EWC) registration<br data-end="1918" data-start="1915">
&bull; An Enhanced DBS on the Update Service, or willingness to apply (Elementa can assist)<br data-end="2007" data-start="2004">
&bull; Experience working with ALN learners (experience in ALN schools or alternative provision is highly desirable)<br data-end="2121" data-start="2118">
&bull; Experience teaching ICT at secondary level (including placements)<br data-end="2193" data-start="2190">
&bull; Strong classroom management and communication skills</p>

<p data-end="2434" data-start="2251">Desirable:<br data-end="2264" data-start="2261">
&bull; Experience across KS3 and KS4<br data-end="2298" data-start="2295">
&bull; A creative and adaptable approach to delivering maths to learners with additional needs<br data-end="2390" data-start="2387">
&bull; A reflective and flexible teaching style</p>

<hr data-end="2478" data-start="2436">
<p data-end="2811" data-start="2479"><strong data-end="2521" data-start="2479">Recruitment &amp; Safeguarding Information</strong><br data-end="2524" data-start="2521">
All applications will be managed by Elementa Support Services as the recruitment partner for this client. Elementa is committed to the safeguarding of children in all of their processes and all successful applicants will have a full pre-screen to assess their suitability for the role.</p>

<p data-end="3211" data-start="2813">Any appointment will be subject to:<br data-end="2851" data-start="2848">
&bull; A successful interview process<br data-end="2886" data-start="2883">
&bull; Satisfactory references<br data-end="2914" data-start="2911">
&bull; Safeguarding &amp; Prevent training<br data-end="2950" data-start="2947">
&bull; Education Workforce Council (EWC) registration in the appropriate categories<br data-end="3031" data-start="3028">
&bull; Enhanced DBS Disclosure (which may be chargeable at &pound;64.20 unless subscribed to the Update Service)<br data-end="3135" data-start="3132">
&bull; Successful completion of a 12-week / 60 paid day employment trial period</p>

<hr data-end="3255" data-start="3213">
<p data-end="3916" data-start="3256"><strong data-end="3289" data-start="3256">ELEMENTA CANDIDATE COMMITMENT</strong><br data-end="3292" data-start="3289">
&bull; Weekly pay &ndash; no waiting for monthly payroll cut-off dates; Elementa pays one week in lieu<br data-end="3386" data-start="3383">
&bull; PAYE contract &ndash; unless requested otherwise, providing full employment protections<br data-end="3472" data-start="3469">
&bull; Training &amp; Support &ndash; free or heavily discounted training including Safeguarding, Behaviour Management, Team Teach, SEND, Makaton, and Thrive<br data-end="3617" data-start="3614">
&bull; Dedicated candidate manager providing regular welfare contact and ongoing support<br data-end="3703" data-start="3700">
&bull; Fair pay policy &ndash; paid to scale; any variation agreed in writing prior to placement<br data-end="3791" data-start="3788">
&bull; Additional staff support services &ndash; access to partner services including tax returns, accountancy, legal advice, and more</p>

<hr data-end="3960" data-start="3918">
<p data-end="4157" data-start="3961"><strong data-end="4006" data-start="3961">This Role Is Not Suitable For Applicants:</strong><br data-end="4009" data-start="4006">
&bull; Not currently based within the UK<br data-end="4047" data-start="4044">
&bull; Requiring employer sponsorship for UK right to work<br data-end="4103" data-start="4100">
&bull; Without relevant ALN and ICT teaching experience</p>

<hr data-end="4201" data-start="4159">
<p data-end="4384" data-start="4202"><strong data-end="4217" data-start="4202">Interested?</strong><br data-end="4220" data-start="4217">
Click Apply Now or contact us via phone or email for more information.<br data-end="4293" data-start="4290">
Please apply with your full, up-to-date CV. All applicants will be promptly responded to.</p>
]]></description><link>https://vacancies.elementa.org.uk/job/teacher-of-additional-learning-needs-(aln)-–-ict-specialism-849.aspx</link><guid>https://vacancies.elementa.org.uk/job/teacher-of-additional-learning-needs-(aln)-–-ict-specialism-849.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/teacher-of-additional-learning-needs-(aln)-–-ict-specialism-849/apply.aspx</applyUrl><pubDate>Tue, 02 Jun 2026 10:19:10 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/teacher-of-additional-learning-needs-(aln)-–-ict-specialism-849/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>849</ffAdvert:ReferenceNumber><ffAdvert:Title>Teacher of Additional Learning Needs (ALN) – ICT Specialism</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>3354</ffAdvert:CompanyReferenceNumber><ffAdvert:JobType>Contract</ffAdvert:JobType><ffAdvert:Discipline>Alternative Provision</ffAdvert:Discipline><ffAdvert:Role>Teacher (QTS / QTLS)</ffAdvert:Role><ffAdvert:LocationArea>WALES</ffAdvert:LocationArea><ffAdvert:Location>Caerphilly CBC</ffAdvert:Location><ffAdvert:Specialisation>SEND experience</ffAdvert:Specialisation><ffAdvert:SubSpecialisation></ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Tue, 02 Jun 2026 10:19:10 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Tue, 16 Jun 2026 10:19:10 GMT</ffAdvert:ClosingDate><ffAdvert:Remuneration>£172.98 - £238.95 per day</ffAdvert:Remuneration><ffAdvert:PostedBy>Kristi Parmee</ffAdvert:PostedBy><ffAdvert:RecruiterEmail>kristi@elementa.org.uk</ffAdvert:RecruiterEmail><ffAdvert:RecruiterDirectDial /><ffAdvert:MinimumPayment>172.98</ffAdvert:MinimumPayment><ffAdvert:MaximumPayment>238.95</ffAdvert:MaximumPayment><ffAdvert:PaymentRate>Per Day</ffAdvert:PaymentRate><ffAdvert:Currency>GBP</ffAdvert:Currency><ffAdvert:Country>Wales</ffAdvert:Country><ffAdvert:RecruiterProfilePicture>https://vacancies.elementa.org.uk/webdocs/Elementa/Person/14657/Profile/Kristi Parmee.png</ffAdvert:RecruiterProfilePicture></item><item><title>Curtain Call for Teacher of Drama &amp; Expressive Arts</title><description><![CDATA[<p style="margin-bottom: 11px; text-align: center;"><span style="font-size:12pt"><span style="line-height:115%"><span style="font-family:Aptos,sans-serif"><b>Curtain Call for Teacher of Drama &amp; Expressive Arts</b></span></span></span></p>

<p style="margin-bottom:11px"><span style="font-size:12pt"><span style="line-height:115%"><span style="font-family:Aptos,sans-serif">&bull; Type: Long-term / Supply<br>
&bull; Location: Rhondda Cynon Taff<br>
&bull; Start date: ASAP<br>
&bull; Hours: Full-time (part-time considered)<br>
&bull; Pay: Competitive daily rate (dependent on experience)</span></span></span></p>

<p style="margin-bottom:11px"><span style="font-size:12pt"><span style="line-height:115%"><span style="font-family:Aptos,sans-serif">Are you ready to take centre stage in your teaching career? Do you have the passion, creativity, and flair to turn every lesson into a performance worth applauding?</span></span></span></p>

<p style="margin-bottom:11px"><span style="font-size:12pt"><span style="line-height:115%"><span style="font-family:Aptos,sans-serif">Elementa Support Services is on the lookout for a show-stopping Teacher of Drama &amp; Expressive Arts to work with a dynamic and inclusive school. This is your chance to inspire the next generation of performers, storytellers, and creative thinkers&mdash;helping pupils build confidence, find their voice, and truly shine. </span></span></span></p>

<div align="center" style="text-align:center; margin-bottom:11px">
<hr align="center" size="2" width="100%"></div>

<p style="margin-bottom:11px"><span style="font-size:12pt"><span style="line-height:115%"><span style="font-family:Aptos,sans-serif"><b>About the Role</b><br>
As a Teacher of Drama &amp; Expressive Arts, you will:<br>
&bull; Plan and deliver engaging lessons that deserve a standing ovation<br>
&bull; Bring scripts, stories, and creativity to life through drama and expressive arts<br>
&bull; Encourage pupils to step into the spotlight and express themselves with confidence<br>
&bull; Support learners of all abilities, including those who may need a little extra rehearsal time<br>
&bull; Direct performances, productions, or creative showcases (cue the applause!)<br>
&bull; Collaborate with colleagues to create a vibrant, inclusive arts curriculum</span></span></span></p>

<div align="center" style="text-align:center; margin-bottom:11px">
<hr align="center" size="2" width="100%"></div>

<p style="margin-bottom:11px"><span style="font-size:12pt"><span style="line-height:115%"><span style="font-family:Aptos,sans-serif"><b>About You</b><br>
The ideal candidate will:<br>
&bull; Hold Qualified Teacher Status (QTS) or equivalent<br>
&bull; Have experience teaching drama and/or expressive arts at secondary level<br>
&bull; Be bursting with creativity, enthusiasm, and stage presence<br>
&bull; Have strong classroom management skills (even when the drama isn&rsquo;t on the script!)<br>
&bull; Be passionate about the transformative power of the arts<br>
&bull; Hold an Enhanced DBS and be registered with the Education Workforce Council (EWC), or be willing to obtain both<br>
&bull; Be committed to safeguarding and promoting the wellbeing of children</span></span></span></p>

<div align="center" style="text-align:center; margin-bottom:11px">
<hr align="center" size="2" width="100%"></div>

<p style="margin-bottom:11px"><span style="font-size:12pt"><span style="line-height:115%"><span style="font-family:Aptos,sans-serif"><b>What We Offer</b><br>
&bull; Competitive daily pay rates<br>
&bull; Flexible working opportunities to suit your availability<br>
&bull; Ongoing support from a dedicated consultant<br>
&bull; Access to training and professional development<br>
&bull; Opportunities to work in schools where creativity takes centre stage</span></span></span></p>

<div align="center" style="text-align:center; margin-bottom:11px">
<hr align="center" size="2" width="100%"></div>

<p style="margin-bottom:11px"><span style="font-size:12pt"><span style="line-height:115%"><span style="font-family:Aptos,sans-serif"><b>Recruitment &amp; Safeguarding Information</b><br>
All applications will be managed by Elementa Support Services as the recruitment partner for this client. Elementa is committed to safeguarding children in all processes, and all successful applicants will undergo a full pre-screen to assess their suitability for the role.</span></span></span></p>

<p style="margin-bottom:11px"><span style="font-size:12pt"><span style="line-height:115%"><span style="font-family:Aptos,sans-serif">Any appointment will be subject to:<br>
&bull; A successful interview process<br>
&bull; Satisfactory references<br>
&bull; Safeguarding &amp; Prevent training<br>
&bull; Education Workforce Council (EWC) registration in the appropriate categories<br>
&bull; Enhanced DBS Disclosure (which may be chargeable at &pound;64.20 unless subscribed to the Update Service)<br>
&bull; Successful completion of a 12-week / 60 paid day employment trial period</span></span></span></p>

<p style="margin-bottom:11px"><span style="font-size:12pt"><span style="line-height:115%"><span style="font-family:Aptos,sans-serif"><b>ELEMENTA CANDIDATE COMMITMENT</b><br>
&bull; Weekly pay &ndash; no waiting for monthly payroll cut-off dates; Elementa pays one week in lieu<br>
&bull; PAYE contract &ndash; unless requested otherwise, providing full employment protections<br>
&bull; Training &amp; Support &ndash; free or heavily discounted training including Safeguarding, Behaviour Management, Team Teach, SEND, Makaton, and Thrive<br>
&bull; Dedicated candidate manager providing regular welfare contact and ongoing support<br>
&bull; Fair pay policy &ndash; paid to scale; any variation agreed in writing prior to placement<br>
&bull; Additional staff support services &ndash; access to partner services including tax returns, accountancy, legal advice, and more</span></span></span></p>

<p style="margin-bottom:11px"><span style="font-size:12pt"><span style="line-height:115%"><span style="font-family:Aptos,sans-serif"><b>This Role Is Not Suitable For Applicants:</b><br>
&bull; Not currently based within the UK<br>
&bull; Requiring employer sponsorship for UK right to work<br>
&bull; Without UK secondary school teaching experience</span></span></span></p>

<p style="margin-bottom:11px">&nbsp;</p>
]]></description><link>https://vacancies.elementa.org.uk/job/curtain-call-for-teacher-of-drama-and-expressive-arts-851.aspx</link><guid>https://vacancies.elementa.org.uk/job/curtain-call-for-teacher-of-drama-and-expressive-arts-851.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/curtain-call-for-teacher-of-drama-and-expressive-arts-851/apply.aspx</applyUrl><pubDate>Tue, 02 Jun 2026 10:19:10 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/curtain-call-for-teacher-of-drama-and-expressive-arts-851/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>851</ffAdvert:ReferenceNumber><ffAdvert:Title>Curtain Call for Teacher of Drama &amp; Expressive Arts</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>3354</ffAdvert:CompanyReferenceNumber><ffAdvert:JobType>Contract</ffAdvert:JobType><ffAdvert:Discipline>Secondary</ffAdvert:Discipline><ffAdvert:Role>Teacher (QTS / QTLS)</ffAdvert:Role><ffAdvert:LocationArea>WALES</ffAdvert:LocationArea><ffAdvert:Location>Rhondda Cynon Taf CBC</ffAdvert:Location><ffAdvert:Specialisation>SECONDARY</ffAdvert:Specialisation><ffAdvert:SubSpecialisation>Drama</ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Tue, 02 Jun 2026 10:19:10 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Tue, 16 Jun 2026 10:19:10 GMT</ffAdvert:ClosingDate><ffAdvert:Remuneration>£172.98 - £238.95 per day</ffAdvert:Remuneration><ffAdvert:PostedBy>Kristi Parmee</ffAdvert:PostedBy><ffAdvert:RecruiterEmail>kristi@elementa.org.uk</ffAdvert:RecruiterEmail><ffAdvert:RecruiterDirectDial /><ffAdvert:MinimumPayment>172.98</ffAdvert:MinimumPayment><ffAdvert:MaximumPayment>238.95</ffAdvert:MaximumPayment><ffAdvert:PaymentRate>Per Day</ffAdvert:PaymentRate><ffAdvert:Currency>GBP</ffAdvert:Currency><ffAdvert:Country>Wales</ffAdvert:Country><ffAdvert:RecruiterProfilePicture>https://vacancies.elementa.org.uk/webdocs/Elementa/Person/14657/Profile/Kristi Parmee.png</ffAdvert:RecruiterProfilePicture></item><item><title>Higher Level Teaching Assistant (HLTA) – Welsh Speaking (Rhugl yn Gymraeg)</title><description><![CDATA[<p style="margin-bottom:11px"><span style="font-size:12pt"><span style="line-height:115%"><span style="font-family:Aptos,sans-serif"><b>Higher Level Teaching Assistant (HLTA) &ndash; Welsh Speaking (Rhugl yn Gymraeg)</b></span></span></span></p>

<p style="margin-bottom:11px"><span style="font-size:12pt"><span style="line-height:115%"><span style="font-family:Aptos,sans-serif">&bull; <b>Type:</b> Contract / Long-term / Supply (depending on availability)<br>
&bull; <b>Location:</b> Cardiff<br>
&bull; <b>Start date:</b> ASAP<br>
&bull; <b>Hours:</b> Full-time (part-time considered)<br>
&bull; <b>Pay:</b> &pound;100&ndash;&pound;120 per day (dependent on experience)</span></span></span></p>

<p style="margin-bottom:11px"><span style="font-size:12pt"><span style="line-height:115%"><span style="font-family:Aptos,sans-serif">Are you a <b>fluent Welsh-speaking Higher Level Teaching Assistant</b> looking to make a meaningful impact on children&rsquo;s learning and development? Elementa Support Services is working in partnership with supportive and forward-thinking schools to recruit enthusiastic and skilled <b>Welsh-speaking HLTAs</b> who can deliver high-quality support across the curriculum, including through the medium of Welsh.</span></span></span></p>

<p style="margin-bottom:11px"><span style="font-size:12pt"><span style="line-height:115%"><span style="font-family:Aptos,sans-serif">This is a fantastic opportunity to inspire young people, promote the Welsh language, and support pupils&rsquo; academic and emotional development within inclusive and engaging learning environments.</span></span></span></p>

<div align="center" style="text-align:center; margin-bottom:11px">
<hr align="center" size="2" width="100%"></div>

<p style="margin-bottom:11px"><span style="font-size:12pt"><span style="line-height:115%"><span style="font-family:Aptos,sans-serif"><b>About the Role</b></span></span></span></p>

<p style="margin-bottom:11px"><span style="font-size:12pt"><span style="line-height:115%"><span style="font-family:Aptos,sans-serif">As a Welsh-speaking HLTA, you will:<br>
&bull; Support teachers in planning and delivering engaging lessons in line with the national curriculum, including Welsh-medium provision<br>
&bull; Deliver learning activities and support pupils through the medium of Welsh<br>
&bull; Work with small groups and individual pupils to accelerate progress<br>
&bull; Support pupils&rsquo; emotional, social, and behavioural development (ELSA experience desirable)<br>
&bull; Contribute to a positive, inclusive, and well-managed classroom environment<br>
&bull; Assess, monitor, and report on pupil progress effectively<br>
&bull; Promote safeguarding, wellbeing, and positive behaviour at all times<br>
&bull; Collaborate with colleagues and contribute to the wider school community</span></span></span></p>

<div align="center" style="text-align:center; margin-bottom:11px">
<hr align="center" size="2" width="100%"></div>

<p style="margin-bottom:11px"><span style="font-size:12pt"><span style="line-height:115%"><span style="font-family:Aptos,sans-serif"><b>What We&rsquo;re Looking For</b></span></span></span></p>

<p style="margin-bottom:11px"><span style="font-size:12pt"><span style="line-height:115%"><span style="font-family:Aptos,sans-serif">To be considered, candidates must have:<br>
&bull; <b>Fluent Welsh language skills (spoken and written)</b><br>
&bull; Level 4 Teaching Assistant qualification<br>
&bull; Previous experience working with children in a school setting<br>
&bull; Education Workforce Council (EWC) registration<br>
&bull; Enhanced DBS on the Update Service, or willingness to apply (Elementa can assist)</span></span></span></p>

<p style="margin-bottom:11px"><span style="font-size:12pt"><span style="line-height:115%"><span style="font-family:Aptos,sans-serif"><b>Desirable:</b><br>
&bull; Experience as an ELSA (Emotional Literacy Support Assistant)<br>
&bull; Experience supporting pupils across Key Stages 1-4<br>
&bull; Strong communication, organisation, and classroom management skills<br>
&bull; Experience working in Welsh-medium or bilingual settings</span></span></span></p>

<div align="center" style="text-align:center; margin-bottom:11px">
<hr align="center" size="2" width="100%"></div>

<p style="margin-bottom:11px"><span style="font-size:12pt"><span style="line-height:115%"><span style="font-family:Aptos,sans-serif"><b>Recruitment &amp; Safeguarding Information</b></span></span></span></p>

<p style="margin-bottom:11px"><span style="font-size:12pt"><span style="line-height:115%"><span style="font-family:Aptos,sans-serif">All applications will be managed by Elementa Support Services as the recruitment partner for this client. Elementa is committed to safeguarding children, and all successful applicants will undergo a full pre-screening process. Any appointment will be subject to:<br>
&bull; A successful interview process<br>
&bull; Satisfactory references<br>
&bull; Safeguarding &amp; Prevent training<br>
&bull; Education Workforce Council (EWC) registration in the appropriate categories<br>
&bull; Enhanced DBS Disclosure (which may be chargeable at &pound;64.20 unless subscribed to the Update Service)<br>
&bull; Successful completion of a 12-week / 60 paid day employment trial period</span></span></span></p>

<div align="center" style="text-align:center; margin-bottom:11px">
<hr align="center" size="2" width="100%"></div>

<p style="margin-bottom:11px"><span style="font-size:12pt"><span style="line-height:115%"><span style="font-family:Aptos,sans-serif"><b>Elementa Candidate Commitment</b></span></span></span></p>

<p style="margin-bottom:11px"><span style="font-size:12pt"><span style="line-height:115%"><span style="font-family:Aptos,sans-serif">&bull; Weekly pay &ndash; no waiting for monthly payroll cut-off dates; Elementa pays one week in lieu<br>
&bull; PAYE contract &ndash; unless requested otherwise, providing full employment protections<br>
&bull; Training &amp; Support &ndash; free or heavily discounted training including Safeguarding, Behaviour Management, Team Teach, SEND, Makaton, and Thrive<br>
&bull; Dedicated candidate manager providing regular welfare contact and ongoing support<br>
&bull; Fair pay policy &ndash; paid to scale; any variation agreed in writing prior to placement<br>
&bull; Additional staff support services &ndash; access to partner services including tax returns, accountancy, legal advice, and more</span></span></span></p>

<div align="center" style="text-align:center; margin-bottom:11px">
<hr align="center" size="2" width="100%"></div>

<p style="margin-bottom:11px"><span style="font-size:12pt"><span style="line-height:115%"><span style="font-family:Aptos,sans-serif"><b>This Role Is Not Suitable For Applicants:</b></span></span></span></p>

<p style="margin-bottom:11px"><span style="font-size:12pt"><span style="line-height:115%"><span style="font-family:Aptos,sans-serif">&bull; Not currently based within the UK<br>
&bull; Requiring employer sponsorship for UK right to work<br>
&bull; Without previous school-based teaching assistant experience<br>
&bull; Without fluent Welsh language skills</span></span></span></p>

<div align="center" style="text-align:center; margin-bottom:11px">
<hr align="center" size="2" width="100%"></div>

<p style="margin-bottom:11px"><span style="font-size:12pt"><span style="line-height:115%"><span style="font-family:Aptos,sans-serif"><b>Interested?</b></span></span></span></p>

<p style="margin-bottom:11px"><span style="font-size:12pt"><span style="line-height:115%"><span style="font-family:Aptos,sans-serif">Click <b>Apply Now</b> or contact us via phone or email for more information. Please apply with your full, up-to-date CV. All applicants will be responded to promptly.</span></span></span></p>

<p style="margin-bottom:11px">&nbsp;</p>
]]></description><link>https://vacancies.elementa.org.uk/job/higher-level-teaching-assistant-(hlta)-–-welsh-speaking-(rhugl-yn-gymraeg)-852.aspx</link><guid>https://vacancies.elementa.org.uk/job/higher-level-teaching-assistant-(hlta)-–-welsh-speaking-(rhugl-yn-gymraeg)-852.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/higher-level-teaching-assistant-(hlta)-–-welsh-speaking-(rhugl-yn-gymraeg)-852/apply.aspx</applyUrl><pubDate>Tue, 02 Jun 2026 10:19:10 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/higher-level-teaching-assistant-(hlta)-–-welsh-speaking-(rhugl-yn-gymraeg)-852/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>852</ffAdvert:ReferenceNumber><ffAdvert:Title>Higher Level Teaching Assistant (HLTA) – Welsh Speaking (Rhugl yn Gymraeg)</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>3354</ffAdvert:CompanyReferenceNumber><ffAdvert:JobType>Contract</ffAdvert:JobType><ffAdvert:Discipline>Secondary</ffAdvert:Discipline><ffAdvert:Role>HLTA</ffAdvert:Role><ffAdvert:LocationArea>WALES</ffAdvert:LocationArea><ffAdvert:Location>Cardiff Council</ffAdvert:Location><ffAdvert:Specialisation>SECONDARY</ffAdvert:Specialisation><ffAdvert:SubSpecialisation>MFL - Welsh medium</ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Tue, 02 Jun 2026 10:19:10 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Tue, 16 Jun 2026 10:19:10 GMT</ffAdvert:ClosingDate><ffAdvert:Remuneration>£100-£120 per day</ffAdvert:Remuneration><ffAdvert:PostedBy>Kristi Parmee</ffAdvert:PostedBy><ffAdvert:RecruiterEmail>kristi@elementa.org.uk</ffAdvert:RecruiterEmail><ffAdvert:RecruiterDirectDial /><ffAdvert:MinimumPayment>100.00</ffAdvert:MinimumPayment><ffAdvert:MaximumPayment>120.00</ffAdvert:MaximumPayment><ffAdvert:PaymentRate>Per Day</ffAdvert:PaymentRate><ffAdvert:Currency>GBP</ffAdvert:Currency><ffAdvert:Country>Wales</ffAdvert:Country><ffAdvert:RecruiterProfilePicture>https://vacancies.elementa.org.uk/webdocs/Elementa/Person/14657/Profile/Kristi Parmee.png</ffAdvert:RecruiterProfilePicture></item><item><title>ALN Teaching Assistant</title><description><![CDATA[<p data-end="56" data-start="0" style="text-align: center;"><strong data-end="54" data-start="0">ALN Teaching Assistant&nbsp;</strong></p>

<p data-end="320" data-start="58">&bull; Type: Contract / Long-term / Supply (depending on availability)<br data-end="126" data-start="123">
&bull; Location: Caerphilly &amp; surrounding areas<br data-end="198" data-start="195">
&bull; Start date: ASAP<br data-end="219" data-start="216">
&bull; Hours: Full-time (part-time considered)<br data-end="263" data-start="260">
&bull; Pay: Competitive daily rate (dependent on experience)</p>

<p data-end="460" data-start="322">Are you a patient, resilient, and empathetic individual with a passion for supporting young people with Additional Learning Needs (ALN)?</p>

<p data-end="767" data-start="462">Elementa Support Services is working in partnership with a supportive and inclusive school to recruit dedicated ALN Teaching Assistants in Caerphilly. This role offers a rewarding opportunity to make a meaningful difference in the lives of pupils who require additional support to access their education.</p>

<hr data-end="811" data-start="769">
<h3 data-end="833" data-section-id="9wd6ee" data-start="813">About the Role</h3>

<p data-end="1371" data-start="834">As an ALN Teaching Assistant, you will:<br data-end="876" data-start="873">
&bull; Provide 1:1 and small group support for pupils with additional learning needs<br data-end="958" data-start="955">
&bull; Build positive, trusting relationships with students to support their development and wellbeing<br data-end="1058" data-start="1055">
&bull; Assist in managing behaviour and promoting positive engagement strategies<br data-end="1136" data-start="1133">
&bull; Support students to access learning activities and stay focused<br data-end="1204" data-start="1201">
&bull; Work closely with teachers, ALNCOs, and pastoral teams to implement individual support plans<br data-end="1301" data-start="1298">
&bull; Help create a safe, inclusive, and structured learning environment</p>

<hr data-end="1415" data-start="1373">
<h3 data-end="1432" data-section-id="1aojag" data-start="1417">About You</h3>

<p data-end="1952" data-start="1433">The ideal candidate will:<br data-end="1461" data-start="1458">
&bull; Have experience working with children or young people with ALN, behavioural needs, or additional support needs (desirable but not essential)<br data-end="1606" data-start="1603">
&bull; Be calm, patient, and resilient in challenging situations<br data-end="1668" data-start="1665">
&bull; Have strong communication and relationship-building skills<br data-end="1731" data-start="1728">
&bull; Be able to set clear boundaries while remaining supportive and understanding<br data-end="1812" data-start="1809">
&bull; Be committed to safeguarding and promoting the wellbeing of children<br data-end="1885" data-start="1882">
&bull; Be adaptable and open to learning new strategies and approaches</p>

<hr data-end="1996" data-start="1954">
<h3 data-end="2017" data-section-id="pcdq86" data-start="1998">What We Offer</h3>

<p data-end="2337" data-start="2018">&bull; Competitive daily pay rates<br data-end="2050" data-start="2047">
&bull; Flexible working opportunities to suit your availability<br data-end="2111" data-start="2108">
&bull; Ongoing support from a dedicated consultant<br data-end="2159" data-start="2156">
&bull; Access to training and professional development, including behaviour management and safeguarding<br data-end="2260" data-start="2257">
&bull; Opportunity to gain valuable experience in a rewarding and impactful role</p>

<hr data-end="2381" data-start="2339">
<h3 data-end="2427" data-section-id="1xscxw" data-start="2383">Recruitment &amp; Safeguarding Information</h3>

<p data-end="2703" data-start="2428">All applications will be managed by Elementa Support Services as the recruitment partner for this client. Elementa is committed to safeguarding children in all processes, and all successful applicants will undergo a full pre-screen to assess their suitability for the role.</p>

<p data-end="3103" data-start="2705">Any appointment will be subject to:<br data-end="2743" data-start="2740">
&bull; A successful interview process<br data-end="2778" data-start="2775">
&bull; Satisfactory references<br data-end="2806" data-start="2803">
&bull; Safeguarding &amp; Prevent training<br data-end="2842" data-start="2839">
&bull; Education Workforce Council (EWC) registration in the appropriate categories<br data-end="2923" data-start="2920">
&bull; Enhanced DBS Disclosure (which may be chargeable at &pound;64.20 unless subscribed to the Update Service)<br data-end="3027" data-start="3024">
&bull; Successful completion of a 12-week / 60 paid day employment trial period</p>

<hr data-end="3147" data-start="3105">
<h3 data-end="3184" data-section-id="6h04un" data-start="3149">ELEMENTA CANDIDATE COMMITMENT</h3>

<p data-end="3808" data-start="3185">&bull; Weekly pay &ndash; no waiting for monthly payroll cut-off dates; Elementa pays one week in lieu<br data-end="3279" data-start="3276">
&bull; PAYE contract &ndash; unless requested otherwise, providing full employment protections<br data-end="3365" data-start="3362">
&bull; Training &amp; Support &ndash; free or heavily discounted training including Safeguarding, Behaviour Management, Team Teach, ALN, Makaton, and Thrive<br data-end="3509" data-start="3506">
&bull; Dedicated candidate manager providing regular welfare contact and ongoing support<br data-end="3595" data-start="3592">
&bull; Fair pay policy &ndash; paid to scale; any variation agreed in writing prior to placement<br data-end="3683" data-start="3680">
&bull; Additional staff support services &ndash; access to partner services including tax returns, accountancy, legal advice, and more</p>

<hr data-end="3852" data-start="3810">
<h3 data-end="3901" data-section-id="e02u9w" data-start="3854">This Role Is Not Suitable For Applicants:</h3>

<p data-end="4069" data-is-last-node="" data-is-only-node="" data-start="3902">&bull; Not currently based within the UK<br data-end="3940" data-start="3937">
&bull; Requiring employer sponsorship for UK right to work<br data-end="3996" data-start="3993">
&bull; Without UK secondary school experience (desirable depending on setting)</p>
]]></description><link>https://vacancies.elementa.org.uk/job/aln-teaching-assistant-853.aspx</link><guid>https://vacancies.elementa.org.uk/job/aln-teaching-assistant-853.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/aln-teaching-assistant-853/apply.aspx</applyUrl><pubDate>Tue, 02 Jun 2026 10:19:10 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/aln-teaching-assistant-853/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>853</ffAdvert:ReferenceNumber><ffAdvert:Title>ALN Teaching Assistant</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>3354</ffAdvert:CompanyReferenceNumber><ffAdvert:JobType>Contract</ffAdvert:JobType><ffAdvert:Discipline>Special School/Setting (SEND)</ffAdvert:Discipline><ffAdvert:Role>Learning Support Assistant</ffAdvert:Role><ffAdvert:LocationArea>WALES</ffAdvert:LocationArea><ffAdvert:Location>Caerphilly CBC</ffAdvert:Location><ffAdvert:Specialisation>School Support Roles</ffAdvert:Specialisation><ffAdvert:SubSpecialisation>Learning Support Assistant</ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Tue, 02 Jun 2026 10:19:10 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Tue, 16 Jun 2026 10:19:10 GMT</ffAdvert:ClosingDate><ffAdvert:Remuneration>£90-£110 per day</ffAdvert:Remuneration><ffAdvert:PostedBy>Kristi Parmee</ffAdvert:PostedBy><ffAdvert:RecruiterEmail>kristi@elementa.org.uk</ffAdvert:RecruiterEmail><ffAdvert:RecruiterDirectDial /><ffAdvert:MinimumPayment>90.00</ffAdvert:MinimumPayment><ffAdvert:MaximumPayment>110.00</ffAdvert:MaximumPayment><ffAdvert:PaymentRate>Per Day</ffAdvert:PaymentRate><ffAdvert:Currency>GBP</ffAdvert:Currency><ffAdvert:Country>Wales</ffAdvert:Country><ffAdvert:RecruiterProfilePicture>https://vacancies.elementa.org.uk/webdocs/Elementa/Person/14657/Profile/Kristi Parmee.png</ffAdvert:RecruiterProfilePicture></item><item><title>Welsh-Speaking Cover Supervisor (Science Specialism)</title><description><![CDATA[<p data-end="285" data-start="0" style="text-align: center;"><strong data-end="56" data-start="0">Welsh-Speaking Cover Supervisor (Science Specialism)</strong></p>

<p data-end="285" data-start="0"><br data-end="59" data-start="56">
&bull; Type: Contract / Long-term / Supply (depending on availability)<br data-end="127" data-start="124">
&bull; Location: Cardiff<br data-end="169" data-start="166">
&bull; Start date: ASAP<br data-end="190" data-start="187">
&bull; Hours: Full-time<br data-end="234" data-start="231">
&bull; Pay: &pound;100&ndash;&pound;120 per day (dependent on experience)</p>

<p data-end="538" data-start="287">Are you a fluent Welsh-speaking Cover Supervisor with a passion for science and supporting young people in their learning? Do you have the confidence to lead a classroom and maintain a positive learning environment in the absence of the class teacher?</p>

<p data-end="922" data-start="540">Elementa Support Services is working in partnership with an inclusive and forward-thinking secondary school to recruit an enthusiastic Welsh-speaking Cover Supervisor to fill an ongoing role within their science department. This role offers the opportunity to support pupils across KS3 and KS4, ensuring continuity of learning while delivering pre-set work and maintaining high standards of behaviour and engagement.</p>

<hr data-end="966" data-start="924">
<p data-end="1624" data-start="968"><strong data-end="986" data-start="968">About the Role</strong><br data-end="989" data-start="986">
As a Cover Supervisor, you will:<br data-end="1060" data-start="1057">
&bull; Supervise whole classes during the short-term absence of teaching staff<br data-end="1136" data-start="1133">
&bull; Deliver pre-prepared lesson materials, with a focus on science subjects<br data-end="1212" data-start="1209">
&bull; Support pupils&rsquo; learning through the medium of Welsh<br data-end="1269" data-start="1266">
&bull; Maintain a positive, inclusive, and well-managed classroom environment<br data-end="1344" data-start="1341">
&bull; Manage behaviour in line with school policies<br data-end="1394" data-start="1391">
&bull; Provide feedback to teaching staff on pupil progress and engagement<br data-end="1466" data-start="1463">
&bull; Promote safeguarding, wellbeing, and positive behaviour at all times<br data-end="1539" data-start="1536">
&bull; Work collaboratively with colleagues and contribute to the wider school community</p>

<hr data-end="1668" data-start="1626">
<p data-end="2165" data-start="1670"><strong data-end="1696" data-start="1670">What We&rsquo;re Looking For</strong><br data-end="1699" data-start="1696">
To be considered, candidates must have:<br data-end="1741" data-start="1738">
&bull; Degree in science based subject or a related field (eg: sports science)&nbsp;<br>
&bull; Fluency in Welsh (spoken and written)<br data-end="1783" data-start="1780">
&bull; Education Workforce Council (EWC) registration (or willingness to apply)<br data-end="1860" data-start="1857">
&bull; An Enhanced DBS on the Update Service, or willingness to apply (Elementa can assist)<br data-end="1949" data-start="1946">
&bull; Experience working with young people in an educational setting<br data-end="2016" data-start="2013">
&bull; Strong classroom management and communication skills<br data-end="2073" data-start="2070">
&bull; A confident and adaptable approach to covering a range of subjects, particularly science</p>

<p data-end="2417" data-start="2167">Desirable:<br data-end="2180" data-start="2177">
&bull; A degree or strong background in a science-related subject<br data-end="2243" data-start="2240">
&bull; Previous experience as a Cover Supervisor or Teaching Assistant in a secondary school<br data-end="2333" data-start="2330">
&bull; Experience supporting KS3 and KS4 learners<br data-end="2380" data-start="2377">
&bull; A proactive and flexible attitude</p>

<hr data-end="2461" data-start="2419">
<p data-end="2795" data-start="2463"><strong data-end="2505" data-start="2463">Recruitment &amp; Safeguarding Information</strong><br data-end="2508" data-start="2505">
All applications will be managed by Elementa Support Services as the recruitment partner for this client. Elementa is committed to the safeguarding of children in all of their processes and all successful applicants will have a full pre-screen to assess their suitability for the role.</p>

<p data-end="3195" data-start="2797">Any appointment will be subject to:<br data-end="2835" data-start="2832">
&bull; A successful interview process<br data-end="2870" data-start="2867">
&bull; Satisfactory references<br data-end="2898" data-start="2895">
&bull; Safeguarding &amp; Prevent training<br data-end="2934" data-start="2931">
&bull; Education Workforce Council (EWC) registration in the appropriate categories<br data-end="3015" data-start="3012">
&bull; Enhanced DBS Disclosure (which may be chargeable at &pound;64.20 unless subscribed to the Update Service)<br data-end="3119" data-start="3116">
&bull; Successful completion of a 12-week / 60 paid day employment trial period</p>

<hr data-end="3239" data-start="3197">
<p data-end="3911" data-start="3241"><strong data-end="3274" data-start="3241">ELEMENTA CANDIDATE COMMITMENT</strong><br data-end="3277" data-start="3274">
&bull; Weekly pay &ndash; no waiting for monthly payroll cut-off dates; Elementa pays one week in lieu<br data-end="3371" data-start="3368">
&bull; PAYE contract &ndash; unless requested otherwise, providing full employment protections<br data-end="3457" data-start="3454">
&bull; Training &amp; Support &ndash; free or heavily discounted training including Safeguarding, Behaviour Management, Team Teach, SEND, Makaton, and Thrive<br data-end="3602" data-start="3599">
&bull; Dedicated candidate manager providing regular welfare contact and ongoing support<br data-end="3688" data-start="3685">
&bull; Fair pay policy &ndash; transparent daily rates; any variation agreed in writing prior to placement<br data-end="3786" data-start="3783">
&bull; Additional staff support services &ndash; access to partner services including tax returns, accountancy, legal advice, and more</p>

<hr data-end="3955" data-start="3913">
<p data-end="4182" data-start="3957"><strong data-end="4002" data-start="3957">This Role Is Not Suitable For Applicants:</strong><br data-end="4005" data-start="4002">
&bull; Not currently based within the UK<br data-end="4043" data-start="4040">
&bull; Requiring employer sponsorship for UK right to work<br data-end="4099" data-start="4096">
&bull; Without experience working with young people in a school or educational setting</p>

<hr data-end="4226" data-start="4184">
<p data-end="4406" data-is-last-node="" data-is-only-node="" data-start="4228"><strong data-end="4243" data-start="4228">Interested?</strong><br data-end="4246" data-start="4243">
Click Apply Now or contact us via phone or email for more information. Please apply with your full, up-to-date CV. All applicants will be promptly responded to.</p>
]]></description><link>https://vacancies.elementa.org.uk/job/welshspeaking-cover-supervisor-(science-specialism)-854.aspx</link><guid>https://vacancies.elementa.org.uk/job/welshspeaking-cover-supervisor-(science-specialism)-854.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/welshspeaking-cover-supervisor-(science-specialism)-854/apply.aspx</applyUrl><pubDate>Tue, 02 Jun 2026 10:19:10 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/welshspeaking-cover-supervisor-(science-specialism)-854/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>854</ffAdvert:ReferenceNumber><ffAdvert:Title>Welsh-Speaking Cover Supervisor (Science Specialism)</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>3359</ffAdvert:CompanyReferenceNumber><ffAdvert:JobType>Contract</ffAdvert:JobType><ffAdvert:Discipline>Secondary</ffAdvert:Discipline><ffAdvert:Role>Instructor / Cover Supervisor</ffAdvert:Role><ffAdvert:LocationArea>WALES</ffAdvert:LocationArea><ffAdvert:Location>Cardiff Council</ffAdvert:Location><ffAdvert:Specialisation>SECONDARY</ffAdvert:Specialisation><ffAdvert:SubSpecialisation>MFL - Welsh medium</ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Tue, 02 Jun 2026 10:19:10 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Tue, 16 Jun 2026 10:19:10 GMT</ffAdvert:ClosingDate><ffAdvert:Remuneration>£100-£120 per day</ffAdvert:Remuneration><ffAdvert:PostedBy>Kristi Parmee</ffAdvert:PostedBy><ffAdvert:RecruiterEmail>kristi@elementa.org.uk</ffAdvert:RecruiterEmail><ffAdvert:RecruiterDirectDial /><ffAdvert:MinimumPayment>100.00</ffAdvert:MinimumPayment><ffAdvert:MaximumPayment>120.00</ffAdvert:MaximumPayment><ffAdvert:PaymentRate>Per Day</ffAdvert:PaymentRate><ffAdvert:Currency>GBP</ffAdvert:Currency><ffAdvert:Country>Wales</ffAdvert:Country><ffAdvert:RecruiterProfilePicture>https://vacancies.elementa.org.uk/webdocs/Elementa/Person/14657/Profile/Kristi Parmee.png</ffAdvert:RecruiterProfilePicture></item><item><title>Emotional Literacy Support Assistant (ELSA)</title><description><![CDATA[<h2 data-end="282" data-start="0" style="text-align: center;"><u><strong data-end="47" data-start="0">ELSA (Emotional Literacy Support Assistant)</strong></u></h2>

<p data-end="282" data-start="0"><br data-end="50" data-start="47">
&bull; Type: Contract / Long-term / Supply (depending on availability)<br data-end="118" data-start="115">
&bull; Location: Cardiff &amp; surrounding areas<br data-end="160" data-start="157">
&bull; Start date: ASAP<br data-end="181" data-start="178">
&bull; Hours: Full-time (part-time considered)<br data-end="225" data-start="222">
&bull; Pay: Competitive daily rate (dependent on experience)</p>

<p data-end="412" data-start="284">Are you a compassionate and patient individual with a passion for supporting children&rsquo;s emotional wellbeing and mental health?</p>

<p data-end="821" data-start="414">Elementa Support Services is working in partnership with supportive and inclusive primary and secondary schools to recruit dedicated Emotional Literacy Support Assistants (ELSAs). This role offers a rewarding opportunity to work closely with pupils who require additional emotional support, helping them develop coping strategies, resilience, and positive relationships to enable them to thrive in school.</p>

<hr data-end="865" data-start="823">
<h3 data-end="887" data-section-id="9wd6ee" data-start="867">About the Role</h3>

<p data-end="1537" data-start="888">As an ELSA, you will:<br data-end="912" data-start="909">
&bull; Deliver tailored emotional literacy interventions to individuals and small groups<br data-end="998" data-start="995">
&bull; Support pupils with social, emotional, and mental health (SEMH) needs<br data-end="1072" data-start="1069">
&bull; Help children develop self-esteem, emotional awareness, and coping strategies<br data-end="1154" data-start="1151">
&bull; Build positive, trusting relationships with pupils to support their wellbeing<br data-end="1236" data-start="1233">
&bull; Work closely with the SENCo and pastoral team to implement support plans<br data-end="1313" data-start="1310">
&bull; Monitor, record, and report on pupil progress and emotional development<br data-end="1389" data-start="1386">
&bull; Promote safeguarding, wellbeing, and positive behaviour at all times<br data-end="1462" data-start="1459">
&bull; Contribute to a nurturing, inclusive, and supportive school environment</p>

<hr data-end="1581" data-start="1539">
<h3 data-end="1611" data-section-id="12qim98" data-start="1583">What We&rsquo;re Looking For</h3>

<p data-end="2005" data-start="1612">To be considered, candidates must have:<br data-end="1654" data-start="1651">
&bull; A relevant ELSA qualification<br>
&bull; Experience working with children or young people, ideally in an educational setting<br data-end="1742" data-start="1739">
&bull; A strong understanding of emotional wellbeing, behaviour, and SEMH needs<br data-end="1819" data-start="1816">
&bull; Excellent communication and interpersonal skills<br data-end="1872" data-start="1869">
&bull; A calm, patient, and empathetic approach<br data-end="1917" data-start="1914">
&bull; An Enhanced DBS on the Update Service, or willingness to apply (Elementa can assist)</p>

<p data-end="2309" data-start="2007">Desirable:<br data-end="2020" data-start="2017">
&bull; Additional relevant qualifications (e.g. counselling skills, psychology, youth work)<br data-end="2115" data-start="2112">
&bull; Experience supporting pupils with anxiety, trauma, or behavioural needs<br data-end="2191" data-start="2188">
&bull; Knowledge of safeguarding and child protection procedures<br data-end="2253" data-start="2250">
&bull; Experience working alongside SENCo or pastoral teams</p>

<hr data-end="2353" data-start="2311">
<h3 data-end="2399" data-section-id="1xscxw" data-start="2355">Recruitment &amp; Safeguarding Information</h3>

<p data-end="2687" data-start="2400">All applications will be managed by Elementa Support Services as the recruitment partner for this client. Elementa is committed to the safeguarding of children in all of their processes and all successful applicants will have a full pre-screen to assess their suitability for the role.</p>

<p data-end="3106" data-start="2689">Any appointment will be subject to:<br data-end="2727" data-start="2724">
&bull; A successful interview process<br data-end="2762" data-start="2759">
&bull; Satisfactory references<br data-end="2790" data-start="2787">
&bull; Safeguarding &amp; Prevent training<br data-end="2826" data-start="2823">
&bull; Education Workforce Council (EWC) registration in the appropriate categories (where applicable)<br data-end="2926" data-start="2923">
&bull; Enhanced DBS Disclosure (which may be chargeable at &pound;64.20 unless subscribed to the Update Service)<br data-end="3030" data-start="3027">
&bull; Successful completion of a 12-week / 60 paid day employment trial period</p>

<hr data-end="3150" data-start="3108">
<h3 data-end="3187" data-section-id="6h04un" data-start="3152">ELEMENTA CANDIDATE COMMITMENT</h3>

<p data-end="3812" data-start="3188">&bull; Weekly pay &ndash; no waiting for monthly payroll cut-off dates; Elementa pays one week in lieu<br data-end="3282" data-start="3279">
&bull; PAYE contract &ndash; unless requested otherwise, providing full employment protections<br data-end="3368" data-start="3365">
&bull; Training &amp; Support &ndash; free or heavily discounted training including Safeguarding, Behaviour Management, Team Teach, SEND, Makaton, and Thrive<br data-end="3513" data-start="3510">
&bull; Dedicated candidate manager providing regular welfare contact and ongoing support<br data-end="3599" data-start="3596">
&bull; Fair pay policy &ndash; paid to scale; any variation agreed in writing prior to placement<br data-end="3687" data-start="3684">
&bull; Additional staff support services &ndash; access to partner services including tax returns, accountancy, legal advice, and more</p>

<hr data-end="3856" data-start="3814">
<h3 data-end="3905" data-section-id="e02u9w" data-start="3858">This Role Is Not Suitable For Applicants:</h3>

<p data-end="4082" data-start="3906">&bull; Not currently based within the UK<br data-end="3944" data-start="3941">
&bull; Requiring employer sponsorship for UK right to work<br data-end="4000" data-start="3997">
&bull; Without a relevant ELSA qualification experience&nbsp;</p>

<hr data-end="4126" data-start="4084">
<h3 data-end="4145" data-section-id="105cs4e" data-start="4128">Interested?</h3>

<p data-end="4308" data-is-last-node="" data-is-only-node="" data-start="4146">Click Apply Now or contact us via phone or email for more information.<br data-end="4219" data-start="4216">
Please apply with your full, up-to-date CV. All applicants will be promptly responded to.</p>
]]></description><link>https://vacancies.elementa.org.uk/job/emotional-literacy-support-assistant-(elsa)-843.aspx</link><guid>https://vacancies.elementa.org.uk/job/emotional-literacy-support-assistant-(elsa)-843.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/emotional-literacy-support-assistant-(elsa)-843/apply.aspx</applyUrl><pubDate>Tue, 02 Jun 2026 10:19:10 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/emotional-literacy-support-assistant-(elsa)-843/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>843</ffAdvert:ReferenceNumber><ffAdvert:Title>Emotional Literacy Support Assistant (ELSA)</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>3354</ffAdvert:CompanyReferenceNumber><ffAdvert:JobType>Contract</ffAdvert:JobType><ffAdvert:Discipline>Secondary</ffAdvert:Discipline><ffAdvert:Role>Learning Support Assistant</ffAdvert:Role><ffAdvert:LocationArea>WALES</ffAdvert:LocationArea><ffAdvert:Location>Cardiff Council</ffAdvert:Location><ffAdvert:Specialisation>School Support Roles</ffAdvert:Specialisation><ffAdvert:SubSpecialisation>Learning Support Assistant</ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Tue, 02 Jun 2026 10:19:10 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Tue, 16 Jun 2026 10:19:10 GMT</ffAdvert:ClosingDate><ffAdvert:Remuneration>£100 - £120 per day</ffAdvert:Remuneration><ffAdvert:PostedBy>Kristi Parmee</ffAdvert:PostedBy><ffAdvert:RecruiterEmail>kristi@elementa.org.uk</ffAdvert:RecruiterEmail><ffAdvert:RecruiterDirectDial /><ffAdvert:MinimumPayment>100.00</ffAdvert:MinimumPayment><ffAdvert:MaximumPayment>120.00</ffAdvert:MaximumPayment><ffAdvert:PaymentRate>Per Day</ffAdvert:PaymentRate><ffAdvert:Currency>GBP</ffAdvert:Currency><ffAdvert:Country>Wales</ffAdvert:Country><ffAdvert:RecruiterProfilePicture>https://vacancies.elementa.org.uk/webdocs/Elementa/Person/14657/Profile/Kristi Parmee.png</ffAdvert:RecruiterProfilePicture></item><item><title>Higher Level Teaching Assistant (HLTA)</title><description><![CDATA[<h2 data-end="298" data-start="0" style="text-align: center;"><u><strong data-end="42" data-start="0">Higher Level Teaching Assistant (HLTA)</strong></u></h2>

<p data-end="298" data-start="0"><br data-end="45" data-start="42">
&bull; Type: Contract / Long-term / Supply (depending on availability)<br data-end="113" data-start="110">
&bull; Location: Cardiff &amp; surrounding areas<br data-end="155" data-start="152">
&bull; Start date: ASAP<br data-end="176" data-start="173">
&bull; Hours: Full-time (part-time considered)<br data-end="220" data-start="217">
&bull; Pay: Competitive daily rate (dependent on experience and responsibilities)</p>

<p data-end="514" data-start="300">Are you an experienced HLTA ready to take the next step in your career? Do you have the confidence and capability to lead learning, support teachers, and make a meaningful impact across the classroom?</p>

<p data-end="916" data-start="516">Elementa Support Services is working in partnership with supportive and forward-thinking primary and secondary schools to recruit skilled and motivated Higher Level Teaching Assistants (HLTAs). This role offers the opportunity to take on additional responsibility, including leading lessons, supporting whole-class learning, and working closely with teaching staff to raise attainment and engagement.</p>

<hr data-end="960" data-start="918">
<p data-end="1594" data-start="961"><strong data-end="979" data-start="961">About the Role</strong><br data-end="982" data-start="979">
As a Higher Level Teaching Assistant (HLTA), you will:<br data-end="1039" data-start="1036">
&bull; Deliver pre-planned lessons in the absence of the teacher<br data-end="1101" data-start="1098">
&bull; Support the planning and delivery of engaging and inclusive learning activities<br data-end="1185" data-start="1182">
&bull; Work with individuals and small groups to reinforce learning and close attainment gaps<br data-end="1276" data-start="1273">
&bull; Provide specialist support for pupils with additional learning needs (ALN/SEND)<br data-end="1360" data-start="1357">
&bull; Assist with assessment, monitoring, and reporting on pupil progress<br data-end="1432" data-start="1429">
&bull; Promote positive behaviour, safeguarding, and pupil wellbeing at all times<br data-end="1511" data-start="1508">
&bull; Collaborate with teachers and senior leaders to support whole-school priorities</p>

<hr data-end="1638" data-start="1596">
<p data-end="2135" data-start="1639"><strong data-end="1665" data-start="1639">What We&rsquo;re Looking For</strong><br data-end="1668" data-start="1665">
To be considered, candidates must have:<br data-end="1710" data-start="1707">
&bull; HLTA status or significant experience in a similar role<br data-end="1770" data-start="1767">
&bull; Education Workforce Council (EWC) registration (or willingness to obtain)<br data-end="1848" data-start="1845">
&bull; An Enhanced DBS on the Update Service, or willingness to apply (Elementa can assist)<br data-end="1937" data-start="1934">
&bull; Proven experience supporting teaching and learning within UK schools<br data-end="2010" data-start="2007">
&bull; Strong classroom management and communication skills<br data-end="2067" data-start="2064">
&bull; Confidence delivering lessons and leading whole-class activities</p>

<p data-end="2322" data-start="2137">Desirable:<br data-end="2150" data-start="2147">
&bull; Experience across multiple key stages (KS1&ndash;KS4)<br data-end="2202" data-start="2199">
&bull; Experience supporting pupils with ALN/SEND<br data-end="2249" data-start="2246">
&bull; A proactive, flexible, and reflective approach to supporting learning</p>

<hr data-end="2366" data-start="2324">
<p data-end="2699" data-start="2367"><strong data-end="2409" data-start="2367">Recruitment &amp; Safeguarding Information</strong><br data-end="2412" data-start="2409">
All applications will be managed by Elementa Support Services as the recruitment partner for this client. Elementa is committed to the safeguarding of children in all of their processes and all successful applicants will have a full pre-screen to assess their suitability for the role.</p>

<p data-end="3099" data-start="2701">Any appointment will be subject to:<br data-end="2739" data-start="2736">
&bull; A successful interview process<br data-end="2774" data-start="2771">
&bull; Satisfactory references<br data-end="2802" data-start="2799">
&bull; Safeguarding &amp; Prevent training<br data-end="2838" data-start="2835">
&bull; Education Workforce Council (EWC) registration in the appropriate categories<br data-end="2919" data-start="2916">
&bull; Enhanced DBS Disclosure (which may be chargeable at &pound;64.20 unless subscribed to the Update Service)<br data-end="3023" data-start="3020">
&bull; Successful completion of a 12-week / 60 paid day employment trial period</p>

<hr data-end="3143" data-start="3101">
<p data-end="3804" data-start="3144"><strong data-end="3177" data-start="3144">ELEMENTA CANDIDATE COMMITMENT</strong><br data-end="3180" data-start="3177">
&bull; Weekly pay &ndash; no waiting for monthly payroll cut-off dates; Elementa pays one week in lieu<br data-end="3274" data-start="3271">
&bull; PAYE contract &ndash; unless requested otherwise, providing full employment protections<br data-end="3360" data-start="3357">
&bull; Training &amp; Support &ndash; free or heavily discounted training including Safeguarding, Behaviour Management, Team Teach, SEND, Makaton, and Thrive<br data-end="3505" data-start="3502">
&bull; Dedicated candidate manager providing regular welfare contact and ongoing support<br data-end="3591" data-start="3588">
&bull; Fair pay policy &ndash; paid to scale; any variation agreed in writing prior to placement<br data-end="3679" data-start="3676">
&bull; Additional staff support services &ndash; access to partner services including tax returns, accountancy, legal advice, and more</p>

<hr data-end="3848" data-start="3806">
<p data-end="4070" data-start="3849"><strong data-end="3894" data-start="3849">This Role Is Not Suitable For Applicants:</strong><br data-end="3897" data-start="3894">
&bull; Not currently based within the UK<br data-end="3935" data-start="3932">
&bull; Requiring employer sponsorship for UK right to work<br data-end="3991" data-start="3988">
&bull; Without UK school-based experience in a Teaching Assistant or HLTA capacity</p>

<hr data-end="4114" data-start="4072">
<p data-end="4293" data-is-last-node="" data-is-only-node="" data-start="4115"><strong data-end="4130" data-start="4115">Interested?</strong><br data-end="4133" data-start="4130">
Click Apply Now or contact us via phone or email for more information. Please apply with your full, up-to-date CV. All applicants will be promptly responded to.</p>
]]></description><link>https://vacancies.elementa.org.uk/job/higher-level-teaching-assistant-(hlta)-842.aspx</link><guid>https://vacancies.elementa.org.uk/job/higher-level-teaching-assistant-(hlta)-842.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/higher-level-teaching-assistant-(hlta)-842/apply.aspx</applyUrl><pubDate>Tue, 02 Jun 2026 10:19:10 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/higher-level-teaching-assistant-(hlta)-842/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>842</ffAdvert:ReferenceNumber><ffAdvert:Title>Higher Level Teaching Assistant (HLTA)</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>3354</ffAdvert:CompanyReferenceNumber><ffAdvert:JobType>Contract</ffAdvert:JobType><ffAdvert:Discipline>Primary</ffAdvert:Discipline><ffAdvert:Role>HLTA</ffAdvert:Role><ffAdvert:LocationArea>WALES</ffAdvert:LocationArea><ffAdvert:Location></ffAdvert:Location><ffAdvert:Specialisation>PRIMARY</ffAdvert:Specialisation><ffAdvert:SubSpecialisation></ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Tue, 02 Jun 2026 10:19:10 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Tue, 16 Jun 2026 10:19:10 GMT</ffAdvert:ClosingDate><ffAdvert:Remuneration>£100 - £120 per day</ffAdvert:Remuneration><ffAdvert:PostedBy>Kristi Parmee</ffAdvert:PostedBy><ffAdvert:RecruiterEmail>kristi@elementa.org.uk</ffAdvert:RecruiterEmail><ffAdvert:RecruiterDirectDial /><ffAdvert:MinimumPayment>100.00</ffAdvert:MinimumPayment><ffAdvert:MaximumPayment>120.00</ffAdvert:MaximumPayment><ffAdvert:PaymentRate>Per Day</ffAdvert:PaymentRate><ffAdvert:Currency>GBP</ffAdvert:Currency><ffAdvert:Country>Wales</ffAdvert:Country><ffAdvert:RecruiterProfilePicture>https://vacancies.elementa.org.uk/webdocs/Elementa/Person/14657/Profile/Kristi Parmee.png</ffAdvert:RecruiterProfilePicture></item><item><title>Cover Supervisor</title><description><![CDATA[<h1 data-end="251" data-start="0" style="text-align: center;"><u><strong>Cover Supervisor</strong></u></h1>

<p data-end="251" data-start="0"><br data-end="19" data-start="16">
&bull; Type: Contract / Long-term / Supply (depending on availability)<br data-end="87" data-start="84">
&bull; Location: Rhondda Cynon Taff &amp; surrounding areas<br data-end="129" data-start="126">
&bull; Start date: ASAP<br data-end="150" data-start="147">
&bull; Hours: Full-time (part-time considered)<br data-end="194" data-start="191">
&bull; Pay: Competitive daily rate (dependent on experience)</p>

<p data-end="435" data-start="253">Are you a confident and reliable individual with a passion for working with young people? Are you considering a career in teaching or looking to gain valuable classroom experience?</p>

<p data-end="801" data-start="437">Elementa Support Services is working in partnership with supportive and forward-thinking secondary schools to recruit enthusiastic and adaptable Cover Supervisors. This role offers an excellent opportunity to gain hands-on experience in the classroom, support students&rsquo; learning, and develop essential skills within a structured and rewarding school environment.</p>

<hr data-end="845" data-start="803">
<p data-end="862" data-start="846">About the Role</p>

<p data-end="1380" data-start="864">As a Cover Supervisor, you will:<br data-end="899" data-start="896">
&bull; Deliver pre-planned lessons in the absence of the class teacher<br data-end="967" data-start="964">
&bull; Manage classroom behaviour and ensure a focused learning environment<br data-end="1040" data-start="1037">
&bull; Support students in completing set work and maintaining engagement<br data-end="1111" data-start="1108">
&bull; Respond to questions and provide basic guidance where appropriate<br data-end="1181" data-start="1178">
&bull; Follow school policies on behaviour, safeguarding, and health &amp; safety<br data-end="1256" data-start="1253">
&bull; Report back to teaching staff on student progress and behaviour<br data-end="1324" data-start="1321">
&bull; Build positive relationships with students and staff</p>

<hr data-end="1424" data-start="1382">
<p data-end="1449" data-start="1425">What We&rsquo;re Looking For</p>

<p data-end="1917" data-start="1451">To be considered, candidates must have:<br data-end="1493" data-start="1490">
&bull; Experience working with young people (education, coaching, youth work, or similar)<br data-end="1580" data-start="1577">
&bull; Strong communication and interpersonal skills<br data-end="1630" data-start="1627">
&bull; Confidence managing groups of students in a classroom setting<br data-end="1696" data-start="1693">
&bull; A proactive, adaptable, and professional approach<br data-end="1750" data-start="1747">
&bull; An Enhanced DBS on the Update Service, or willingness to apply (Elementa can assist)<br data-end="1839" data-start="1836">
&bull; Education Workforce Council (EWC) registration, or willingness to register</p>

<p data-end="2063" data-start="1919">Desirable:<br data-end="1932" data-start="1929">
&bull; Previous experience in a school setting<br data-end="1976" data-start="1973">
&bull; A degree or relevant qualification<br data-end="2015" data-start="2012">
&bull; An interest in pursuing a career in teaching</p>

<hr data-end="2107" data-start="2065">
<p data-end="2148" data-start="2108">Recruitment &amp; Safeguarding Information</p>

<p data-end="2437" data-start="2150">All applications will be managed by Elementa Support Services as the recruitment partner for this client. Elementa is committed to the safeguarding of children in all of their processes and all successful applicants will have a full pre-screen to assess their suitability for the role.</p>

<p data-end="2837" data-start="2439">Any appointment will be subject to:<br data-end="2477" data-start="2474">
&bull; A successful interview process<br data-end="2512" data-start="2509">
&bull; Satisfactory references<br data-end="2540" data-start="2537">
&bull; Safeguarding &amp; Prevent training<br data-end="2576" data-start="2573">
&bull; Education Workforce Council (EWC) registration in the appropriate categories<br data-end="2657" data-start="2654">
&bull; Enhanced DBS Disclosure (which may be chargeable at &pound;64.20 unless subscribed to the Update Service)<br data-end="2761" data-start="2758">
&bull; Successful completion of a 12-week / 60 paid day employment trial period</p>

<hr data-end="2881" data-start="2839">
<p data-end="2913" data-start="2882">ELEMENTA CANDIDATE COMMITMENT</p>

<p data-end="3543" data-start="2915">&bull; Weekly pay &ndash; no waiting for monthly payroll cut-off dates; Elementa pays one week in lieu<br data-end="3009" data-start="3006">
&bull; PAYE contract &ndash; unless requested otherwise, providing full employment protections<br data-end="3095" data-start="3092">
&bull; Training &amp; Support &ndash; free or heavily discounted training including Safeguarding, Behaviour Management, Team Teach, SEND, Makaton, and Thrive<br data-end="3240" data-start="3237">
&bull; Dedicated candidate manager providing regular welfare contact and ongoing support<br data-end="3326" data-start="3323">
&bull; Fair pay policy &ndash; competitive rates; any variation agreed in writing prior to placement<br data-end="3418" data-start="3415">
&bull; Additional staff support services &ndash; access to partner services including tax returns, accountancy, legal advice, and more</p>

<hr data-end="3587" data-start="3545">
<p data-end="3631" data-start="3588">This Role Is Not Suitable For Applicants:</p>

<p data-end="3796" data-start="3633">&bull; Not currently based within the UK<br data-end="3671" data-start="3668">
&bull; Requiring employer sponsorship for UK right to work<br data-end="3727" data-start="3724">
&bull; Without the ability to confidently manage a classroom environment</p>

<hr data-end="3840" data-start="3798">
<p data-end="3854" data-start="3841">Interested?</p>

<p data-end="4016" data-is-last-node="" data-is-only-node="" data-start="3856">Click Apply Now or contact us via phone or email for more information. Please apply with your full, up-to-date CV. All applicants will be promptly responded to.</p>
]]></description><link>https://vacancies.elementa.org.uk/job/cover-supervisor-841.aspx</link><guid>https://vacancies.elementa.org.uk/job/cover-supervisor-841.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/cover-supervisor-841/apply.aspx</applyUrl><pubDate>Tue, 02 Jun 2026 10:19:10 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/cover-supervisor-841/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>841</ffAdvert:ReferenceNumber><ffAdvert:Title>Cover Supervisor</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>3354</ffAdvert:CompanyReferenceNumber><ffAdvert:JobType>Contract</ffAdvert:JobType><ffAdvert:Discipline>Secondary</ffAdvert:Discipline><ffAdvert:Role>Instructor / Cover Supervisor</ffAdvert:Role><ffAdvert:LocationArea>WALES</ffAdvert:LocationArea><ffAdvert:Location>Rhondda Cynon Taf CBC</ffAdvert:Location><ffAdvert:Specialisation></ffAdvert:Specialisation><ffAdvert:SubSpecialisation></ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Tue, 02 Jun 2026 10:19:10 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Tue, 16 Jun 2026 10:19:10 GMT</ffAdvert:ClosingDate><ffAdvert:Remuneration>£100 - £120 per day</ffAdvert:Remuneration><ffAdvert:PostedBy>Kristi Parmee</ffAdvert:PostedBy><ffAdvert:RecruiterEmail>kristi@elementa.org.uk</ffAdvert:RecruiterEmail><ffAdvert:RecruiterDirectDial /><ffAdvert:MinimumPayment>100.00</ffAdvert:MinimumPayment><ffAdvert:MaximumPayment>120.00</ffAdvert:MaximumPayment><ffAdvert:PaymentRate>Per Day</ffAdvert:PaymentRate><ffAdvert:Currency>GBP</ffAdvert:Currency><ffAdvert:Country>Wales</ffAdvert:Country><ffAdvert:RecruiterProfilePicture>https://vacancies.elementa.org.uk/webdocs/Elementa/Person/14657/Profile/Kristi Parmee.png</ffAdvert:RecruiterProfilePicture></item><item><title>Teacher of Welsh</title><description><![CDATA[<p data-end="343" data-start="0" style="text-align: center;"><strong data-end="35" data-start="0">Teacher of Welsh</strong></p>

<p data-end="343" data-start="0"><br data-end="38" data-start="35">
<strong data-end="47" data-start="38">Type:</strong> Contract<br data-end="92" data-start="89">
<strong data-end="105" data-start="92">Location:</strong> Powys<br data-end="116" data-start="113">
<strong data-end="126" data-start="116">Hours:</strong> Full-time, Monday to Friday (term time only)<br data-end="174" data-start="171">
<strong data-end="185" data-start="174">Salary:</strong> Paid to scale (MPS/UPS, dependent on experience)<br data-end="237" data-start="234">
<strong data-end="252" data-start="237">Start date:</strong> 01/09/2026<br data-end="260" data-start="257">
<strong data-end="274" data-start="260">Essential:</strong> Fluent Welsh speaker, DBS &amp; EWC registration (or willing to apply)</p>

<p data-end="745" data-start="345">Are you passionate about promoting the Welsh language and inspiring young people through engaging and high-quality teaching? Our client is seeking a dedicated and enthusiastic Teacher of Welsh to join their supportive and forward-thinking secondary school. This is a fantastic opportunity to play a key role in developing pupils&rsquo; confidence, fluency, and appreciation of Welsh language and culture.</p>

<p data-end="781" data-start="747">As a Teacher of Welsh, you will:</p>

<ul data-end="1294" data-start="783">
	<li data-end="872" data-section-id="f2fin6" data-start="783">Plan and deliver engaging Welsh language lessons in line with the national curriculum</li>
	<li data-end="934" data-section-id="1734ztb" data-start="873">Teach across KS3 and KS4 (KS5 desirable where applicable)</li>
	<li data-end="1000" data-section-id="sgtrs3" data-start="935">Foster a love for the Welsh language, literature, and culture</li>
	<li data-end="1073" data-section-id="g1287b" data-start="1001">Create a positive, inclusive, and well-managed classroom environment</li>
	<li data-end="1135" data-section-id="y9jq7l" data-start="1074">Assess, monitor, and report on pupil progress effectively</li>
	<li data-end="1204" data-section-id="slpfxk" data-start="1136">Contribute to departmental planning and whole-school initiatives</li>
	<li data-end="1294" data-section-id="1d4qq48" data-start="1205">Support pupils with varying abilities, including those with additional learning needs</li>
</ul>

<p data-end="1329" data-start="1296">We are looking for someone who:</p>

<ul data-end="1726" data-start="1331">
	<li data-end="1372" data-section-id="hrty1e" data-start="1331">Is a fluent Welsh speaker (essential)</li>
	<li data-end="1423" data-section-id="sbpb7d" data-start="1373">Holds QTS or equivalent teaching qualification</li>
	<li data-end="1487" data-section-id="fcb9nw" data-start="1424">Has experience teaching Welsh in a secondary school setting</li>
	<li data-end="1548" data-section-id="pa5xx9" data-start="1488">Is passionate about promoting Welsh language and culture</li>
	<li data-end="1609" data-section-id="1mj6fsa" data-start="1549">Has strong classroom management and communication skills</li>
	<li data-end="1665" data-section-id="mdr8wt" data-start="1610">Is committed to safeguarding and inclusive practice</li>
	<li data-end="1726" data-section-id="18di8ep" data-start="1666">Is willing to contribute to the wider life of the school</li>
</ul>

<p data-end="1753" data-start="1728"><strong data-end="1751" data-start="1728">Application Process</strong></p>

<p data-end="2006" data-start="1755">All applications will be managed by Elementa as the recruitment partner for this client. Elementa is committed to the safeguarding of children in all of their processes and all successful applicants will have a full pre-screen to assess suitability.</p>

<p data-end="2036" data-start="2008">Appointment is subject to:</p>

<ul data-end="2326" data-start="2038">
	<li data-end="2062" data-section-id="1l3qvi5" data-start="2038">Successful interview</li>
	<li data-end="2090" data-section-id="1ux3soo" data-start="2063">Satisfactory references</li>
	<li data-end="2126" data-section-id="nofnys" data-start="2091">Safeguarding &amp; Prevent training</li>
	<li data-end="2177" data-section-id="1tnuv53" data-start="2127">EWC registration in the appropriate categories</li>
	<li data-end="2268" data-section-id="15i3fd1" data-start="2178">DBS Enhanced Disclosure (chargeable at &pound;64.20 unless subscribed to the Update Service)</li>
	<li data-end="2326" data-section-id="k3c3fw" data-start="2269">Successful completion of the 60-day paid trial period</li>
</ul>

<p data-end="2363" data-start="2328"><strong data-end="2361" data-start="2328">Elementa Candidate Commitment</strong></p>

<ul data-end="2883" data-start="2365">
	<li data-end="2443" data-section-id="2sb586" data-start="2365">Weekly pay &ndash; no waiting for monthly payroll cut-off; paid one week in lieu</li>
	<li data-end="2504" data-section-id="12cr3vy" data-start="2444">PAYE contract &ndash; provides protections and employee rights</li>
	<li data-end="2640" data-section-id="1406l9y" data-start="2505">Training &amp; Support &ndash; access to free or discounted training including Safeguarding, Behaviour, Team Teach, SEND, Makaton, and Thrive</li>
	<li data-end="2713" data-section-id="baxui2" data-start="2641">Welfare support &ndash; regular contact from a dedicated candidate manager</li>
	<li data-end="2793" data-section-id="5a22kl" data-start="2714">Fair pay policy &ndash; candidates paid to scale; any variation agreed in writing</li>
	<li data-end="2883" data-section-id="1pssh9k" data-start="2794">Additional services &ndash; access to partners offering tax, legal, and accountancy support</li>
</ul>

<p data-end="2936" data-start="2885">This role is not suitable for applicants who are:</p>

<ul data-end="3061" data-start="2938">
	<li data-end="2971" data-section-id="16ypqwg" data-start="2938">Not currently based in the UK</li>
	<li data-end="3027" data-section-id="56tdj8" data-start="2972">Requiring employer sponsorship for UK right to work</li>
	<li data-end="3061" data-section-id="kpdjcz" data-start="3028">Without UK schools experience</li>
	<li data-end="3061" data-section-id="kpdjcz" data-start="3028">Not fluent in Welsh</li>
</ul>

<p data-end="3196" data-is-last-node="" data-is-only-node="" data-start="3063">If you have the relevant skills and experience, apply now with your full up-to-date CV. All applicants will be promptly responded to.</p>
]]></description><link>https://vacancies.elementa.org.uk/job/teacher-of-welsh-840.aspx</link><guid>https://vacancies.elementa.org.uk/job/teacher-of-welsh-840.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/teacher-of-welsh-840/apply.aspx</applyUrl><pubDate>Tue, 02 Jun 2026 10:19:10 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/teacher-of-welsh-840/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>840</ffAdvert:ReferenceNumber><ffAdvert:Title>Teacher of Welsh</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>3605</ffAdvert:CompanyReferenceNumber><ffAdvert:JobType>Contract</ffAdvert:JobType><ffAdvert:Discipline>Secondary</ffAdvert:Discipline><ffAdvert:Role>Teacher (QTS / QTLS)</ffAdvert:Role><ffAdvert:LocationArea>WALES</ffAdvert:LocationArea><ffAdvert:Location>Caerphilly CBC</ffAdvert:Location><ffAdvert:Specialisation>SECONDARY</ffAdvert:Specialisation><ffAdvert:SubSpecialisation>MFL - Welsh medium</ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Tue, 02 Jun 2026 10:19:10 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Tue, 16 Jun 2026 10:19:10 GMT</ffAdvert:ClosingDate><ffAdvert:Remuneration>£172.98 - £238.95 per day</ffAdvert:Remuneration><ffAdvert:PostedBy>Kristi Parmee</ffAdvert:PostedBy><ffAdvert:RecruiterEmail>kristi@elementa.org.uk</ffAdvert:RecruiterEmail><ffAdvert:RecruiterDirectDial /><ffAdvert:MinimumPayment>172.98</ffAdvert:MinimumPayment><ffAdvert:MaximumPayment>238.95</ffAdvert:MaximumPayment><ffAdvert:PaymentRate>Per Day</ffAdvert:PaymentRate><ffAdvert:Currency>GBP</ffAdvert:Currency><ffAdvert:Country>Wales</ffAdvert:Country><ffAdvert:RecruiterProfilePicture>https://vacancies.elementa.org.uk/webdocs/Elementa/Person/14657/Profile/Kristi Parmee.png</ffAdvert:RecruiterProfilePicture></item><item><title>SEMH Teaching Assistant</title><description><![CDATA[<p data-end="361" data-start="99" style="text-align: center;"><strong data-end="126" data-start="99">SEMH Teaching Assistant</strong></p>

<p data-end="361" data-start="99"><br data-end="129" data-start="126">
&bull; Type: Contract / Long-term / Supply (depending on availability)<br data-end="197" data-start="194">
&bull; Location: Cardiff &amp; surrounding areas<br data-end="239" data-start="236">
&bull; Start date: ASAP<br data-end="260" data-start="257">
&bull; Hours: Full-time (part-time considered)<br data-end="304" data-start="301">
&bull; Pay: Competitive daily rate (dependent on experience)</p>

<p data-end="528" data-start="363">Are you a patient, resilient, and empathetic individual with a passion for supporting young people who face social, emotional, and mental health (SEMH) challenges?</p>

<p data-end="848" data-start="530">Elementa Support Services is working in partnership with supportive and inclusive schools to recruit dedicated SEMH Teaching Assistants. This role offers a rewarding opportunity to make a meaningful difference in the lives of pupils who require additional emotional and behavioural support to access their education.</p>

<hr data-end="892" data-start="850">
<p data-end="1424" data-start="894"><strong data-end="912" data-start="894">About the Role</strong><br data-end="915" data-start="912">
As an SEMH Teaching Assistant, you will:<br data-end="958" data-start="955">
&bull; Provide 1:1 and small group support for pupils with SEMH needs<br data-end="1025" data-start="1022">
&bull; Build positive, trusting relationships with students to support their emotional wellbeing<br data-end="1119" data-start="1116">
&bull; Assist in managing behaviour and promoting positive coping strategies<br data-end="1193" data-start="1190">
&bull; Support students to engage with learning activities and remain on task<br data-end="1268" data-start="1265">
&bull; Work closely with teachers, SENCOs, and pastoral teams to implement support plans<br data-end="1354" data-start="1351">
&bull; Help create a safe, nurturing, and structured learning environment</p>

<hr data-end="1468" data-start="1426">
<p data-end="2007" data-start="1470"><strong data-end="1483" data-start="1470">About You</strong><br data-end="1486" data-start="1483">
The ideal candidate will:<br data-end="1514" data-start="1511">
&bull; Have experience working with children or young people with SEMH, behavioural needs, or additional learning needs (desirable but not essential)<br data-end="1661" data-start="1658">
&bull; Be calm, patient, and resilient in challenging situations<br data-end="1723" data-start="1720">
&bull; Have strong communication and relationship-building skills<br data-end="1786" data-start="1783">
&bull; Be able to set clear boundaries while remaining supportive and understanding<br data-end="1867" data-start="1864">
&bull; Be committed to safeguarding and promoting the wellbeing of children<br data-end="1940" data-start="1937">
&bull; Be adaptable and willing to learn new strategies and approaches</p>

<hr data-end="2051" data-start="2009">
<p data-end="2392" data-start="2053"><strong data-end="2070" data-start="2053">What We Offer</strong><br data-end="2073" data-start="2070">
&bull; Competitive daily pay rates<br data-end="2105" data-start="2102">
&bull; Flexible working opportunities to suit your availability<br data-end="2166" data-start="2163">
&bull; Ongoing support from a dedicated consultant<br data-end="2214" data-start="2211">
&bull; Access to training and professional development, including behaviour management and safeguarding<br data-end="2315" data-start="2312">
&bull; Opportunity to gain valuable experience in a rewarding and impactful role</p>

<hr data-end="2436" data-start="2394">
<p data-end="2758" data-start="2438"><strong data-end="2480" data-start="2438">Recruitment &amp; Safeguarding Information</strong><br data-end="2483" data-start="2480">
All applications will be managed by Elementa Support Services as the recruitment partner for this client. Elementa is committed to safeguarding children in all processes, and all successful applicants will undergo a full pre-screen to assess their suitability for the role.</p>

<p data-end="3158" data-start="2760">Any appointment will be subject to:<br data-end="2798" data-start="2795">
&bull; A successful interview process<br data-end="2833" data-start="2830">
&bull; Satisfactory references<br data-end="2861" data-start="2858">
&bull; Safeguarding &amp; Prevent training<br data-end="2897" data-start="2894">
&bull; Education Workforce Council (EWC) registration in the appropriate categories<br data-end="2978" data-start="2975">
&bull; Enhanced DBS Disclosure (which may be chargeable at &pound;64.20 unless subscribed to the Update Service)<br data-end="3082" data-start="3079">
&bull; Successful completion of a 12-week / 60 paid day employment trial period</p>

<p data-end="3820" data-start="3160"><strong data-end="3193" data-start="3160">ELEMENTA CANDIDATE COMMITMENT</strong><br data-end="3196" data-start="3193">
&bull; Weekly pay &ndash; no waiting for monthly payroll cut-off dates; Elementa pays one week in lieu<br data-end="3290" data-start="3287">
&bull; PAYE contract &ndash; unless requested otherwise, providing full employment protections<br data-end="3376" data-start="3373">
&bull; Training &amp; Support &ndash; free or heavily discounted training including Safeguarding, Behaviour Management, Team Teach, SEND, Makaton, and Thrive<br data-end="3521" data-start="3518">
&bull; Dedicated candidate manager providing regular welfare contact and ongoing support<br data-end="3607" data-start="3604">
&bull; Fair pay policy &ndash; paid to scale; any variation agreed in writing prior to placement<br data-end="3695" data-start="3692">
&bull; Additional staff support services &ndash; access to partner services including tax returns, accountancy, legal advice, and more</p>

<p data-end="4015" data-start="3822"><strong data-end="3867" data-start="3822">This Role Is Not Suitable For Applicants:</strong><br data-end="3870" data-start="3867">
&bull; Not currently based within the UK<br data-end="3908" data-start="3905">
&bull; Requiring employer sponsorship for UK right to work<br data-end="3964" data-start="3961">
&bull; Without UK secondary school teaching experience</p>
]]></description><link>https://vacancies.elementa.org.uk/job/semh-teaching-assistant-839.aspx</link><guid>https://vacancies.elementa.org.uk/job/semh-teaching-assistant-839.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/semh-teaching-assistant-839/apply.aspx</applyUrl><pubDate>Tue, 02 Jun 2026 10:19:10 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/semh-teaching-assistant-839/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>839</ffAdvert:ReferenceNumber><ffAdvert:Title>SEMH Teaching Assistant</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>3354</ffAdvert:CompanyReferenceNumber><ffAdvert:JobType>Contract</ffAdvert:JobType><ffAdvert:Discipline>Special School/Setting (SEND)</ffAdvert:Discipline><ffAdvert:Role>Learning Support Assistant</ffAdvert:Role><ffAdvert:LocationArea>WALES</ffAdvert:LocationArea><ffAdvert:Location>Cardiff Council</ffAdvert:Location><ffAdvert:Specialisation>School Support Roles</ffAdvert:Specialisation><ffAdvert:SubSpecialisation>Learning Support Assistant</ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Tue, 02 Jun 2026 10:19:10 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Tue, 16 Jun 2026 10:19:10 GMT</ffAdvert:ClosingDate><ffAdvert:Remuneration>£90-£110 per day</ffAdvert:Remuneration><ffAdvert:PostedBy>Kristi Parmee</ffAdvert:PostedBy><ffAdvert:RecruiterEmail>kristi@elementa.org.uk</ffAdvert:RecruiterEmail><ffAdvert:RecruiterDirectDial /><ffAdvert:MinimumPayment>90.00</ffAdvert:MinimumPayment><ffAdvert:MaximumPayment>110.00</ffAdvert:MaximumPayment><ffAdvert:PaymentRate>Per Day</ffAdvert:PaymentRate><ffAdvert:Currency>GBP</ffAdvert:Currency><ffAdvert:Country>Wales</ffAdvert:Country><ffAdvert:RecruiterProfilePicture>https://vacancies.elementa.org.uk/webdocs/Elementa/Person/14657/Profile/Kristi Parmee.png</ffAdvert:RecruiterProfilePicture></item><item><title>ALN Teacher</title><description><![CDATA[<p data-end="406" data-start="125"><strong data-end="171" data-start="125">Teacher of Additional Learning Needs (ALN)</strong></p>

<p data-end="406" data-start="125"><br data-end="174" data-start="171">
&bull; Type: Contract / Long-term / Supply (depending on availability)<br data-end="242" data-start="239">
&bull; Location: Cardiff &amp; surrounding areas<br data-end="284" data-start="281">
&bull; Start date: 13/04/2026<br data-end="305" data-start="302">
&bull; Hours: Full-time (part-time considered)<br data-end="349" data-start="346">
&bull; Pay: Paid to scale (MPS/UPS, dependent on experience)</p>

<p data-end="1010" data-start="408">Are you a passionate ALN Teacher who believes in the power of education to unlock every learner&rsquo;s potential and provide the support they need to thrive?<br data-end="563" data-start="560">
Elementa Support Services is working in partnership with supportive and forward-thinking schools and alternative provision settings to recruit enthusiastic and knowledgeable ALN Teachers who can deliver engaging, differentiated lessons tailored to learners&rsquo; individual needs. This role offers the opportunity to make a real difference in students&rsquo; lives while promoting inclusion, confidence, and progress within a positive learning environment.</p>

<hr data-end="1054" data-start="1012">
<p data-end="1646" data-start="1055"><strong data-end="1073" data-start="1055">About the Role</strong><br data-end="1076" data-start="1073">
As a Teacher of ALN, you will:<br data-end="1109" data-start="1106">
&bull; Plan and deliver engaging lessons tailored to ALN learners in line with the national curriculum and individual learning plans<br data-end="1239" data-start="1236">
&bull; Assess, monitor, and report on student progress, adapting teaching strategies as needed<br data-end="1331" data-start="1328">
&bull; Create a positive, inclusive, and well-managed classroom environment<br data-end="1404" data-start="1401">
&bull; Collaborate with staff, parents, and external agencies to ensure the best outcomes for learners<br data-end="1504" data-start="1501">
&bull; Promote safeguarding, wellbeing, and positive behaviour at all times<br data-end="1577" data-start="1574">
&bull; Contribute to the wider school or alternative provision community</p>

<hr data-end="1690" data-start="1648">
<p data-end="2128" data-start="1691"><strong data-end="1717" data-start="1691">What We&rsquo;re Looking For</strong><br data-end="1720" data-start="1717">
To be considered, candidates must have:<br data-end="1762" data-start="1759">
&bull; Qualified Teacher Status (QTS)<br data-end="1797" data-start="1794">
&bull; Education Workforce Council (EWC) registration<br data-end="1848" data-start="1845">
&bull; An Enhanced DBS on the Update Service, or willingness to apply (Elementa can assist)<br data-end="1937" data-start="1934">
&bull; Previous experience teaching ALN learners&nbsp;<br data-end="2056" data-start="2053">
&bull; Strong classroom management, communication, and interpersonal skills</p>

<p data-end="2316" data-start="2130">Desirable:<br data-end="2143" data-start="2140">
&bull; Experience in ALN schools or alternative provision<br data-end="2200" data-start="2197">
&bull; Creativity and adaptability in lesson planning<br data-end="2251" data-start="2248">
&bull; A reflective and flexible approach to meeting learners&rsquo; needs</p>

<hr data-end="2360" data-start="2318">
<p data-end="2693" data-start="2361"><strong data-end="2403" data-start="2361">Recruitment &amp; Safeguarding Information</strong><br data-end="2406" data-start="2403">
All applications will be managed by Elementa Support Services as the recruitment partner for this client. Elementa is committed to the safeguarding of children in all of their processes and all successful applicants will have a full pre-screen to assess their suitability for the role.</p>

<p data-end="3093" data-start="2695">Any appointment will be subject to:<br data-end="2733" data-start="2730">
&bull; A successful interview process<br data-end="2768" data-start="2765">
&bull; Satisfactory references<br data-end="2796" data-start="2793">
&bull; Safeguarding &amp; Prevent training<br data-end="2832" data-start="2829">
&bull; Education Workforce Council (EWC) registration in the appropriate categories<br data-end="2913" data-start="2910">
&bull; Enhanced DBS Disclosure (which may be chargeable at &pound;64.20 unless subscribed to the Update Service)<br data-end="3017" data-start="3014">
&bull; Successful completion of a 12-week / 60 paid day employment trial period</p>

<hr data-end="3137" data-start="3095">
<p data-end="3798" data-start="3138"><strong data-end="3171" data-start="3138">ELEMENTA CANDIDATE COMMITMENT</strong><br data-end="3174" data-start="3171">
&bull; Weekly pay &ndash; no waiting for monthly payroll cut-off dates; Elementa pays one week in lieu<br data-end="3268" data-start="3265">
&bull; PAYE contract &ndash; unless requested otherwise, providing full employment protections<br data-end="3354" data-start="3351">
&bull; Training &amp; Support &ndash; free or heavily discounted training including Safeguarding, Behaviour Management, Team Teach, SEND, Makaton, and Thrive<br data-end="3499" data-start="3496">
&bull; Dedicated candidate manager providing regular welfare contact and ongoing support<br data-end="3585" data-start="3582">
&bull; Fair pay policy &ndash; paid to scale; any variation agreed in writing prior to placement<br data-end="3673" data-start="3670">
&bull; Additional staff support services &ndash; access to partner services including tax returns, accountancy, legal advice, and more</p>

<hr data-end="3842" data-start="3800">
<p data-end="4029" data-start="3843"><strong data-end="3888" data-start="3843">This Role Is Not Suitable For Applicants:</strong><br data-end="3891" data-start="3888">
&bull; Not currently based within the UK<br data-end="3929" data-start="3926">
&bull; Requiring employer sponsorship for UK right to work<br data-end="3985" data-start="3982">
&bull; Without relevant ALN teaching experience</p>

<hr data-end="4073" data-start="4031">
<p data-end="4256" data-start="4074"><strong data-end="4089" data-start="4074">Interested?</strong><br data-end="4092" data-start="4089">
Click Apply Now or contact us via phone or email for more information.<br data-end="4165" data-start="4162">
Please apply with your full, up-to-date CV. All applicants will be promptly responded to.</p>
]]></description><link>https://vacancies.elementa.org.uk/job/aln-teacher-838.aspx</link><guid>https://vacancies.elementa.org.uk/job/aln-teacher-838.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/aln-teacher-838/apply.aspx</applyUrl><pubDate>Tue, 02 Jun 2026 10:19:10 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/aln-teacher-838/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>838</ffAdvert:ReferenceNumber><ffAdvert:Title>ALN Teacher</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>3354</ffAdvert:CompanyReferenceNumber><ffAdvert:JobType>Contract</ffAdvert:JobType><ffAdvert:Discipline>Special School/Setting (SEND)</ffAdvert:Discipline><ffAdvert:Role>Teacher (QTS / QTLS)</ffAdvert:Role><ffAdvert:LocationArea>WALES</ffAdvert:LocationArea><ffAdvert:Location>Cardiff Council</ffAdvert:Location><ffAdvert:Specialisation>SEND experience</ffAdvert:Specialisation><ffAdvert:SubSpecialisation></ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Tue, 02 Jun 2026 10:19:10 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Tue, 16 Jun 2026 10:19:10 GMT</ffAdvert:ClosingDate><ffAdvert:Remuneration>£172.98 - £238.95 per day</ffAdvert:Remuneration><ffAdvert:PostedBy>Kristi Parmee</ffAdvert:PostedBy><ffAdvert:RecruiterEmail>kristi@elementa.org.uk</ffAdvert:RecruiterEmail><ffAdvert:RecruiterDirectDial /><ffAdvert:MinimumPayment>172.98</ffAdvert:MinimumPayment><ffAdvert:MaximumPayment>238.95</ffAdvert:MaximumPayment><ffAdvert:PaymentRate>Per Day</ffAdvert:PaymentRate><ffAdvert:Currency>GBP</ffAdvert:Currency><ffAdvert:Country>Wales</ffAdvert:Country><ffAdvert:RecruiterProfilePicture>https://vacancies.elementa.org.uk/webdocs/Elementa/Person/14657/Profile/Kristi Parmee.png</ffAdvert:RecruiterProfilePicture></item><item><title>Welsh-Speaking Cover Supervisor</title><description><![CDATA[<h2 data-end="305" data-start="0" style="text-align: center;"><u><strong data-end="35" data-start="0">Welsh-Speaking Cover Supervisor</strong></u></h2>

<p data-end="305" data-start="0"><br data-end="38" data-start="35">
&bull; <strong data-end="49" data-start="40">Type:</strong> Contract / Long-term / Supply (depending on availability)<br data-end="110" data-start="107">
&bull; <strong data-end="125" data-start="112">Location:</strong> Vale of Glamorgan &amp; surrounding areas<br data-end="171" data-start="168">
&bull; <strong data-end="188" data-start="173">Start date:</strong> 13/04/2026 - 22/07/2026 initially<br data-end="196" data-start="193">
&bull; <strong data-end="208" data-start="198">Hours:</strong> Full-time (part-time considered)<br data-end="244" data-start="241">
&bull; <strong data-end="254" data-start="246">Pay:</strong> Competitive daily rate (dependent on experience)</p>

<p data-end="409" data-start="307">Are you a confident Welsh speaker with experience working with children and a passion for education?</p>

<p data-end="772" data-start="411">Elementa Support Services is working in partnership with supportive primary and secondary schools across Wales to recruit enthusiastic and reliable Welsh-Speaking Cover Supervisors. This role offers a fantastic opportunity to gain hands-on classroom experience, support continuity of learning, and make a real impact within Welsh-medium education.</p>

<hr data-end="816" data-start="774">
<h3 data-end="838" data-section-id="9wd6ee" data-start="818">About the Role</h3>

<p data-end="1310" data-start="840">As a Welsh-Speaking Cover Supervisor, you will:<br data-end="890" data-start="887">
&bull; Deliver pre-planned lessons in the absence of the class teacher<br data-end="958" data-start="955">
&bull; Maintain positive classroom behaviour and a focused learning environment<br data-end="1035" data-start="1032">
&bull; Support pupils&rsquo; learning and engagement across a range of subjects<br data-end="1106" data-start="1103">
&bull; Communicate confidently in Welsh within Welsh-medium and bilingual settings<br data-end="1186" data-start="1183">
&bull; Follow safeguarding procedures and school policies at all times<br data-end="1254" data-start="1251">
&bull; Provide feedback to teaching staff following lessons</p>

<hr data-end="1354" data-start="1312">
<h3 data-end="1384" data-section-id="12qim98" data-start="1356">What We&rsquo;re Looking For</h3>

<p data-end="1790" data-start="1386">To be considered, candidates must have:<br data-end="1428" data-start="1425">
&bull; Fluent Welsh language skills (essential)<br data-end="1473" data-start="1470">
&bull; Experience working with children or young people (school-based experience desirable)<br data-end="1562" data-start="1559">
&bull; Strong classroom presence and confidence managing groups<br data-end="1623" data-start="1620">
&bull; An Enhanced DBS on the Update Service, or willingness to apply (Elementa can assist)<br data-end="1712" data-start="1709">
&bull; Education Workforce Council (EWC) registration, or willingness to register</p>

<p data-end="1969" data-start="1792">Desirable:<br data-end="1805" data-start="1802">
&bull; Experience within Welsh-medium education<br data-end="1850" data-start="1847">
&bull; A proactive and adaptable approach to classroom support<br data-end="1910" data-start="1907">
&bull; Interest in progressing into teacher training or a PGCE</p>

<hr data-end="2013" data-start="1971">
<h3 data-end="2059" data-section-id="1xscxw" data-start="2015">Recruitment &amp; Safeguarding Information</h3>

<p data-end="2348" data-start="2061">All applications will be managed by Elementa Support Services as the recruitment partner for this client. Elementa is committed to the safeguarding of children in all of their processes and all successful applicants will have a full pre-screen to assess their suitability for the role.</p>

<p data-end="2748" data-start="2350">Any appointment will be subject to:<br data-end="2388" data-start="2385">
&bull; A successful interview process<br data-end="2423" data-start="2420">
&bull; Satisfactory references<br data-end="2451" data-start="2448">
&bull; Safeguarding &amp; Prevent training<br data-end="2487" data-start="2484">
&bull; Education Workforce Council (EWC) registration in the appropriate categories<br data-end="2568" data-start="2565">
&bull; Enhanced DBS Disclosure (which may be chargeable at &pound;64.20 unless subscribed to the Update Service)<br data-end="2672" data-start="2669">
&bull; Successful completion of a 12-week / 60 paid day employment trial period</p>

<hr data-end="2792" data-start="2750">
<h3 data-end="2829" data-section-id="6h04un" data-start="2794">ELEMENTA CANDIDATE COMMITMENT</h3>

<p data-end="3483" data-start="2831">&bull; Weekly pay &ndash; no waiting for monthly payroll cut-off dates; Elementa pays one week in lieu<br data-end="2925" data-start="2922">
&bull; PAYE contract &ndash; unless requested otherwise, providing full employment protections<br data-end="3011" data-start="3008">
&bull; Training &amp; Support &ndash; free or heavily discounted training including Safeguarding, Behaviour Management, Team Teach, SEND, Makaton, and Thrive<br data-end="3156" data-start="3153">
&bull; Dedicated candidate manager providing regular welfare contact and ongoing support<br data-end="3242" data-start="3239">
&bull; Fair pay policy &ndash; paid appropriately to role and experience; any variation agreed in writing prior to placement<br data-end="3358" data-start="3355">
&bull; Additional staff support services &ndash; access to partner services including tax returns, accountancy, legal advice, and more</p>

<hr data-end="3527" data-start="3485">
<h3 data-end="3576" data-section-id="e02u9w" data-start="3529">This Role Is Not Suitable For Applicants:</h3>

<p data-end="3706" data-start="3578">&bull; Not currently based within the UK<br data-end="3616" data-start="3613">
&bull; Requiring employer sponsorship for UK right to work<br data-end="3672" data-start="3669">
&bull; Without UK schools&rsquo; experience</p>
]]></description><link>https://vacancies.elementa.org.uk/job/welshspeaking-cover-supervisor-836.aspx</link><guid>https://vacancies.elementa.org.uk/job/welshspeaking-cover-supervisor-836.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/welshspeaking-cover-supervisor-836/apply.aspx</applyUrl><pubDate>Tue, 02 Jun 2026 10:19:09 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/welshspeaking-cover-supervisor-836/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>836</ffAdvert:ReferenceNumber><ffAdvert:Title>Welsh-Speaking Cover Supervisor</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>3354</ffAdvert:CompanyReferenceNumber><ffAdvert:JobType>Contract</ffAdvert:JobType><ffAdvert:Discipline>Secondary</ffAdvert:Discipline><ffAdvert:Role>Instructor / Cover Supervisor</ffAdvert:Role><ffAdvert:LocationArea>WALES</ffAdvert:LocationArea><ffAdvert:Location>Vale of Glamorgan C</ffAdvert:Location><ffAdvert:Specialisation>SECONDARY</ffAdvert:Specialisation><ffAdvert:SubSpecialisation>MFL - Welsh medium</ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Tue, 02 Jun 2026 10:19:09 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Tue, 16 Jun 2026 10:19:09 GMT</ffAdvert:ClosingDate><ffAdvert:Remuneration>£100 - £120 per day</ffAdvert:Remuneration><ffAdvert:PostedBy>Kristi Parmee</ffAdvert:PostedBy><ffAdvert:RecruiterEmail>kristi@elementa.org.uk</ffAdvert:RecruiterEmail><ffAdvert:RecruiterDirectDial /><ffAdvert:MinimumPayment>100.00</ffAdvert:MinimumPayment><ffAdvert:MaximumPayment>120.00</ffAdvert:MaximumPayment><ffAdvert:PaymentRate>Per Day</ffAdvert:PaymentRate><ffAdvert:Currency>GBP</ffAdvert:Currency><ffAdvert:Country>Wales</ffAdvert:Country><ffAdvert:RecruiterProfilePicture>https://vacancies.elementa.org.uk/webdocs/Elementa/Person/14657/Profile/Kristi Parmee.png</ffAdvert:RecruiterProfilePicture></item><item><title>Teacher of English</title><description><![CDATA[<h2 data-end="126" data-section-id="153j5w2" data-start="103" style="text-align: center;"><strong>Teacher of English</strong></h2>

<p data-end="532" data-start="127"><strong data-end="136" data-start="127">Type:</strong> Contract / Long-term / Supply (depending on availability)<br data-end="197" data-start="194">
<strong data-end="210" data-start="197">Location:</strong> Various (South Wales &amp; South West opportunities available)<br data-end="272" data-start="269">
<strong data-end="282" data-start="272">Hours:</strong> Full-time (part-time considered), term time only<br data-end="334" data-start="331">
<strong data-end="345" data-start="334">Salary:</strong> Paid to scale (MPS/UPS, dependent on experience)<br data-end="397" data-start="394">
<strong data-end="412" data-start="397">Start date:</strong> 13/04/2026<br data-end="434" data-start="431">
<strong data-end="448" data-start="434">Essential:</strong> QTS, DBS &amp; EWC registration (or willing to apply), UK secondary school experience</p>

<p data-end="936" data-start="534">Are you passionate about English and inspiring young people through literature, language, and creative expression? Elementa Support Services is working with a range of supportive and forward-thinking secondary schools to recruit enthusiastic and committed <strong data-end="813" data-start="790">Teachers of English</strong>. This is a fantastic opportunity to make a meaningful impact on pupils&rsquo; academic progress and confidence in communication.</p>

<p data-end="972" data-start="938">As a Teacher of English, you will:</p>

<ul>
	<li data-end="1402" data-start="974">Deliver engaging and creative English lessons across KS3 and KS4 (KS5 desirable)</li>
	<li data-end="1402" data-start="974">Plan, prepare, and assess work in line with the national curriculum</li>
	<li data-end="1402" data-start="974">Support students of varying abilities, including those with additional learning needs</li>
	<li data-end="1402" data-start="974">Create a positive, inclusive, and well-managed classroom environment</li>
	<li data-end="1402" data-start="974">Monitor and report on pupil progress and attainment</li>
	<li data-end="1402" data-start="974">Contribute to wider school life and departmental development</li>
</ul>

<p data-end="1435" data-start="1404">We are looking for someone who:</p>

<ul>
	<li data-end="1853" data-start="1437">Has experience teaching English in UK secondary schools</li>
	<li data-end="1853" data-start="1437">Is passionate about raising attainment and inspiring a love of reading and writing</li>
	<li data-end="1853" data-start="1437">Has strong classroom management and organisational skills</li>
	<li data-end="1853" data-start="1437">Is adaptable, reliable, and able to build positive relationships with pupils and staff</li>
	<li data-end="1853" data-start="1437">Is committed to safeguarding and inclusive educational practice</li>
	<li data-end="1853" data-start="1437">Is willing to engage in ongoing professional development</li>
</ul>

<hr data-end="1858" data-start="1855">
<h2 data-end="1884" data-section-id="1699wxg" data-start="1860">Application Process</h2>

<p data-end="2162" data-start="1886">All applications will be managed by Elementa as the recruitment partner for this client. Elementa is committed to the safeguarding of children in all of their processes and all successful applicants will have a full pre-screen to assess suitability. Appointment is subject to:</p>

<ul>
	<li data-end="2440" data-start="2164">Successful interview</li>
	<li data-end="2440" data-start="2164">Satisfactory references</li>
	<li data-end="2440" data-start="2164">Safeguarding &amp; Prevent training</li>
	<li data-end="2440" data-start="2164">EWC registration in the appropriate categories</li>
	<li data-end="2440" data-start="2164">DBS Enhanced Disclosure (chargeable at &pound;64.20 unless subscribed to the Update Service)</li>
	<li data-end="2440" data-start="2164">Successful completion of the 60-day paid trial period</li>
</ul>

<hr data-end="2445" data-start="2442">
<h2 data-end="2481" data-section-id="1wxo7nw" data-start="2447">Elementa Candidate Commitment</h2>

<ul>
	<li data-end="2989" data-start="2483">Weekly pay &ndash; no waiting for monthly payroll cut-off; paid one week in lieu</li>
	<li data-end="2989" data-start="2483">PAYE contract &ndash; provides protections and employee rights</li>
	<li data-end="2989" data-start="2483">Training &amp; Support &ndash; access to free or discounted training including Safeguarding, Behaviour, Team Teach, SEND, Makaton, and Thrive</li>
	<li data-end="2989" data-start="2483">Welfare support &ndash; regular contact from a dedicated candidate manager</li>
	<li data-end="2989" data-start="2483">Fair pay policy &ndash; candidates paid to scale; any variation agreed in writing</li>
	<li data-end="2989" data-start="2483">Additional services &ndash; access to partners offering tax, legal, and accountancy support</li>
</ul>

<hr data-end="2994" data-start="2991">
<h2 data-end="3048" data-section-id="11dyg3l" data-start="2996">This role is not suitable for applicants who are:</h2>

<ul>
	<li data-end="3167" data-start="3050">Not currently based in the UK</li>
	<li data-end="3167" data-start="3050">Requiring employer sponsorship for UK right to work</li>
	<li data-end="3167" data-start="3050">Without UK schools experience</li>
</ul>

<hr data-end="3172" data-start="3169">
<p data-end="3309" data-start="3174">If you have the relevant skills and experience, apply now with your full up-to-date CV. All applicants will be promptly responded to.</p>
]]></description><link>https://vacancies.elementa.org.uk/job/teacher-of-english-835.aspx</link><guid>https://vacancies.elementa.org.uk/job/teacher-of-english-835.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/teacher-of-english-835/apply.aspx</applyUrl><pubDate>Tue, 02 Jun 2026 10:19:09 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/teacher-of-english-835/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>835</ffAdvert:ReferenceNumber><ffAdvert:Title>Teacher of English</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>3354</ffAdvert:CompanyReferenceNumber><ffAdvert:JobType>Contract</ffAdvert:JobType><ffAdvert:Discipline>Secondary</ffAdvert:Discipline><ffAdvert:Role>Teacher (QTS / QTLS)</ffAdvert:Role><ffAdvert:LocationArea>WALES</ffAdvert:LocationArea><ffAdvert:Location>Vale of Glamorgan C</ffAdvert:Location><ffAdvert:Specialisation>SECONDARY</ffAdvert:Specialisation><ffAdvert:SubSpecialisation>English Literature</ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Tue, 02 Jun 2026 10:19:09 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Tue, 16 Jun 2026 10:19:09 GMT</ffAdvert:ClosingDate><ffAdvert:Remuneration>£172.98+</ffAdvert:Remuneration><ffAdvert:PostedBy>Kristi Parmee</ffAdvert:PostedBy><ffAdvert:RecruiterEmail>kristi@elementa.org.uk</ffAdvert:RecruiterEmail><ffAdvert:RecruiterDirectDial /><ffAdvert:MinimumPayment>172.98</ffAdvert:MinimumPayment><ffAdvert:MaximumPayment>238.95</ffAdvert:MaximumPayment><ffAdvert:PaymentRate>Per Day</ffAdvert:PaymentRate><ffAdvert:Currency>GBP</ffAdvert:Currency><ffAdvert:Country>Wales</ffAdvert:Country><ffAdvert:RecruiterProfilePicture>https://vacancies.elementa.org.uk/webdocs/Elementa/Person/14657/Profile/Kristi Parmee.png</ffAdvert:RecruiterProfilePicture></item><item><title>Fluent Welsh Teaching Assistant (Primary)</title><description><![CDATA[<h2 data-end="232" data-section-id="134b754" data-start="184" style="text-align: center;"><strong data-end="232" data-start="187">Teaching Assistant (Welsh-Medium)</strong></h2>

<ul data-end="591" data-start="234">
	<li data-end="289" data-section-id="1nrtmrr" data-start="234"><strong data-end="245" data-start="236">Type:</strong>&nbsp;Day to day/part time/full time (depending on availability)</li>
	<li data-end="315" data-section-id="1prfmhe" data-start="290"><strong data-end="305" data-start="292">Location:</strong> Cardiff</li>
	<li data-end="381" data-section-id="1h8tra8" data-start="316"><strong data-end="328" data-start="318">Hours:</strong> 8:30am &ndash; 3:30pm, Monday to Friday (term time only)</li>
	<li data-end="480" data-section-id="532cvt" data-start="382"><strong data-end="395" data-start="384">Salary:</strong> &pound;85 - &pound;100 per day</li>
	<li data-end="505" data-section-id="1lzw4g5" data-start="481"><strong data-end="498" data-start="483">Start date:</strong> 13/04/2026</li>
</ul>

<p data-end="917" data-start="593">Are you passionate about supporting children in a Welsh-medium primary school? Our client is looking for a friendly, motivated <strong data-end="750" data-start="720">General Teaching Assistant</strong> to join their welcoming and supportive team. This is a fantastic opportunity to make a real difference to pupils&rsquo; learning and wellbeing in a nurturing environment.</p>

<p data-end="939" data-start="919">As a TA, you will:</p>

<ul data-end="1284" data-start="940">
	<li data-end="1003" data-section-id="2oc820" data-start="940">Support learning in small groups and 1:1, across the school</li>
	<li data-end="1084" data-section-id="v9rab6" data-start="1004">Help pupils with additional learning needs or emotional/behavioural barriers</li>
	<li data-end="1160" data-section-id="ty6h2w" data-start="1085">Engage parents and collaborate with external agencies to support pupils</li>
	<li data-end="1228" data-section-id="13sxqve" data-start="1161">Contribute to creating a positive, inclusive school environment</li>
	<li data-end="1284" data-section-id="110h4jo" data-start="1229">Take part in training and development opportunities</li>
</ul>

<p data-end="1319" data-start="1286">We are looking for someone who:</p>

<ul data-end="1645" data-start="1320">
	<li data-end="1403" data-section-id="1aj8c8t" data-start="1320">Has experience working with children (school, childcare, or community settings)</li>
	<li data-end="1459" data-section-id="1msr8un" data-start="1404">Is patient, enthusiastic, and a positive role model</li>
	<li data-end="1511" data-section-id="1w494sj" data-start="1460">Has excellent teamwork and communication skills</li>
	<li data-end="1567" data-section-id="mdr8wt" data-start="1512">Is committed to safeguarding and inclusive practice</li>
	<li data-end="1645" data-section-id="jj2d01" data-start="1568">Is willing to undertake further training (SEND, THRIVE, Team Teach, etc.)</li>
</ul>

<h3 data-end="1676" data-section-id="w04kzb" data-start="1647"><strong data-end="1674" data-start="1651">Application Process</strong></h3>

<p data-end="1959" data-start="1677">All applications will be managed by <strong data-end="1725" data-start="1713">Elementa</strong> as the recruitment partner for this client. Elementa is committed to the safeguarding of children in all of their processes and all successful applicants will have a full pre-screen to assess suitability. Appointment is subject to:</p>

<ul data-end="2248" data-start="1960">
	<li data-end="1984" data-section-id="1l3qvi5" data-start="1960">Successful interview</li>
	<li data-end="2012" data-section-id="1ux3soo" data-start="1985">Satisfactory references</li>
	<li data-end="2048" data-section-id="nofnys" data-start="2013">Safeguarding &amp; Prevent training</li>
	<li data-end="2099" data-section-id="1tnuv53" data-start="2049">EWC registration in the appropriate categories</li>
	<li data-end="2190" data-section-id="15i3fd1" data-start="2100">DBS Enhanced Disclosure (chargeable at &pound;64.20 unless subscribed to the Update Service)</li>
	<li data-end="2248" data-section-id="k3c3fw" data-start="2191">Successful completion of the 60-day paid trial period</li>
</ul>

<h3 data-end="2289" data-section-id="z7m5jj" data-start="2250"><strong data-end="2287" data-start="2254">Elementa Candidate Commitment</strong></h3>

<ul data-end="2832" data-start="2290">
	<li data-end="2372" data-section-id="6vx7ee" data-start="2290"><strong data-end="2306" data-start="2292">Weekly pay</strong> &ndash; no waiting for monthly payroll cut-off; paid one week in lieu</li>
	<li data-end="2437" data-section-id="9m9xpq" data-start="2373"><strong data-end="2392" data-start="2375">PAYE contract</strong> &ndash; provides protections and employee rights</li>
	<li data-end="2577" data-section-id="1ur92gm" data-start="2438"><strong data-end="2462" data-start="2440">Training &amp; Support</strong> &ndash; access to free or discounted training including Safeguarding, Behaviour, Team Teach, SEND, Makaton, and Thrive</li>
	<li data-end="2654" data-section-id="1936mqy" data-start="2578"><strong data-end="2599" data-start="2580">Welfare support</strong> &ndash; regular contact from a dedicated candidate manager</li>
	<li data-end="2738" data-section-id="nwh1fp" data-start="2655"><strong data-end="2676" data-start="2657">Fair pay policy</strong> &ndash; candidates paid to scale; any variation agreed in writing</li>
	<li data-end="2832" data-section-id="ew5nu0" data-start="2739"><strong data-end="2764" data-start="2741">Additional services</strong> &ndash; access to partners offering tax, legal, and accountancy support</li>
</ul>

<h3 data-end="2893" data-section-id="1ptagjm" data-start="2834"><strong data-end="2891" data-start="2838">This role is not suitable for applicants who are:</strong></h3>

<ul data-end="3017" data-start="2894">
	<li data-end="2927" data-section-id="16ypqwg" data-start="2894">Not currently based in the UK</li>
	<li data-end="2983" data-section-id="56tdj8" data-start="2928">Requiring employer sponsorship for UK right to work</li>
	<li data-end="3017" data-section-id="kpdjcz" data-start="2984">Without UK schools experience</li>
</ul>

<p data-end="3158" data-start="3019">If you have the relevant skills and experience, <strong data-end="3109" data-start="3067">apply now with your full up-to-date CV</strong>. All applicants will be promptly responded to.</p>
]]></description><link>https://vacancies.elementa.org.uk/job/fluent-welsh-teaching-assistant-(primary)-834.aspx</link><guid>https://vacancies.elementa.org.uk/job/fluent-welsh-teaching-assistant-(primary)-834.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/fluent-welsh-teaching-assistant-(primary)-834/apply.aspx</applyUrl><pubDate>Tue, 02 Jun 2026 10:19:09 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/fluent-welsh-teaching-assistant-(primary)-834/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>834</ffAdvert:ReferenceNumber><ffAdvert:Title>Fluent Welsh Teaching Assistant (Primary)</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>3354</ffAdvert:CompanyReferenceNumber><ffAdvert:JobType>Contract</ffAdvert:JobType><ffAdvert:Discipline>Primary</ffAdvert:Discipline><ffAdvert:Role>Learning Support Assistant</ffAdvert:Role><ffAdvert:LocationArea>WALES</ffAdvert:LocationArea><ffAdvert:Location>Cardiff Council</ffAdvert:Location><ffAdvert:Specialisation>PRIMARY</ffAdvert:Specialisation><ffAdvert:SubSpecialisation>Welsh medium</ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Tue, 02 Jun 2026 10:19:09 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Tue, 16 Jun 2026 10:19:09 GMT</ffAdvert:ClosingDate><ffAdvert:Remuneration></ffAdvert:Remuneration><ffAdvert:PostedBy>Kristi Parmee</ffAdvert:PostedBy><ffAdvert:RecruiterEmail>kristi@elementa.org.uk</ffAdvert:RecruiterEmail><ffAdvert:RecruiterDirectDial /><ffAdvert:MinimumPayment>85.00</ffAdvert:MinimumPayment><ffAdvert:MaximumPayment>100.00</ffAdvert:MaximumPayment><ffAdvert:PaymentRate>Per Day</ffAdvert:PaymentRate><ffAdvert:Currency>GBP</ffAdvert:Currency><ffAdvert:Country>Wales</ffAdvert:Country><ffAdvert:RecruiterProfilePicture>https://vacancies.elementa.org.uk/webdocs/Elementa/Person/14657/Profile/Kristi Parmee.png</ffAdvert:RecruiterProfilePicture></item><item><title>Maths Teacher</title><description><![CDATA[<h2 data-end="385" data-start="109" style="text-align: center;"><strong data-end="129" data-start="109">Teacher of Maths</strong></h2>

<p data-end="385" data-start="109"><br data-end="132" data-start="129">
&bull; Type: Contract<br data-end="191" data-start="188">
&bull; Location: Cardiff<br data-end="213" data-start="210">
&bull; Start date: ASAP<br data-end="263" data-start="260">
&bull; Hours: Full-time (part-time considered)<br data-end="307" data-start="304">
&bull; Salary: Competitive (dependent on experience)&nbsp;</p>

<p data-end="505" data-start="387">Are you a passionate and dedicated Maths Teacher looking to join a thriving independent school community in Cardiff?</p>

<p data-end="878" data-start="507">Elementa Support Services is proud to be working in partnership with a well-established and forward-thinking independent school to recruit an enthusiastic and knowledgeable Teacher of Maths. This is an exciting opportunity to join a supportive academic environment where high standards, small class sizes, and individual student progress are at the heart of everything.</p>

<p data-end="1142" data-start="880">This role offers the chance to inspire academically ambitious students, nurture intellectual curiosity, and promote confidence in mathematical reasoning from Key Stage 3 through to Key Stage 4, with the opportunity to teach Key Stage 5 for suitable candidates.</p>

<hr data-end="1147" data-start="1144">
<h3 data-end="1169" data-start="1149">About the Role</h3>

<p data-end="1728" data-start="1170">As a Teacher of Maths, you will:<br data-end="1205" data-start="1202">
&bull; Plan and deliver high-quality Maths lessons across KS3 and KS4<br data-end="1272" data-start="1269">
&bull; Prepare students effectively for GCSE examinations<br data-end="1327" data-start="1324">
&bull; (Desirable) Teach A-Level Maths and/or Further Maths at KS5<br data-end="1391" data-start="1388">
&bull; Differentiate effectively to stretch and challenge learners of varying abilities<br data-end="1476" data-start="1473">
&bull; Monitor, assess, and report on student progress with precision<br data-end="1543" data-start="1540">
&bull; Contribute to enrichment opportunities, intervention sessions, or academic mentoring<br data-end="1632" data-start="1629">
&bull; Support the wider life of the school, including extracurricular activities where appropriate</p>

<hr data-end="1733" data-start="1730">
<h3 data-end="1763" data-start="1735">What We&rsquo;re Looking For</h3>

<p data-end="2064" data-start="1764">To be considered, candidates must have:<br data-end="1806" data-start="1803">
&bull; Qualified Teacher Status (QTS) or equivalent recognised teaching qualification<br data-end="1889" data-start="1886">
&bull; Experience teaching Maths at secondary level<br data-end="1938" data-start="1935">
&bull; Strong subject knowledge and a passion for academic excellence<br data-end="2005" data-start="2002">
&bull; Excellent classroom management and communication skills</p>

<p data-end="2354" data-start="2066"><strong data-end="2080" data-start="2066">Desirable:</strong><br data-end="2083" data-start="2080">
&bull; Experience teaching Key Stage 5 (A-Level Maths or Further Maths)<br data-end="2152" data-start="2149">
&bull; A proven track record of strong GCSE and/or A-Level outcomes<br data-end="2217" data-start="2214">
&bull; Experience within an independent or high-performing school setting<br data-end="2288" data-start="2285">
&bull; A reflective, adaptable, and student-centred teaching approach</p>

<hr data-end="2359" data-start="2356">
<h3 data-end="2384" data-start="2361">The School Offers</h3>

<p data-end="2666" data-start="2385">&bull; Small class sizes and engaged, motivated learners<br data-end="2439" data-start="2436">
&bull; A supportive and collaborative teaching environment<br data-end="2495" data-start="2492">
&bull; Excellent facilities and resources<br data-end="2534" data-start="2531">
&bull; A strong focus on academic achievement and personal development<br data-end="2602" data-start="2599">
&bull; Opportunities for professional growth and career progression</p>

<hr data-end="2671" data-start="2668">
<h3 data-end="2717" data-start="2673">Recruitment &amp; Safeguarding Information</h3>

<p data-end="3104" data-start="2718">Elementa Support Services is managing the recruitment process on behalf of this independent school. The school is committed to safeguarding and promoting the welfare of children and young people, and all appointments will be subject to:<br data-end="2957" data-start="2954">
&bull; A successful interview process<br data-end="2992" data-start="2989">
&bull; Satisfactory references<br data-end="3020" data-start="3017">
&bull; Enhanced DBS Disclosure<br data-end="3048" data-start="3045">
&bull; Safeguarding checks in line with current legislation</p>

<hr data-end="3109" data-start="3106">
<h3 data-end="3158" data-start="3111">This Role Is Not Suitable For Applicants:</h3>

<p data-end="3304" data-start="3159">&bull; Not currently based within the UK<br data-end="3197" data-start="3194">
&bull; Requiring employer sponsorship for UK right to work<br data-end="3253" data-start="3250">
&bull; Without UK secondary school teaching experience</p>

<hr data-end="3309" data-start="3306">
<p data-end="3480" data-start="3311"><strong data-end="3326" data-start="3311">Interested?</strong><br data-end="3329" data-start="3326">
Click Apply Now or contact us for further information. Please submit your full, up-to-date CV. All applications will be handled in strict confidence.</p>
]]></description><link>https://vacancies.elementa.org.uk/job/maths-teacher-809.aspx</link><guid>https://vacancies.elementa.org.uk/job/maths-teacher-809.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/maths-teacher-809/apply.aspx</applyUrl><pubDate>Tue, 02 Jun 2026 10:19:09 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/maths-teacher-809/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>809</ffAdvert:ReferenceNumber><ffAdvert:Title>Maths Teacher</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>3602</ffAdvert:CompanyReferenceNumber><ffAdvert:JobType>Contract</ffAdvert:JobType><ffAdvert:Discipline>Secondary</ffAdvert:Discipline><ffAdvert:Role>Teacher (QTS / QTLS)</ffAdvert:Role><ffAdvert:LocationArea>WALES</ffAdvert:LocationArea><ffAdvert:Location>Cardiff Council</ffAdvert:Location><ffAdvert:Specialisation>SECONDARY</ffAdvert:Specialisation><ffAdvert:SubSpecialisation>Maths</ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Tue, 02 Jun 2026 10:19:09 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Tue, 16 Jun 2026 10:19:09 GMT</ffAdvert:ClosingDate><ffAdvert:Remuneration>£172.98-238.95</ffAdvert:Remuneration><ffAdvert:PostedBy>Kristi Parmee</ffAdvert:PostedBy><ffAdvert:RecruiterEmail>kristi@elementa.org.uk</ffAdvert:RecruiterEmail><ffAdvert:RecruiterDirectDial /><ffAdvert:MinimumPayment>172.98</ffAdvert:MinimumPayment><ffAdvert:MaximumPayment>238.95</ffAdvert:MaximumPayment><ffAdvert:PaymentRate>Per Day</ffAdvert:PaymentRate><ffAdvert:Currency>GBP</ffAdvert:Currency><ffAdvert:Country>Wales</ffAdvert:Country><ffAdvert:RecruiterProfilePicture>https://vacancies.elementa.org.uk/webdocs/Elementa/Person/14657/Profile/Kristi Parmee.png</ffAdvert:RecruiterProfilePicture></item><item><title>Teacher of Religious Education</title><description><![CDATA[<p align="center" style="text-align:center; margin-bottom:11px"><u><span style="font-size:12pt"><span style="line-height:115%"><span style="font-family:Aptos,sans-serif"><b>Teacher of Religious Education (RE)</b></span></span></span></u></p>

<p style="margin-bottom:11px"><span style="font-size:12pt"><span style="line-height:115%"><span style="font-family:Aptos,sans-serif">&bull; <b>Type:</b> Contract / Long-term / Supply (depending on availability)<br>
&bull; <b>Location:</b> Cardiff &amp; surrounding areas<br>
&bull; <b>Start date:</b> ASAP - 22/07/2026<br>
&bull; <b>Hours:</b> Full-time (part-time considered)<br>
&bull; <b>Pay:</b>&nbsp; &pound;172.98 - &pound;266.37 per day (MPS/UPS, dependent on experience)&nbsp; </span></span></span></p>

<p style="margin-bottom:11px"><span style="font-size:12pt"><span style="line-height:115%"><span style="font-family:Aptos,sans-serif">Are you a passionate <b>Religious Education Teacher</b> who believes in the power of education to broaden perspectives, encourage respectful dialogue, and develop students&rsquo; understanding of the world around them? </span></span></span></p>

<p style="margin-bottom:11px"><span style="font-size:12pt"><span style="line-height:115%"><span style="font-family:Aptos,sans-serif">Elementa Support Services is working in partnership with supportive and forward-thinking secondary schools to recruit enthusiastic and knowledgeable Teachers of RE who can deliver engaging, thought-provoking lessons across the curriculum. This role offers the opportunity to inspire young people to explore beliefs, values, ethics, and moral issues while promoting inclusion, tolerance, and critical thinking within a positive learning environment.</span></span></span></p>

<div align="center" style="text-align:center; margin-bottom:11px">
<hr align="center" size="2" width="100%"></div>

<p style="margin-bottom:11px"><span style="font-size:12pt"><span style="line-height:115%"><span style="font-family:Aptos,sans-serif"><b>About the Role</b></span></span></span></p>

<p style="margin-bottom:11px"><span style="font-size:12pt"><span style="line-height:115%"><span style="font-family:Aptos,sans-serif">As a Teacher of Religious Education, you will:<br>
&bull; Plan and deliver engaging RE lessons in line with the national curriculum<br>
&bull; Encourage respectful discussion around beliefs, ethics, values, and worldviews<br>
&bull; Create a positive, inclusive, and well-managed classroom environment<br>
&bull; Assess, monitor, and report on student progress effectively<br>
&bull; Promote safeguarding, wellbeing, and positive behaviour at all times<br>
&bull; Work collaboratively with colleagues and contribute to the wider school community</span></span></span></p>

<div align="center" style="text-align:center; margin-bottom:11px">
<hr align="center" size="2" width="100%"></div>

<p style="margin-bottom:11px"><span style="font-size:12pt"><span style="line-height:115%"><span style="font-family:Aptos,sans-serif"><b>What We&rsquo;re Looking For</b></span></span></span></p>

<p style="margin-bottom:11px"><span style="font-size:12pt"><span style="line-height:115%"><span style="font-family:Aptos,sans-serif">To be considered, candidates must have:</span></span></span><br>
<br>
<span style="font-size:12pt"><span style="line-height:115%"><span style="font-family:Aptos,sans-serif">&bull; <b>Qualified Teacher Status (QTS)</b><br>
&bull; <b>Education Workforce Council (EWC) registration</b><br>
&bull; An <b>Enhanced DBS</b> on the Update Service, or willingness to apply (Elementa can assist)<br>
&bull; Experience teaching Religious Education at secondary level (including placements)<br>
&bull; Strong classroom management and communication skills</span></span></span></p>

<p style="margin-bottom:11px"><span style="font-size:12pt"><span style="line-height:115%"><span style="font-family:Aptos,sans-serif">Desirable:<br>
&bull; Experience teaching KS5</span></span></span></p>

<div align="center" style="text-align:center; margin-bottom:11px">
<hr align="center" size="2" width="100%"></div>

<p style="margin-bottom:11px"><span style="font-size:12pt"><span style="line-height:115%"><span style="font-family:Aptos,sans-serif"><b>Recruitment &amp; Safeguarding Information</b></span></span></span></p>

<p style="margin-bottom:11px"><span style="font-size:12pt"><span style="line-height:115%"><span style="font-family:Aptos,sans-serif">All applications will be managed by <b>Elementa Support Services</b> as the recruitment partner for this client. Elementa is committed to the safeguarding of children in all of their processes and all successful applicants will have a full pre-screen to assess their suitability for the role.</span></span></span></p>

<p style="margin-bottom:11px"><span style="font-size:12pt"><span style="line-height:115%"><span style="font-family:Aptos,sans-serif">Any appointment will be subject to:<br>
&bull; A successful interview process<br>
&bull; Satisfactory references<br>
&bull; Safeguarding &amp; Prevent training<br>
&bull; Education Workforce Council (EWC) registration in the appropriate categories<br>
&bull; Enhanced DBS Disclosure (which may be chargeable at &pound;64.20 unless subscribed to the Update Service)<br>
&bull; Successful completion of a 12-week / 60 paid day employment trial period</span></span></span></p>

<div align="center" style="text-align:center; margin-bottom:11px">
<hr align="center" size="2" width="100%"></div>

<p style="margin-bottom:11px"><span style="font-size:12pt"><span style="line-height:115%"><span style="font-family:Aptos,sans-serif"><b>ELEMENTA CANDIDATE COMMITMENT</b></span></span></span></p>

<p style="margin-bottom:11px"><span style="font-size:12pt"><span style="line-height:115%"><span style="font-family:Aptos,sans-serif">&bull; Weekly pay &ndash; no waiting for monthly payroll cut-off dates; Elementa pays one week in lieu<br>
&bull; PAYE contract &ndash; unless requested otherwise, providing full employment protections<br>
&bull; Training &amp; Support &ndash; free or heavily discounted training including Safeguarding, Behaviour Management, Team Teach, SEND, Makaton, and Thrive<br>
&bull; Dedicated candidate manager providing regular welfare contact and ongoing support<br>
&bull; Fair pay policy &ndash; paid to scale; any variation agreed in writing prior to placement<br>
&bull; Additional staff support services &ndash; access to partner services including tax returns, accountancy, legal advice, and more</span></span></span></p>

<div align="center" style="text-align:center; margin-bottom:11px">
<hr align="center" size="2" width="100%"></div>

<p style="margin-bottom:11px"><span style="font-size:12pt"><span style="line-height:115%"><span style="font-family:Aptos,sans-serif"><b>This Role Is Not Suitable For Applicants:</b></span></span></span></p>

<p style="margin-bottom:11px"><span style="font-size:12pt"><span style="line-height:115%"><span style="font-family:Aptos,sans-serif">&bull; Not currently based within the UK<br>
&bull; Requiring employer sponsorship for UK right to work<br>
&bull; Without UK secondary school teaching experience</span></span></span></p>

<div align="center" style="text-align:center; margin-bottom:11px">
<hr align="center" size="2" width="100%"></div>

<p style="margin-bottom:11px"><span style="font-size:12pt"><span style="line-height:115%"><span style="font-family:Aptos,sans-serif"><b>Interested?</b></span></span></span></p>

<p style="margin-bottom:11px"><span style="font-size:12pt"><span style="line-height:115%"><span style="font-family:Aptos,sans-serif">Click <b>Apply Now</b> or contact us via phone or email for more information.<br>
Please apply with your full, up-to-date CV. All applicants will be promptly responded to.</span></span></span></p>

<p style="margin-bottom:11px">&nbsp;</p>
]]></description><link>https://vacancies.elementa.org.uk/job/teacher-of-religious-education-790.aspx</link><guid>https://vacancies.elementa.org.uk/job/teacher-of-religious-education-790.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/teacher-of-religious-education-790/apply.aspx</applyUrl><pubDate>Tue, 02 Jun 2026 10:19:09 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/teacher-of-religious-education-790/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>790</ffAdvert:ReferenceNumber><ffAdvert:Title>Teacher of Religious Education</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>3354</ffAdvert:CompanyReferenceNumber><ffAdvert:JobType>Contract</ffAdvert:JobType><ffAdvert:Discipline>Secondary</ffAdvert:Discipline><ffAdvert:Role>Teacher (QTS / QTLS)</ffAdvert:Role><ffAdvert:LocationArea>WALES</ffAdvert:LocationArea><ffAdvert:Location>Neath Port Talbot CBC</ffAdvert:Location><ffAdvert:Specialisation>SECONDARY</ffAdvert:Specialisation><ffAdvert:SubSpecialisation>Humanities - RE/RS</ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Tue, 02 Jun 2026 10:19:09 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Tue, 16 Jun 2026 10:19:09 GMT</ffAdvert:ClosingDate><ffAdvert:Remuneration>MPS &amp; UPS (£172.98 -£ 266.37 per day)</ffAdvert:Remuneration><ffAdvert:PostedBy>Kristi Parmee</ffAdvert:PostedBy><ffAdvert:RecruiterEmail>kristi@elementa.org.uk</ffAdvert:RecruiterEmail><ffAdvert:RecruiterDirectDial /><ffAdvert:MinimumPayment>172.98</ffAdvert:MinimumPayment><ffAdvert:MaximumPayment>266.37</ffAdvert:MaximumPayment><ffAdvert:PaymentRate>Per Day</ffAdvert:PaymentRate><ffAdvert:Currency>GBP</ffAdvert:Currency><ffAdvert:Country>Wales</ffAdvert:Country><ffAdvert:RecruiterProfilePicture>https://vacancies.elementa.org.uk/webdocs/Elementa/Person/14657/Profile/Kristi Parmee.png</ffAdvert:RecruiterProfilePicture></item><item><title>Teacher of History</title><description><![CDATA[<h3 data-end="171" data-start="145" style="text-align: center;"><strong data-end="171" data-start="149">Teacher of History</strong></h3>

<p data-end="234" data-start="173" style="text-align: center;"><em><strong data-end="234" data-start="173">Inspire the next generation through the power of the past</strong></em></p>

<p data-end="658" data-start="236">Elementa Support Services is working closely with schools to recruit a passionate and knowledgeable <strong data-end="358" data-start="336">Teacher of History</strong>&nbsp; who can bring the subject to life and ignite curiosity in learners. This is a fantastic opportunity for an enthusiastic educator who is committed to delivering high-quality teaching and helping students develop a strong understanding of historical events, perspectives, and critical thinking skills.</p>

<p data-end="826" data-start="660">Whether you are an experienced practitioner or an NQT/ECT, we are keen to hear from teachers who are confident in the classroom and dedicated to making a positive impact.&nbsp;</p>

<p data-end="826" data-start="660"><strong>Start: ASAP to 22/07/2026</strong></p>

<p data-end="826" data-start="660"><strong>Pay: MPS &amp; UPS (&pound;172.98 - &pound;266.37 per day)&nbsp;</strong></p>

<p data-end="826" data-start="660"><strong>Area: Swansea area</strong></p>

<hr data-end="831" data-start="828">
<p data-end="359" data-start="161">Are you a passionate <strong data-end="201" data-start="182">History Teacher</strong> who believes in the power of education to spark curiosity, develop critical thinking, and help students understand the world through the study of the past?</p>

<p data-end="849" data-start="361">Elementa Support Services is working in partnership with supportive and forward-thinking secondary schools to recruit enthusiastic and knowledgeable <strong data-end="533" data-start="510">Teachers of History</strong> who can deliver engaging, thought-provoking lessons across the curriculum. This role offers the opportunity to inspire young people to explore historical events, people, and themes, develop analytical skills, and gain a deeper understanding of how the past shapes the present within a positive learning environment.</p>

<hr data-end="893" data-start="851">
<p data-end="1429" data-start="894"><strong data-end="912" data-start="894">About the Role</strong><br data-end="915" data-start="912">
As a <strong data-end="942" data-start="920">Teacher of History</strong>, you will:<br data-end="956" data-start="953">
&bull; Plan and deliver engaging History lessons in line with the national curriculum<br data-end="1039" data-start="1036">
&bull; Encourage enquiry, debate, and critical analysis of historical sources and interpretations<br data-end="1134" data-start="1131">
&bull; Create a positive, inclusive, and well-managed classroom environment<br data-end="1207" data-start="1204">
&bull; Assess, monitor, and report on student progress effectively<br data-end="1271" data-start="1268">
&bull; Promote safeguarding, wellbeing, and positive behaviour at all times<br data-end="1344" data-start="1341">
&bull; Work collaboratively with colleagues and contribute to the wider school community</p>

<hr data-end="1473" data-start="1431">
<p data-end="1850" data-start="1474"><strong data-end="1500" data-start="1474">What We&rsquo;re Looking For</strong><br data-end="1503" data-start="1500">
To be considered, candidates must have:<br data-end="1545" data-start="1542">
&bull; Qualified Teacher Status (QTS)<br data-end="1580" data-start="1577">
&bull; Education Workforce Council (EWC) registration<br data-end="1631" data-start="1628">
&bull; An Enhanced DBS on the Update Service, or willingness to apply (Elementa can assist)<br data-end="1720" data-start="1717">
&bull; Experience teaching History at secondary level (including placements)<br data-end="1794" data-start="1791">
&bull; Strong classroom management and communication skills</p>

<p data-end="1951" data-start="1852"><strong data-end="1866" data-start="1852">Desirable:</strong><br data-end="1869" data-start="1866">
&bull; Experience across KS3 and KS4<br data-end="1903" data-start="1900">
&bull; A reflective and adaptable teaching approach</p>

<div align="center" style="text-align:center; margin-bottom:11px">
<hr align="center" size="2" width="100%"></div>

<p style="margin-bottom:11px"><span style="font-size:12pt"><span style="line-height:115%"><span style="font-family:Aptos,sans-serif"><b>Recruitment &amp; Safeguarding Information</b></span></span></span></p>

<p style="margin-bottom:11px"><span style="font-size:12pt"><span style="line-height:115%"><span style="font-family:Aptos,sans-serif">All applications will be managed by <b>Elementa Support Services</b> as the recruitment partner for this client. Elementa is committed to the safeguarding of children in all of their processes and all successful applicants will have a full pre-screen to assess their suitability for the role.</span></span></span></p>

<p style="margin-bottom:11px"><span style="font-size:12pt"><span style="line-height:115%"><span style="font-family:Aptos,sans-serif">Any appointment will be subject to:<br>
&bull; A successful interview process<br>
&bull; Satisfactory references<br>
&bull; Safeguarding &amp; Prevent training<br>
&bull; Education Workforce Council (EWC) registration in the appropriate categories<br>
&bull; Enhanced DBS Disclosure (which may be chargeable at &pound;64.20 unless subscribed to the Update Service)<br>
&bull; Successful completion of a 12-week / 60 paid day employment trial period</span></span></span></p>

<div align="center" style="text-align:center; margin-bottom:11px">
<hr align="center" size="2" width="100%"></div>

<p style="margin-bottom:11px"><span style="font-size:12pt"><span style="line-height:115%"><span style="font-family:Aptos,sans-serif"><b>ELEMENTA CANDIDATE COMMITMENT</b></span></span></span></p>

<p style="margin-bottom:11px"><span style="font-size:12pt"><span style="line-height:115%"><span style="font-family:Aptos,sans-serif">&bull; Weekly pay &ndash; no waiting for monthly payroll cut-off dates; Elementa pays one week in lieu<br>
&bull; PAYE contract &ndash; unless requested otherwise, providing full employment protections<br>
&bull; Training &amp; Support &ndash; free or heavily discounted training including Safeguarding, Behaviour Management, Team Teach, SEND, Makaton, and Thrive<br>
&bull; Dedicated candidate manager providing regular welfare contact and ongoing support<br>
&bull; Fair pay policy &ndash; paid to scale; any variation agreed in writing prior to placement<br>
&bull; Additional staff support services &ndash; access to partner services including tax returns, accountancy, legal advice, and more</span></span></span></p>

<div align="center" style="text-align:center; margin-bottom:11px">
<hr align="center" size="2" width="100%"></div>

<p style="margin-bottom:11px"><span style="font-size:12pt"><span style="line-height:115%"><span style="font-family:Aptos,sans-serif"><b>This Role Is Not Suitable For Applicants:</b></span></span></span></p>

<p style="margin-bottom:11px"><span style="font-size:12pt"><span style="line-height:115%"><span style="font-family:Aptos,sans-serif">&bull; Not currently based within the UK<br>
&bull; Requiring employer sponsorship for UK right to work<br>
&bull; Without UK secondary school teaching experience</span></span></span></p>

<div align="center" style="text-align:center; margin-bottom:11px">
<hr align="center" size="2" width="100%"></div>

<p style="margin-bottom:11px"><span style="font-size:12pt"><span style="line-height:115%"><span style="font-family:Aptos,sans-serif"><b>Interested?</b></span></span></span></p>

<p style="margin-bottom:11px"><span style="font-size:12pt"><span style="line-height:115%"><span style="font-family:Aptos,sans-serif">Click <b>Apply Now</b> or contact us via phone or email for more information.<br>
Please apply with your full, up-to-date CV. All applicants will be promptly responded to.</span></span></span></p>
]]></description><link>https://vacancies.elementa.org.uk/job/teacher-of-history-776.aspx</link><guid>https://vacancies.elementa.org.uk/job/teacher-of-history-776.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/teacher-of-history-776/apply.aspx</applyUrl><pubDate>Tue, 02 Jun 2026 10:19:09 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/teacher-of-history-776/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>776</ffAdvert:ReferenceNumber><ffAdvert:Title>Teacher of History</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>3354</ffAdvert:CompanyReferenceNumber><ffAdvert:JobType>Contract</ffAdvert:JobType><ffAdvert:Discipline>Secondary</ffAdvert:Discipline><ffAdvert:Role>Teacher (QTS / QTLS)</ffAdvert:Role><ffAdvert:LocationArea>WALES</ffAdvert:LocationArea><ffAdvert:Location>City&amp;County of Swansea</ffAdvert:Location><ffAdvert:Specialisation>SECONDARY</ffAdvert:Specialisation><ffAdvert:SubSpecialisation>Humanities - History</ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Tue, 02 Jun 2026 10:19:09 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Tue, 16 Jun 2026 10:19:09 GMT</ffAdvert:ClosingDate><ffAdvert:Remuneration>MPS &amp; UPS</ffAdvert:Remuneration><ffAdvert:PostedBy>Kristi Parmee</ffAdvert:PostedBy><ffAdvert:RecruiterEmail>kristi@elementa.org.uk</ffAdvert:RecruiterEmail><ffAdvert:RecruiterDirectDial /><ffAdvert:MinimumPayment>172.98</ffAdvert:MinimumPayment><ffAdvert:MaximumPayment>266.37</ffAdvert:MaximumPayment><ffAdvert:PaymentRate>Per Day</ffAdvert:PaymentRate><ffAdvert:Currency>GBP</ffAdvert:Currency><ffAdvert:Country>Wales</ffAdvert:Country><ffAdvert:RecruiterProfilePicture>https://vacancies.elementa.org.uk/webdocs/Elementa/Person/14657/Profile/Kristi Parmee.png</ffAdvert:RecruiterProfilePicture></item><item><title>Geography Teacher</title><description><![CDATA[<p data-end="311" data-start="56">&bull; <strong data-end="67" data-start="58">Type:</strong> Contract / Long-term / Supply (depending on availability)<br data-end="128" data-start="125">
&bull; <strong data-end="143" data-start="130">Location:</strong> Caerphilly &amp; surrounding areas<br data-end="177" data-start="174">
&bull; <strong data-end="194" data-start="179">Start date:</strong> ASAP<br data-end="202" data-start="199">
&bull; <strong data-end="214" data-start="204">Hours:</strong> Full-time (part-time considered)<br data-end="250" data-start="247">
&bull; <strong data-end="260" data-start="252">Pay:</strong> Paid to scale (MPS/UPS, dependent on experience)</p>

<p data-end="493" data-start="313">Are you a passionate Geography Teacher who believes in the power of geography to inspire curiosity about the world, deepen environmental understanding, and develop global citizens?</p>

<p data-end="935" data-start="495"><strong data-end="524" data-start="495">Elementa Support Services</strong> is working in partnership with supportive and forward-thinking secondary schools to recruit enthusiastic and knowledgeable Teachers of Geography who can deliver engaging, dynamic lessons across the curriculum. This role offers the opportunity to inspire young people to explore physical and human geography, understand global challenges, and achieve their full potential within a positive learning environment.</p>

<hr data-end="940" data-start="937">
<h3 data-end="962" data-start="942">About the Role</h3>

<p data-end="1525" data-start="963">As a Teacher of Geography, you will:<br data-end="1002" data-start="999">
&bull; Plan and deliver engaging Geography lessons in line with the national curriculum<br data-end="1087" data-start="1084">
&bull; Teach across key stages, covering topics such as physical landscapes, climate change, urbanisation, sustainability, and global development<br data-end="1230" data-start="1227">
&bull; Create a positive, inclusive, and well-managed classroom environment<br data-end="1303" data-start="1300">
&bull; Assess, monitor, and report on student progress effectively<br data-end="1367" data-start="1364">
&bull; Promote safeguarding, wellbeing, and positive behaviour at all times<br data-end="1440" data-start="1437">
&bull; Work collaboratively with colleagues and contribute to the wider school community</p>

<hr data-end="1530" data-start="1527">
<h3 data-end="1560" data-start="1532">What We&rsquo;re Looking For</h3>

<p data-end="1910" data-start="1561">To be considered, candidates must have:<br data-end="1603" data-start="1600">
&bull; Qualified Teacher Status (QTS)<br data-end="1638" data-start="1635">
&bull; Education Workforce Council (EWC) registration<br data-end="1689" data-start="1686">
&bull; An Enhanced DBS on the Update Service, or willingness to apply (Elementa can assist)<br data-end="1778" data-start="1775">
&bull; Experience teaching Geography at secondary level (including placements)<br data-end="1854" data-start="1851">
&bull; Strong classroom management and communication skills</p>

<p data-end="2074" data-start="1912"><strong data-end="1926" data-start="1912">Desirable:</strong><br data-end="1929" data-start="1926">
&bull; Experience across KS5<br data-end="1963" data-start="1960">
&bull; Experience delivering fieldwork and enquiry-based learning<br data-end="2026" data-start="2023">
&bull; A reflective and adaptable teaching approach</p>

<hr data-end="2079" data-start="2076">
<h3 data-end="2125" data-start="2081">Recruitment &amp; Safeguarding Information</h3>

<p data-end="2417" data-start="2126">All applications will be managed by <strong data-end="2191" data-start="2162">Elementa Support Services</strong> as the recruitment partner for this client. Elementa is committed to the safeguarding of children in all of their processes and all successful applicants will have a full pre-screen to assess their suitability for the role.</p>

<p data-end="2817" data-start="2419">Any appointment will be subject to:<br data-end="2457" data-start="2454">
&bull; A successful interview process<br data-end="2492" data-start="2489">
&bull; Satisfactory references<br data-end="2520" data-start="2517">
&bull; Safeguarding &amp; Prevent training<br data-end="2556" data-start="2553">
&bull; Education Workforce Council (EWC) registration in the appropriate categories<br data-end="2637" data-start="2634">
&bull; Enhanced DBS Disclosure (which may be chargeable at &pound;64.20 unless subscribed to the Update Service)<br data-end="2741" data-start="2738">
&bull; Successful completion of a 12-week / 60 paid day employment trial period</p>

<hr data-end="2822" data-start="2819">
<h3 data-end="2859" data-start="2824">ELEMENTA CANDIDATE COMMITMENT</h3>

<p data-end="3484" data-start="2860">&bull; Weekly pay &ndash; no waiting for monthly payroll cut-off dates; Elementa pays one week in lieu<br data-end="2954" data-start="2951">
&bull; PAYE contract &ndash; unless requested otherwise, providing full employment protections<br data-end="3040" data-start="3037">
&bull; Training &amp; Support &ndash; free or heavily discounted training including Safeguarding, Behaviour Management, Team Teach, SEND, Makaton, and Thrive<br data-end="3185" data-start="3182">
&bull; Dedicated candidate manager providing regular welfare contact and ongoing support<br data-end="3271" data-start="3268">
&bull; Fair pay policy &ndash; paid to scale; any variation agreed in writing prior to placement<br data-end="3359" data-start="3356">
&bull; Additional staff support services &ndash; access to partner services including tax returns, accountancy, legal advice, and more</p>

<hr data-end="3489" data-start="3486">
<h3 data-end="3538" data-start="3491">This Role Is Not Suitable For Applicants:</h3>

<p data-end="3684" data-start="3539">&bull; Not currently based within the UK<br data-end="3577" data-start="3574">
&bull; Requiring employer sponsorship for UK right to work<br data-end="3633" data-start="3630">
&bull; Without UK secondary school teaching experience</p>

<hr data-end="3689" data-start="3686">
<p data-end="3781" data-start="3691"><strong data-end="3706" data-start="3691">Interested?</strong><br data-end="3709" data-start="3706">
Click Apply Now or contact us via phone or email for more information.</p>

<p data-end="3872" data-is-last-node="" data-is-only-node="" data-start="3783">Please apply with your full, up-to-date CV. All applicants will be promptly responded to.</p>
]]></description><link>https://vacancies.elementa.org.uk/job/geography-teacher-754.aspx</link><guid>https://vacancies.elementa.org.uk/job/geography-teacher-754.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/geography-teacher-754/apply.aspx</applyUrl><pubDate>Tue, 02 Jun 2026 10:19:09 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/geography-teacher-754/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>754</ffAdvert:ReferenceNumber><ffAdvert:Title>Geography Teacher</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>3354</ffAdvert:CompanyReferenceNumber><ffAdvert:JobType>Contract</ffAdvert:JobType><ffAdvert:Discipline>Secondary</ffAdvert:Discipline><ffAdvert:Role>Teacher (QTS / QTLS)</ffAdvert:Role><ffAdvert:LocationArea>WALES</ffAdvert:LocationArea><ffAdvert:Location>Caerphilly CBC</ffAdvert:Location><ffAdvert:Specialisation>SECONDARY</ffAdvert:Specialisation><ffAdvert:SubSpecialisation>Humanities - Geography</ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Tue, 02 Jun 2026 10:19:09 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Tue, 16 Jun 2026 10:19:09 GMT</ffAdvert:ClosingDate><ffAdvert:Remuneration>172.98-266.7 (MPS &amp; UPS)</ffAdvert:Remuneration><ffAdvert:PostedBy>Kristi Parmee</ffAdvert:PostedBy><ffAdvert:RecruiterEmail>kristi@elementa.org.uk</ffAdvert:RecruiterEmail><ffAdvert:RecruiterDirectDial /><ffAdvert:MinimumPayment>172.98</ffAdvert:MinimumPayment><ffAdvert:MaximumPayment>266.37</ffAdvert:MaximumPayment><ffAdvert:PaymentRate>Per Day</ffAdvert:PaymentRate><ffAdvert:Currency>GBP</ffAdvert:Currency><ffAdvert:Country>Wales</ffAdvert:Country><ffAdvert:RecruiterProfilePicture>https://vacancies.elementa.org.uk/webdocs/Elementa/Person/14657/Profile/Kristi Parmee.png</ffAdvert:RecruiterProfilePicture></item><item><title>Cover Supervisor</title><description><![CDATA[<p data-end="425" data-start="112" style="text-align: center;"><strong data-end="153" data-start="112">Cover Supervisor</strong></p>

<p data-end="425" data-start="112"><br data-end="156" data-start="153">
&bull; <strong data-end="167" data-start="158">Type:</strong> Contract / Long-term / Supply (depending on availability)<br data-end="228" data-start="225">
&bull; <strong data-end="243" data-start="230">Location:</strong> Vale of Glamorgan<br data-end="291" data-start="288">
&bull; <strong data-end="308" data-start="293">Start date:</strong> ASAP<br data-end="316" data-start="313">
&bull; <strong data-end="328" data-start="318">Hours:</strong> Full-time (part-time considered)<br data-end="364" data-start="361">
&bull; <strong data-end="374" data-start="366">Pay:</strong> Competitive daily rate (dependent on experience)</p>

<p data-end="522" data-start="427">Are you confident working with children, reliable, and passionate about supporting education?</p>

<p data-end="875" data-start="524">Elementa Support Services is working in partnership with primary and secondary schools across Wales to recruit enthusiastic and dependable Cover Supervisors. This role offers a fantastic opportunity to gain hands-on classroom experience, support continuity of learning, and make a real impact within English-medium or bilingual settings.</p>

<hr data-end="919" data-start="877">
<h3 data-end="941" data-start="921">About the Role</h3>

<p data-end="1387" data-start="943">As a Cover Supervisor, you will:<br data-end="978" data-start="975">
&bull; Deliver pre-planned lessons in the absence of the class teacher<br data-end="1046" data-start="1043">
&bull; Maintain positive classroom behaviour and a focused learning environment<br data-end="1123" data-start="1120">
&bull; Support pupils&rsquo; learning and engagement across a range of subjects<br data-end="1194" data-start="1191">
&bull; Communicate confidently in English to support classroom learning<br data-end="1263" data-start="1260">
&bull; Follow safeguarding procedures and school policies at all times<br data-end="1331" data-start="1328">
&bull; Provide feedback to teaching staff following lessons</p>

<hr data-end="1431" data-start="1389">
<h3 data-end="1461" data-start="1433">What We&rsquo;re Looking For</h3>

<p data-end="1822" data-start="1463">To be considered, candidates must have:<br data-end="1505" data-start="1502">
&bull; Experience working with children or young people (school-based experience desirable)<br data-end="1594" data-start="1591">
&bull; Strong classroom presence and confidence managing groups<br data-end="1655" data-start="1652">
&bull; An Enhanced DBS on the Update Service, or willingness to apply (Elementa can assist)<br data-end="1744" data-start="1741">
&bull; Education Workforce Council (EWC) registration, or willingness to register</p>

<p data-end="2016" data-start="1824">Desirable:<br data-end="1837" data-start="1834">
&bull; Experience within English-medium or bilingual education<br data-end="1897" data-start="1894">
&bull; A proactive and adaptable approach to classroom support<br data-end="1957" data-start="1954">
&bull; Interest in progressing into teacher training or a PGCE</p>

<hr data-end="2060" data-start="2018">
<h3 data-end="2106" data-start="2062">Recruitment &amp; Safeguarding Information</h3>

<p data-end="2395" data-start="2108">All applications will be managed by Elementa Support Services as the recruitment partner for this client. Elementa is committed to the safeguarding of children in all of their processes and all successful applicants will have a full pre-screen to assess their suitability for the role.</p>

<p data-end="2795" data-start="2397">Any appointment will be subject to:<br data-end="2435" data-start="2432">
&bull; A successful interview process<br data-end="2470" data-start="2467">
&bull; Satisfactory references<br data-end="2498" data-start="2495">
&bull; Safeguarding &amp; Prevent training<br data-end="2534" data-start="2531">
&bull; Education Workforce Council (EWC) registration in the appropriate categories<br data-end="2615" data-start="2612">
&bull; Enhanced DBS Disclosure (which may be chargeable at &pound;64.20 unless subscribed to the Update Service)<br data-end="2719" data-start="2716">
&bull; Successful completion of a 12-week / 60 paid day employment trial period</p>

<hr data-end="2839" data-start="2797">
<h3 data-end="2876" data-start="2841">ELEMENTA CANDIDATE COMMITMENT</h3>

<p data-end="3530" data-start="2878">&bull; Weekly pay &ndash; no waiting for monthly payroll cut-off dates; Elementa pays one week in lieu<br data-end="2972" data-start="2969">
&bull; PAYE contract &ndash; unless requested otherwise, providing full employment protections<br data-end="3058" data-start="3055">
&bull; Training &amp; Support &ndash; free or heavily discounted training including Safeguarding, Behaviour Management, Team Teach, SEND, Makaton, and Thrive<br data-end="3203" data-start="3200">
&bull; Dedicated candidate manager providing regular welfare contact and ongoing support<br data-end="3289" data-start="3286">
&bull; Fair pay policy &ndash; paid appropriately to role and experience; any variation agreed in writing prior to placement<br data-end="3405" data-start="3402">
&bull; Additional staff support services &ndash; access to partner services including tax returns, accountancy, legal advice, and more</p>

<hr data-end="3574" data-start="3532">
<h3 data-end="3623" data-start="3576">This Role Is Not Suitable For Applicants:</h3>

<p data-end="3753" data-start="3625">&bull; Not currently based within the UK<br data-end="3663" data-start="3660">
&bull; Requiring employer sponsorship for UK right to work<br data-end="3719" data-start="3716">
&bull; Without UK schools&rsquo; experience</p>

<hr data-end="3797" data-start="3755">
<h3 data-end="3816" data-start="3799">Interested?</h3>

<p data-end="3890" data-start="3818">Click Apply Now or contact us via phone or email for more information.</p>

<p data-end="3983" data-start="3892">Please apply with your full, up-to-date CV. All applicants will be promptly responded to.</p>
]]></description><link>https://vacancies.elementa.org.uk/job/cover-supervisor-760.aspx</link><guid>https://vacancies.elementa.org.uk/job/cover-supervisor-760.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/cover-supervisor-760/apply.aspx</applyUrl><pubDate>Tue, 02 Jun 2026 10:19:09 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/cover-supervisor-760/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>760</ffAdvert:ReferenceNumber><ffAdvert:Title>Cover Supervisor</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>3354</ffAdvert:CompanyReferenceNumber><ffAdvert:JobType>Contract</ffAdvert:JobType><ffAdvert:Discipline>Secondary</ffAdvert:Discipline><ffAdvert:Role>Instructor / Cover Supervisor</ffAdvert:Role><ffAdvert:LocationArea>WALES</ffAdvert:LocationArea><ffAdvert:Location>Vale of Glamorgan C</ffAdvert:Location><ffAdvert:Specialisation>SECONDARY</ffAdvert:Specialisation><ffAdvert:SubSpecialisation></ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Tue, 02 Jun 2026 10:19:09 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Tue, 16 Jun 2026 10:19:09 GMT</ffAdvert:ClosingDate><ffAdvert:Remuneration>90-110 per day</ffAdvert:Remuneration><ffAdvert:PostedBy>Kristi Parmee</ffAdvert:PostedBy><ffAdvert:RecruiterEmail>kristi@elementa.org.uk</ffAdvert:RecruiterEmail><ffAdvert:RecruiterDirectDial /><ffAdvert:MinimumPayment>90.00</ffAdvert:MinimumPayment><ffAdvert:MaximumPayment>110.00</ffAdvert:MaximumPayment><ffAdvert:PaymentRate>Per Day</ffAdvert:PaymentRate><ffAdvert:Currency>GBP</ffAdvert:Currency><ffAdvert:Country>Wales</ffAdvert:Country><ffAdvert:RecruiterProfilePicture>https://vacancies.elementa.org.uk/webdocs/Elementa/Person/14657/Profile/Kristi Parmee.png</ffAdvert:RecruiterProfilePicture></item><item><title>ALN Teacher</title><description><![CDATA[<p data-end="406" data-start="125" style="text-align: center;"><strong data-end="171" data-start="125">Teacher of Additional Learning Needs (ALN)</strong></p>

<p data-end="406" data-start="125"><br data-end="174" data-start="171">
&bull; Type: Contract / Long-term / Supply (depending on availability)<br data-end="242" data-start="239">
&bull; Location: Torfaen &amp; surrounding areas<br data-end="284" data-start="281">
&bull; Start date: ASAP<br data-end="305" data-start="302">
&bull; Hours: Full-time (part-time considered)<br data-end="349" data-start="346">
&bull; Pay: Paid to scale (MPS/UPS, dependent on experience)</p>

<p data-end="1010" data-start="408">Are you a passionate ALN Teacher who believes in the power of education to unlock every learner&rsquo;s potential and provide the support they need to thrive?<br data-end="563" data-start="560">
Elementa Support Services is working in partnership with supportive and forward-thinking schools and alternative provision settings to recruit enthusiastic and knowledgeable ALN Teachers who can deliver engaging, differentiated lessons tailored to learners&rsquo; individual needs. This role offers the opportunity to make a real difference in students&rsquo; lives while promoting inclusion, confidence, and progress within a positive learning environment.</p>

<hr data-end="1054" data-start="1012">
<p data-end="1646" data-start="1055"><strong data-end="1073" data-start="1055">About the Role</strong><br data-end="1076" data-start="1073">
As a Teacher of ALN, you will:<br data-end="1109" data-start="1106">
&bull; Plan and deliver engaging lessons tailored to ALN learners in line with the national curriculum and individual learning plans<br data-end="1239" data-start="1236">
&bull; Assess, monitor, and report on student progress, adapting teaching strategies as needed<br data-end="1331" data-start="1328">
&bull; Create a positive, inclusive, and well-managed classroom environment<br data-end="1404" data-start="1401">
&bull; Collaborate with staff, parents, and external agencies to ensure the best outcomes for learners<br data-end="1504" data-start="1501">
&bull; Promote safeguarding, wellbeing, and positive behaviour at all times<br data-end="1577" data-start="1574">
&bull; Contribute to the wider school or alternative provision community</p>

<hr data-end="1690" data-start="1648">
<p data-end="2128" data-start="1691"><strong data-end="1717" data-start="1691">What We&rsquo;re Looking For</strong><br data-end="1720" data-start="1717">
To be considered, candidates must have:<br data-end="1762" data-start="1759">
&bull; Qualified Teacher Status (QTS)<br data-end="1797" data-start="1794">
&bull; Education Workforce Council (EWC) registration<br data-end="1848" data-start="1845">
&bull; An Enhanced DBS on the Update Service, or willingness to apply (Elementa can assist)<br data-end="1937" data-start="1934">
&bull; Previous experience teaching ALN learners (experience in ALN schools or alternative provision is highly desirable)<br data-end="2056" data-start="2053">
&bull; Strong classroom management, communication, and interpersonal skills</p>

<p data-end="2316" data-start="2130">Desirable:<br data-end="2143" data-start="2140">
&bull; Experience across KS3 and KS4 or equivalent settings<br data-end="2200" data-start="2197">
&bull; Creativity and adaptability in lesson planning<br data-end="2251" data-start="2248">
&bull; A reflective and flexible approach to meeting learners&rsquo; needs</p>

<hr data-end="2360" data-start="2318">
<p data-end="2693" data-start="2361"><strong data-end="2403" data-start="2361">Recruitment &amp; Safeguarding Information</strong><br data-end="2406" data-start="2403">
All applications will be managed by Elementa Support Services as the recruitment partner for this client. Elementa is committed to the safeguarding of children in all of their processes and all successful applicants will have a full pre-screen to assess their suitability for the role.</p>

<p data-end="3093" data-start="2695">Any appointment will be subject to:<br data-end="2733" data-start="2730">
&bull; A successful interview process<br data-end="2768" data-start="2765">
&bull; Satisfactory references<br data-end="2796" data-start="2793">
&bull; Safeguarding &amp; Prevent training<br data-end="2832" data-start="2829">
&bull; Education Workforce Council (EWC) registration in the appropriate categories<br data-end="2913" data-start="2910">
&bull; Enhanced DBS Disclosure (which may be chargeable at &pound;64.20 unless subscribed to the Update Service)<br data-end="3017" data-start="3014">
&bull; Successful completion of a 12-week / 60 paid day employment trial period</p>

<hr data-end="3137" data-start="3095">
<p data-end="3798" data-start="3138"><strong data-end="3171" data-start="3138">ELEMENTA CANDIDATE COMMITMENT</strong><br data-end="3174" data-start="3171">
&bull; Weekly pay &ndash; no waiting for monthly payroll cut-off dates; Elementa pays one week in lieu<br data-end="3268" data-start="3265">
&bull; PAYE contract &ndash; unless requested otherwise, providing full employment protections<br data-end="3354" data-start="3351">
&bull; Training &amp; Support &ndash; free or heavily discounted training including Safeguarding, Behaviour Management, Team Teach, SEND, Makaton, and Thrive<br data-end="3499" data-start="3496">
&bull; Dedicated candidate manager providing regular welfare contact and ongoing support<br data-end="3585" data-start="3582">
&bull; Fair pay policy &ndash; paid to scale; any variation agreed in writing prior to placement<br data-end="3673" data-start="3670">
&bull; Additional staff support services &ndash; access to partner services including tax returns, accountancy, legal advice, and more</p>

<hr data-end="3842" data-start="3800">
<p data-end="4029" data-start="3843"><strong data-end="3888" data-start="3843">This Role Is Not Suitable For Applicants:</strong><br data-end="3891" data-start="3888">
&bull; Not currently based within the UK<br data-end="3929" data-start="3926">
&bull; Requiring employer sponsorship for UK right to work<br data-end="3985" data-start="3982">
&bull; Without relevant ALN teaching experience</p>

<hr data-end="4073" data-start="4031">
<p data-end="4256" data-start="4074"><strong data-end="4089" data-start="4074">Interested?</strong><br data-end="4092" data-start="4089">
Click Apply Now or contact us via phone or email for more information.<br data-end="4165" data-start="4162">
Please apply with your full, up-to-date CV. All applicants will be promptly responded to.</p>
]]></description><link>https://vacancies.elementa.org.uk/job/aln-teacher-763.aspx</link><guid>https://vacancies.elementa.org.uk/job/aln-teacher-763.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/aln-teacher-763/apply.aspx</applyUrl><pubDate>Tue, 02 Jun 2026 10:19:09 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/aln-teacher-763/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>763</ffAdvert:ReferenceNumber><ffAdvert:Title>ALN Teacher</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>3354</ffAdvert:CompanyReferenceNumber><ffAdvert:JobType>Contract</ffAdvert:JobType><ffAdvert:Discipline>Special School/Setting (SEND)</ffAdvert:Discipline><ffAdvert:Role>Teacher (QTS / QTLS)</ffAdvert:Role><ffAdvert:LocationArea>WALES</ffAdvert:LocationArea><ffAdvert:Location>Torfaen CBC</ffAdvert:Location><ffAdvert:Specialisation>SEND experience</ffAdvert:Specialisation><ffAdvert:SubSpecialisation></ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Tue, 02 Jun 2026 10:19:09 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Tue, 16 Jun 2026 10:19:09 GMT</ffAdvert:ClosingDate><ffAdvert:Remuneration>172.98-238.95 (MPS)</ffAdvert:Remuneration><ffAdvert:PostedBy>Kristi Parmee</ffAdvert:PostedBy><ffAdvert:RecruiterEmail>kristi@elementa.org.uk</ffAdvert:RecruiterEmail><ffAdvert:RecruiterDirectDial /><ffAdvert:MinimumPayment>172.98</ffAdvert:MinimumPayment><ffAdvert:MaximumPayment>238.95</ffAdvert:MaximumPayment><ffAdvert:PaymentRate>Per Day</ffAdvert:PaymentRate><ffAdvert:Currency>GBP</ffAdvert:Currency><ffAdvert:Country>Wales</ffAdvert:Country><ffAdvert:RecruiterProfilePicture>https://vacancies.elementa.org.uk/webdocs/Elementa/Person/14657/Profile/Kristi Parmee.png</ffAdvert:RecruiterProfilePicture></item><item><title>Nursery Assistant</title><description><![CDATA[<p align="center" style="text-align:center; margin-bottom:11px"><u><span style="font-size:12pt"><span style="line-height:115%"><span style="font-family:Aptos,sans-serif"><b>Nursery Assistant</b></span></span></span></u></p>

<ul>
	<li style="margin-bottom: 11px;"><span style="font-size:12pt"><span style="line-height:115%"><span style="font-family:Aptos,sans-serif"><b>Type: </b>Contract</span></span></span></li>
	<li style="margin-bottom: 11px;"><span style="font-size:12pt"><span style="line-height:115%"><span style="font-family:Aptos,sans-serif"><b>Location:</b> Cardiff</span></span></span></li>
	<li style="margin-bottom: 11px;"><span style="font-size:12pt"><span style="line-height:115%"><span style="font-family:Aptos,sans-serif"><b>Start date: </b>ASAP</span></span></span></li>
	<li style="margin-bottom: 11px;"><span style="font-size:12pt"><span style="line-height:115%"><span style="font-family:Aptos,sans-serif"><b>Hours:</b> 8am-6pm (rota basis)</span></span></span></li>
	<li style="margin-bottom: 11px;"><span style="font-size:12pt"><span style="line-height:115%"><span style="font-family:Aptos,sans-serif"><b>Pay:</b> &pound;12.21-13.70 per hour</span></span></span></li>
</ul>

<p style="margin-bottom:11px"><span style="font-size:12pt"><span style="line-height:115%"><span style="font-family:Aptos,sans-serif">Are you passionate about working with young children and making a real difference in their early development? Elementa is working in partnership with a nurturing and welcoming nursery setting to recruit <b>enthusiastic Nursery Assistants</b> who are ready to support children during their most important learning years.</span></span></span></p>

<p style="margin-bottom:11px"><span style="font-size:12pt"><span style="line-height:115%"><span style="font-family:Aptos,sans-serif">This is a fantastic opportunity for experienced childcare professionals who are caring, reliable, and committed to creating safe, engaging, and inclusive learning environments.</span></span></span></p>

<div align="center" style="text-align:center; margin-bottom:11px">
<hr align="center" size="2" width="100%"></div>

<p style="margin-bottom:11px"><span style="font-size:12pt"><span style="line-height:115%"><span style="font-family:Aptos,sans-serif"><b>About the Role</b></span></span></span></p>

<p style="margin-bottom:11px"><span style="font-size:12pt"><span style="line-height:115%"><span style="font-family:Aptos,sans-serif">As a Nursery Assistant, you will:</span></span></span></p>

<ul style="margin-bottom:11px">
	<li style="margin-bottom:11px"><span style="font-size:12pt"><span style=""><span style="line-height:115%"><span style="font-family:Aptos,sans-serif">Support children&rsquo;s learning, play, and development in line with the EYFS framework</span></span></span></span></li>
	<li style="margin-bottom:11px"><span style="font-size:12pt"><span style=""><span style="line-height:115%"><span style="font-family:Aptos,sans-serif">Help create a safe, stimulating, and inclusive environment</span></span></span></span></li>
	<li style="margin-bottom:11px"><span style="font-size:12pt"><span style=""><span style="line-height:115%"><span style="font-family:Aptos,sans-serif">Work collaboratively with nursery staff to meet the individual needs of each child</span></span></span></span></li>
	<li style="margin-bottom:11px"><span style="font-size:12pt"><span style=""><span style="line-height:115%"><span style="font-family:Aptos,sans-serif">Promote positive behaviour, wellbeing, and safeguarding at all times</span></span></span></span></li>
</ul>

<div align="center" style="text-align:center; margin-bottom:11px">
<hr align="center" size="2" width="100%"></div>

<p style="margin-bottom:11px"><span style="font-size:12pt"><span style="line-height:115%"><span style="font-family:Aptos,sans-serif"><b>What We&rsquo;re Looking For</b></span></span></span></p>

<p style="margin-bottom:11px"><span style="font-size:12pt"><span style="line-height:115%"><span style="font-family:Aptos,sans-serif">To be considered, candidates <b>must</b> have:</span></span></span></p>

<ul style="margin-bottom:11px">
	<li style="margin-bottom:11px"><span style="font-size:12pt"><span style=""><span style="line-height:115%"><span style="font-family:Aptos,sans-serif">Previous experience working with children (nursery or school-based experience essential)</span></span></span></span></li>
	<li style="margin-bottom:11px"><span style="font-size:12pt"><span style=""><span style="line-height:115%"><span style="font-family:Aptos,sans-serif">An <b>Enhanced DBS</b> on the Update Service, or willingness to apply (Elementa can assist)</span></span></span></span></li>
	<li style="margin-bottom:11px"><span style="font-size:12pt"><span style=""><span style="line-height:115%"><span style="font-family:Aptos,sans-serif"><b>Education Workforce Council (EWC) registration</b> in the appropriate category</span></span></span></span></li>
</ul>

<p style="margin-bottom:11px"><span style="font-size:12pt"><span style="line-height:115%"><span style="font-family:Aptos,sans-serif"><b>Desirable qualifications:</b></span></span></span></p>

<ul style="margin-bottom:11px">
	<li style="margin-bottom:11px"><span style="font-size:12pt"><span style=""><span style="line-height:115%"><span style="font-family:Aptos,sans-serif">CACHE Level 2 or Level 3 (or equivalent childcare qualification)</span></span></span></span></li>
</ul>

<div align="center" style="text-align:center; margin-bottom:11px">
<hr align="center" size="2" width="100%"></div>

<p style="margin-bottom:11px"><span style="font-size:12pt"><span style="line-height:115%"><span style="font-family:Aptos,sans-serif"><b>Recruitment &amp; Safeguarding Information</b></span></span></span></p>

<p style="margin-bottom:11px"><span style="font-size:12pt"><span style="line-height:115%"><span style="font-family:Aptos,sans-serif">All applications will be managed by <b>Elementa</b> as the recruitment partner for this client. Elementa is committed to the safeguarding of children in all of their processes and all successful applicants will have a full pre-screen to assess their suitability for the role.</span></span></span></p>

<p style="margin-bottom:11px"><span style="font-size:12pt"><span style="line-height:115%"><span style="font-family:Aptos,sans-serif">Any appointment will be subject to:</span></span></span></p>

<ul style="margin-bottom:11px">
	<li style="margin-bottom:11px"><span style="font-size:12pt"><span style=""><span style="line-height:115%"><span style="font-family:Aptos,sans-serif">A successful interview process</span></span></span></span></li>
	<li style="margin-bottom:11px"><span style="font-size:12pt"><span style=""><span style="line-height:115%"><span style="font-family:Aptos,sans-serif">Satisfactory references</span></span></span></span></li>
	<li style="margin-bottom:11px"><span style="font-size:12pt"><span style=""><span style="line-height:115%"><span style="font-family:Aptos,sans-serif">Safeguarding &amp; Prevent training</span></span></span></span></li>
	<li style="margin-bottom:11px"><span style="font-size:12pt"><span style=""><span style="line-height:115%"><span style="font-family:Aptos,sans-serif">Education Workforce Council (EWC) registration in the appropriate categories</span></span></span></span></li>
	<li style="margin-bottom:11px"><span style="font-size:12pt"><span style=""><span style="line-height:115%"><span style="font-family:Aptos,sans-serif">DBS Enhanced Disclosure (which may be chargeable at <b>&pound;64.20</b> unless you have a DBS subscribed to the Update Service)</span></span></span></span></li>
	<li style="margin-bottom:11px"><span style="font-size:12pt"><span style=""><span style="line-height:115%"><span style="font-family:Aptos,sans-serif">Successful completion of a <b>12-week / 60 paid day employment trial period</b></span></span></span></span></li>
</ul>

<p style="margin-bottom:11px"><span style="font-size:12pt"><span style="line-height:115%"><span style="font-family:Aptos,sans-serif">If you have the relevant skills and experience necessary for this role, please apply with your <b>full, up-to-date CV</b>. All applicants will be promptly responded to.</span></span></span></p>

<div align="center" style="text-align:center; margin-bottom:11px">
<hr align="center" size="2" width="100%"></div>

<p style="margin-bottom:11px"><span style="font-size:12pt"><span style="line-height:115%"><span style="font-family:Aptos,sans-serif"><b>ELEMENTA CANDIDATE COMMITMENT</b></span></span></span></p>

<ul style="margin-bottom:11px">
	<li style="margin-bottom:11px"><span style="font-size:12pt"><span style=""><span style="line-height:115%"><span style="font-family:Aptos,sans-serif"><b>Weekly pay</b> &ndash; no waiting for monthly payroll cut-off dates; Elementa pays one week in lieu</span></span></span></span></li>
	<li style="margin-bottom:11px"><span style="font-size:12pt"><span style=""><span style="line-height:115%"><span style="font-family:Aptos,sans-serif"><b>PAYE contract</b> &ndash; unless requested otherwise, providing the protections of a traditional employer&ndash;employee relationship</span></span></span></span></li>
	<li style="margin-bottom:11px"><span style="font-size:12pt"><span style=""><span style="line-height:115%"><span style="font-family:Aptos,sans-serif"><b>Training &amp; Support</b> &ndash; free or heavily discounted training including Safeguarding, Behaviour, Team Teach, SEND, Makaton, and Thrive</span></span></span></span></li>
	<li style="margin-bottom:11px"><span style="font-size:12pt"><span style=""><span style="line-height:115%"><span style="font-family:Aptos,sans-serif"><b>Dedicated candidate manager</b> offering regular welfare contact and ongoing support</span></span></span></span></li>
	<li style="margin-bottom:11px"><span style="font-size:12pt"><span style=""><span style="line-height:115%"><span style="font-family:Aptos,sans-serif"><b>Fair pay policy</b> &ndash; paid to scale; any variation will be agreed in writing before placement</span></span></span></span></li>
	<li style="margin-bottom:11px"><span style="font-size:12pt"><span style=""><span style="line-height:115%"><span style="font-family:Aptos,sans-serif"><b>Additional staff support services</b> &ndash; access to partner services including tax returns, accountancy, legal advice, and more</span></span></span></span></li>
</ul>

<div align="center" style="text-align:center; margin-bottom:11px">
<hr align="center" size="2" width="100%"></div>

<p style="margin-bottom:11px"><span style="font-size:12pt"><span style="line-height:115%"><span style="font-family:Aptos,sans-serif"><b>This Role Is Not Suitable For Applicants:</b></span></span></span></p>

<ul style="margin-bottom:11px">
	<li style="margin-bottom:11px"><span style="font-size:12pt"><span style=""><span style="line-height:115%"><span style="font-family:Aptos,sans-serif">Not currently based within the UK</span></span></span></span></li>
	<li style="margin-bottom:11px"><span style="font-size:12pt"><span style=""><span style="line-height:115%"><span style="font-family:Aptos,sans-serif">Requiring employer sponsorship for UK right to work</span></span></span></span></li>
	<li style="margin-bottom:11px"><span style="font-size:12pt"><span style=""><span style="line-height:115%"><span style="font-family:Aptos,sans-serif">Without UK schools&rsquo; or nursery experience</span></span></span></span></li>
</ul>

<div align="center" style="text-align:center; margin-bottom:11px">
<hr align="center" size="2" width="100%"></div>

<p style="margin-bottom:11px"><span style="font-size:12pt"><span style="line-height:115%"><span style="font-family:Aptos,sans-serif"><b>Interested?</b><br>
Click <b>Apply Now</b> or contact us via phone or email for more information.</span></span></span></p>

<p style="margin-bottom:11px"><span style="font-size:12pt"><span style="line-height:115%"><span style="font-family:Aptos,sans-serif">Please apply with your full up-to-date CV. All applicants will be promptly responded to.</span></span></span></p>

<p style="margin-bottom:11px">&nbsp;</p>
]]></description><link>https://vacancies.elementa.org.uk/job/nursery-assistant-755.aspx</link><guid>https://vacancies.elementa.org.uk/job/nursery-assistant-755.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/nursery-assistant-755/apply.aspx</applyUrl><pubDate>Tue, 02 Jun 2026 10:19:08 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/nursery-assistant-755/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>755</ffAdvert:ReferenceNumber><ffAdvert:Title>Nursery Assistant</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>3354</ffAdvert:CompanyReferenceNumber><ffAdvert:JobType>Contract</ffAdvert:JobType><ffAdvert:Discipline>Nursery / Pre-school</ffAdvert:Discipline><ffAdvert:Role>Nursery Assistant</ffAdvert:Role><ffAdvert:LocationArea>WALES</ffAdvert:LocationArea><ffAdvert:Location>Cardiff Council</ffAdvert:Location><ffAdvert:Specialisation>Nursery / Pre-school</ffAdvert:Specialisation><ffAdvert:SubSpecialisation>Nursery Assistant</ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Tue, 02 Jun 2026 10:19:08 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Tue, 16 Jun 2026 10:19:08 GMT</ffAdvert:ClosingDate><ffAdvert:Remuneration>12.21-£13.70 per hour</ffAdvert:Remuneration><ffAdvert:PostedBy>Kristi Parmee</ffAdvert:PostedBy><ffAdvert:RecruiterEmail>kristi@elementa.org.uk</ffAdvert:RecruiterEmail><ffAdvert:RecruiterDirectDial /><ffAdvert:MinimumPayment>12.21</ffAdvert:MinimumPayment><ffAdvert:MaximumPayment>13.70</ffAdvert:MaximumPayment><ffAdvert:PaymentRate>Per Hour</ffAdvert:PaymentRate><ffAdvert:Currency>GBP</ffAdvert:Currency><ffAdvert:Country>Wales</ffAdvert:Country><ffAdvert:RecruiterProfilePicture>https://vacancies.elementa.org.uk/webdocs/Elementa/Person/14657/Profile/Kristi Parmee.png</ffAdvert:RecruiterProfilePicture></item><item><title>Teacher of Welsh</title><description><![CDATA[<p data-end="379" data-start="124" style="text-align: center;"><strong data-end="144" data-start="124">Teacher of Welsh</strong></p>

<p data-end="379" data-start="124"><br data-end="147" data-start="144">
&bull; Type: Contract / Long-term / Supply (depending on availability)<br data-end="215" data-start="212">
&bull; Location: Merthyr Tydfil &amp; surrounding areas<br data-end="257" data-start="254">
&bull; Start date: ASAP<br data-end="278" data-start="275">
&bull; Hours: Full-time (part-time considered)<br data-end="322" data-start="319">
&bull; Pay: Paid to scale (MPS/UPS, dependent on experience)</p>

<p data-end="986" data-start="381">Are you a passionate Welsh Teacher who believes in the power of language education to inspire learners, strengthen cultural identity, and develop students&rsquo; communication skills?<br data-end="561" data-start="558">
Elementa Support Services is working in partnership with supportive and forward-thinking secondary schools to recruit enthusiastic and knowledgeable Teachers of Welsh who can deliver engaging, interactive lessons across the curriculum. This role offers the opportunity to inspire young people to develop fluency, confidence, and appreciation of the Welsh language while fostering a positive, inclusive learning environment.</p>

<hr data-end="1030" data-start="988">
<p data-end="1543" data-start="1031"><strong data-end="1049" data-start="1031">About the Role</strong><br data-end="1052" data-start="1049">
As a Teacher of Welsh, you will:<br data-end="1087" data-start="1084">
&bull; Plan and deliver engaging Welsh lessons in line with the national curriculum<br data-end="1168" data-start="1165">
&bull; Develop learners&rsquo; speaking, listening, reading, and writing skills in Welsh<br data-end="1248" data-start="1245">
&bull; Create a positive, inclusive, and well-managed classroom environment<br data-end="1321" data-start="1318">
&bull; Assess, monitor, and report on student progress effectively<br data-end="1385" data-start="1382">
&bull; Promote safeguarding, wellbeing, and positive behaviour at all times<br data-end="1458" data-start="1455">
&bull; Work collaboratively with colleagues and contribute to the wider school community</p>

<hr data-end="1587" data-start="1545">
<p data-end="1978" data-start="1588"><strong data-end="1614" data-start="1588">What We&rsquo;re Looking For</strong><br data-end="1617" data-start="1614">
To be considered, candidates must have:<br data-end="1659" data-start="1656">
&bull; Qualified Teacher Status (QTS)<br data-end="1694" data-start="1691">
&bull; Education Workforce Council (EWC) registration<br data-end="1745" data-start="1742">
&bull; An Enhanced DBS on the Update Service, or willingness to apply (Elementa can assist)<br data-end="1834" data-start="1831">
&bull; Experience teaching Welsh at secondary level (including placements)<br data-end="1906" data-start="1903">
&bull; Strong classroom management, communication, and interpersonal skills</p>

<p data-end="2145" data-start="1980">Desirable:<br data-end="1993" data-start="1990">
&bull; Experience across KS3 and KS4<br data-end="2027" data-start="2024">
&bull; A reflective and adaptable teaching approach<br data-end="2076" data-start="2073">
&bull; Creativity in lesson planning and use of Welsh language resources</p>

<hr data-end="2189" data-start="2147">
<p data-end="2522" data-start="2190"><strong data-end="2232" data-start="2190">Recruitment &amp; Safeguarding Information</strong><br data-end="2235" data-start="2232">
All applications will be managed by Elementa Support Services as the recruitment partner for this client. Elementa is committed to the safeguarding of children in all of their processes and all successful applicants will have a full pre-screen to assess their suitability for the role.</p>

<p data-end="2922" data-start="2524">Any appointment will be subject to:<br data-end="2562" data-start="2559">
&bull; A successful interview process<br data-end="2597" data-start="2594">
&bull; Satisfactory references<br data-end="2625" data-start="2622">
&bull; Safeguarding &amp; Prevent training<br data-end="2661" data-start="2658">
&bull; Education Workforce Council (EWC) registration in the appropriate categories<br data-end="2742" data-start="2739">
&bull; Enhanced DBS Disclosure (which may be chargeable at &pound;64.20 unless subscribed to the Update Service)<br data-end="2846" data-start="2843">
&bull; Successful completion of a 12-week / 60 paid day employment trial period</p>

<hr data-end="2966" data-start="2924">
<p data-end="3627" data-start="2967"><strong data-end="3000" data-start="2967">ELEMENTA CANDIDATE COMMITMENT</strong><br data-end="3003" data-start="3000">
&bull; Weekly pay &ndash; no waiting for monthly payroll cut-off dates; Elementa pays one week in lieu<br data-end="3097" data-start="3094">
&bull; PAYE contract &ndash; unless requested otherwise, providing full employment protections<br data-end="3183" data-start="3180">
&bull; Training &amp; Support &ndash; free or heavily discounted training including Safeguarding, Behaviour Management, Team Teach, SEND, Makaton, and Thrive<br data-end="3328" data-start="3325">
&bull; Dedicated candidate manager providing regular welfare contact and ongoing support<br data-end="3414" data-start="3411">
&bull; Fair pay policy &ndash; paid to scale; any variation agreed in writing prior to placement<br data-end="3502" data-start="3499">
&bull; Additional staff support services &ndash; access to partner services including tax returns, accountancy, legal advice, and more</p>

<hr data-end="3671" data-start="3629">
<p data-end="3860" data-start="3672"><strong data-end="3717" data-start="3672">This Role Is Not Suitable For Applicants:</strong><br data-end="3720" data-start="3717">
&bull; Not currently based within the UK<br data-end="3758" data-start="3755">
&bull; Requiring employer sponsorship for UK right to work<br data-end="3814" data-start="3811">
&bull; Without relevant Welsh teaching experience</p>

<hr data-end="3904" data-start="3862">
<p data-end="4087" data-start="3905"><strong data-end="3920" data-start="3905">Interested?</strong><br data-end="3923" data-start="3920">
Click Apply Now or contact us via phone or email for more information.<br data-end="3996" data-start="3993">
Please apply with your full, up-to-date CV. All applicants will be promptly responded to.</p>
]]></description><link>https://vacancies.elementa.org.uk/job/teacher-of-welsh-762.aspx</link><guid>https://vacancies.elementa.org.uk/job/teacher-of-welsh-762.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/teacher-of-welsh-762/apply.aspx</applyUrl><pubDate>Tue, 02 Jun 2026 10:19:08 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/teacher-of-welsh-762/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>762</ffAdvert:ReferenceNumber><ffAdvert:Title>Teacher of Welsh</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>3354</ffAdvert:CompanyReferenceNumber><ffAdvert:JobType>Contract</ffAdvert:JobType><ffAdvert:Discipline>Secondary</ffAdvert:Discipline><ffAdvert:Role>Teacher (QTS / QTLS)</ffAdvert:Role><ffAdvert:LocationArea>WALES</ffAdvert:LocationArea><ffAdvert:Location>Merthyr Tydfil CBC</ffAdvert:Location><ffAdvert:Specialisation>SECONDARY</ffAdvert:Specialisation><ffAdvert:SubSpecialisation>MFL - Welsh medium</ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Tue, 02 Jun 2026 10:19:08 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Tue, 16 Jun 2026 10:19:08 GMT</ffAdvert:ClosingDate><ffAdvert:Remuneration>172.98-238.95</ffAdvert:Remuneration><ffAdvert:PostedBy>Kristi Parmee</ffAdvert:PostedBy><ffAdvert:RecruiterEmail>kristi@elementa.org.uk</ffAdvert:RecruiterEmail><ffAdvert:RecruiterDirectDial /><ffAdvert:MinimumPayment>172.98</ffAdvert:MinimumPayment><ffAdvert:MaximumPayment>238.95</ffAdvert:MaximumPayment><ffAdvert:PaymentRate>Per Day</ffAdvert:PaymentRate><ffAdvert:Currency>GBP</ffAdvert:Currency><ffAdvert:Country>Wales</ffAdvert:Country><ffAdvert:RecruiterProfilePicture>https://vacancies.elementa.org.uk/webdocs/Elementa/Person/14657/Profile/Kristi Parmee.png</ffAdvert:RecruiterProfilePicture></item><item><title>Learning Support Assistant</title><description><![CDATA[<h2 data-end="198" data-start="161">Learning Support Assistant (LSA)</h2>

<ul data-end="344" data-start="199">
	<li data-end="221" data-start="199">
	<p data-end="221" data-start="201"><strong data-end="210" data-start="201">Type:</strong> Contract</p>
	</li>
	<li data-end="247" data-start="222">
	<p data-end="247" data-start="224"><strong data-end="237" data-start="224">Location:</strong> Cardiff</p>
	</li>
	<li data-end="272" data-start="248">
	<p data-end="272" data-start="250"><strong data-end="265" data-start="250">Start Date:</strong> ASAP</p>
	</li>
	<li data-end="308" data-start="273">
	<p data-end="308" data-start="275"><strong data-end="285" data-start="275">Hours:</strong> 8:30am-3:30pm</p>
	</li>
	<li data-end="344" data-start="309">
	<p data-end="344" data-start="311"><strong data-end="319" data-start="311">Pay:</strong> &pound;80-90 per day</p>
	</li>
</ul>

<p data-end="590" data-start="346">Are you passionate about supporting children in their learning and development? Elementa is partnering with a welcoming school setting to recruit motivated Learning Support Assistants who are ready to help pupils achieve their full potential.</p>

<p data-end="771" data-start="592">This is an excellent opportunity for experienced education support staff who are caring, reliable, and committed to creating safe, inclusive, and engaging learning environments.</p>

<hr data-end="776" data-start="773">
<h3 data-end="798" data-start="778">About the Role</h3>

<p data-end="843" data-start="799">As a Learning Support Assistant, you will:</p>

<ul data-end="1207" data-start="844">
	<li data-end="954" data-start="844">
	<p data-end="954" data-start="846">Support pupils&rsquo; learning, engagement, and personal development in line with school policies and frameworks</p>
	</li>
	<li data-end="1034" data-start="955">
	<p data-end="1034" data-start="957">Assist in creating a safe, stimulating, and inclusive classroom environment</p>
	</li>
	<li data-end="1134" data-start="1035">
	<p data-end="1134" data-start="1037">Work collaboratively with teachers and support staff to meet the individual needs of each pupil</p>
	</li>
	<li data-end="1207" data-start="1135">
	<p data-end="1207" data-start="1137">Promote positive behaviour, wellbeing, and safeguarding at all times</p>
	</li>
</ul>

<hr data-end="1212" data-start="1209">
<h3 data-end="1242" data-start="1214">What We&rsquo;re Looking For</h3>

<p data-end="1286" data-start="1243">To be considered, candidates should have:</p>

<ul data-end="1533" data-start="1287">
	<li data-end="1365" data-start="1287">
	<p data-end="1365" data-start="1289">Previous experience supporting children in a school or educational setting</p>
	</li>
	<li data-end="1454" data-start="1366">
	<p data-end="1454" data-start="1368">An Enhanced DBS on the Update Service, or willingness to apply (Elementa can assist)</p>
	</li>
	<li data-end="1533" data-start="1455">
	<p data-end="1533" data-start="1457">Education Workforce Council (EWC) registration in the appropriate category</p>
	</li>
</ul>

<p data-end="1566" data-start="1535"><strong data-end="1564" data-start="1535">Desirable qualifications:</strong></p>

<ul data-end="1715" data-start="1567">
	<li data-end="1644" data-start="1567">
	<p data-end="1644" data-start="1569">CACHE Level 2 or Level 3, or equivalent education/childcare qualification</p>
	</li>
	<li data-end="1715" data-start="1645">
	<p data-end="1715" data-start="1647">Experience supporting pupils with additional learning needs (SEND)</p>
	</li>
</ul>

<hr data-end="1720" data-start="1717">
<h3 data-end="1766" data-start="1722">Recruitment &amp; Safeguarding Information</h3>

<p data-end="1961" data-start="1767">All applications will be managed by Elementa as the recruitment partner. Elementa is committed to safeguarding children and will conduct full pre-screening to assess suitability for this role.</p>

<p data-end="1993" data-start="1963">Appointments are subject to:</p>

<ul data-end="2286" data-start="1994">
	<li data-end="2028" data-start="1994">
	<p data-end="2028" data-start="1996">A successful interview process</p>
	</li>
	<li data-end="2056" data-start="2029">
	<p data-end="2056" data-start="2031">Satisfactory references</p>
	</li>
	<li data-end="2092" data-start="2057">
	<p data-end="2092" data-start="2059">Safeguarding &amp; Prevent training</p>
	</li>
	<li data-end="2143" data-start="2093">
	<p data-end="2143" data-start="2095">Education Workforce Council (EWC) registration</p>
	</li>
	<li data-end="2209" data-start="2144">
	<p data-end="2209" data-start="2146">Enhanced DBS Disclosure (&pound;64.20 if not on the Update Service)</p>
	</li>
	<li data-end="2286" data-start="2210">
	<p data-end="2286" data-start="2212">Successful completion of a 12-week / 60 paid day employment trial period</p>
	</li>
</ul>

<p data-end="2428" data-start="2288">If you have the relevant skills and experience, please apply with your full, up-to-date CV. All applicants will receive a prompt response.</p>

<hr data-end="2433" data-start="2430">
<h3 data-end="2470" data-start="2435">ELEMENTA Candidate Commitment</h3>

<ul data-end="2998" data-start="2471">
	<li data-end="2530" data-start="2471">
	<p data-end="2530" data-start="2473"><strong data-end="2487" data-start="2473">Weekly pay</strong> &ndash; no waiting for monthly payroll cut-off</p>
	</li>
	<li data-end="2584" data-start="2531">
	<p data-end="2584" data-start="2533"><strong data-end="2550" data-start="2533">PAYE contract</strong> &ndash; standard employee protections</p>
	</li>
	<li data-end="2714" data-start="2585">
	<p data-end="2714" data-start="2587"><strong data-end="2609" data-start="2587">Training &amp; Support</strong> &ndash; free or discounted training including Safeguarding, Behaviour, Team Teach, SEND, Makaton, and Thrive</p>
	</li>
	<li data-end="2796" data-start="2715">
	<p data-end="2796" data-start="2717"><strong data-end="2748" data-start="2717">Dedicated candidate manager</strong> &ndash; regular welfare contact and ongoing support</p>
	</li>
	<li data-end="2874" data-start="2797">
	<p data-end="2874" data-start="2799"><strong data-end="2818" data-start="2799">Fair pay policy</strong> &ndash; paid to scale, with any variation agreed in writing</p>
	</li>
	<li data-end="2998" data-start="2875">
	<p data-end="2998" data-start="2877"><strong data-end="2908" data-start="2877">Additional support services</strong> &ndash; access to partner services including tax returns, accountancy, legal advice, and more</p>
	</li>
</ul>

<hr data-end="3003" data-start="3000">
<h3 data-end="3052" data-start="3005">This Role Is Not Suitable For Applicants:</h3>

<ul data-end="3175" data-start="3053">
	<li data-end="3086" data-start="3053">
	<p data-end="3086" data-start="3055">Not currently based in the UK</p>
	</li>
	<li data-end="3142" data-start="3087">
	<p data-end="3142" data-start="3089">Requiring employer sponsorship for UK right to work</p>
	</li>
	<li data-end="3175" data-start="3143">
	<p data-end="3175" data-start="3145">Without UK school experience</p>
	</li>
</ul>

<hr data-end="3180" data-start="3177">
<p data-end="3366" data-start="3182"><strong data-end="3197" data-start="3182">Interested?</strong><br data-end="3200" data-start="3197">
Click <strong data-end="3219" data-start="3206">Apply Now</strong> or contact us via phone or email for more information. Please apply with your full, up-to-date CV. All applicants will be promptly responded to.</p>
]]></description><link>https://vacancies.elementa.org.uk/job/learning-support-assistant-757.aspx</link><guid>https://vacancies.elementa.org.uk/job/learning-support-assistant-757.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/learning-support-assistant-757/apply.aspx</applyUrl><pubDate>Tue, 02 Jun 2026 10:19:08 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/learning-support-assistant-757/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>757</ffAdvert:ReferenceNumber><ffAdvert:Title>Learning Support Assistant</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>3354</ffAdvert:CompanyReferenceNumber><ffAdvert:JobType>Contract</ffAdvert:JobType><ffAdvert:Discipline>Secondary</ffAdvert:Discipline><ffAdvert:Role>Learning Support Assistant</ffAdvert:Role><ffAdvert:LocationArea>WALES</ffAdvert:LocationArea><ffAdvert:Location>Cardiff Council</ffAdvert:Location><ffAdvert:Specialisation>School Support Roles</ffAdvert:Specialisation><ffAdvert:SubSpecialisation>Learning Support Assistant</ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Tue, 02 Jun 2026 10:19:08 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Tue, 16 Jun 2026 10:19:08 GMT</ffAdvert:ClosingDate><ffAdvert:Remuneration>£80 - £90 per day</ffAdvert:Remuneration><ffAdvert:PostedBy>Kristi Parmee</ffAdvert:PostedBy><ffAdvert:RecruiterEmail>kristi@elementa.org.uk</ffAdvert:RecruiterEmail><ffAdvert:RecruiterDirectDial /><ffAdvert:MinimumPayment>80.00</ffAdvert:MinimumPayment><ffAdvert:MaximumPayment>9080.00</ffAdvert:MaximumPayment><ffAdvert:PaymentRate>Per Day</ffAdvert:PaymentRate><ffAdvert:Currency>GBP</ffAdvert:Currency><ffAdvert:Country>Wales</ffAdvert:Country><ffAdvert:RecruiterProfilePicture>https://vacancies.elementa.org.uk/webdocs/Elementa/Person/14657/Profile/Kristi Parmee.png</ffAdvert:RecruiterProfilePicture></item><item><title>PE Teacher</title><description><![CDATA[<p data-end="273" data-start="0" style="text-align: center;"><strong data-end="38" data-start="0">Teacher of Physical Education (PE)</strong></p>

<p data-end="273" data-start="0"><br data-end="41" data-start="38">
&bull; Type: Contract / Long-term / Supply (depending on availability)<br data-end="109" data-start="106">
&bull; Location: Merthyr Tydfil &amp; surrounding areas<br data-end="151" data-start="148">
&bull; Start date: ASAP<br data-end="172" data-start="169">
&bull; Hours: Full-time (part-time considered)<br data-end="216" data-start="213">
&bull; Pay: Paid to scale (MPS - UPS Considered)</p>

<p data-end="455" data-start="275">Are you a passionate Physical Education Teacher who believes in the power of sport and physical activity to inspire confidence, resilience, teamwork, and lifelong healthy habits?</p>

<p data-end="917" data-start="457">Elementa Support Services is working in partnership with supportive and forward-thinking secondary schools to recruit enthusiastic and dedicated Teachers of PE who can deliver high-quality, engaging lessons across the curriculum. This role offers the opportunity to motivate young people to develop their physical skills, improve fitness, and embrace the values of sportsmanship and wellbeing within a positive and inclusive learning environment.</p>

<hr data-end="961" data-start="919">
<h3 data-end="983" data-start="963">About the Role</h3>

<p data-end="1032" data-start="985">As a Teacher of Physical Education, you will:</p>

<p data-end="1649" data-start="1034">&bull; Plan and deliver engaging PE lessons in line with the national curriculum<br data-end="1112" data-start="1109">
&bull; Teach a broad range of sports and physical activities across KS3 and KS4<br data-end="1189" data-start="1186">
&bull; Promote teamwork, resilience, leadership, and fair play<br data-end="1249" data-start="1246">
&bull; Organise and support extracurricular clubs, fixtures, and sporting events<br data-end="1327" data-start="1324">
&bull; Create a positive, inclusive, and well-managed learning environment (both indoors and outdoors)<br data-end="1427" data-start="1424">
&bull; Assess, monitor, and report on student progress effectively<br data-end="1491" data-start="1488">
&bull; Promote safeguarding, wellbeing, and positive behaviour at all times<br data-end="1564" data-start="1561">
&bull; Work collaboratively with colleagues and contribute to the wider school community</p>

<hr data-end="1693" data-start="1651">
<h3 data-end="1723" data-start="1695">What We&rsquo;re Looking For</h3>

<p data-end="1766" data-start="1725">To be considered, candidates must have:</p>

<p data-end="2156" data-start="1768">&bull; Qualified Teacher Status (QTS)<br data-end="1803" data-start="1800">
&bull; Education Workforce Council (EWC) registration<br data-end="1864" data-start="1861">
&bull; An Enhanced DBS on the Update Service, or willingness to apply (Elementa can assist)<br data-end="1953" data-start="1950">
&bull; Experience teaching Physical Education at secondary level (including placements)<br data-end="2038" data-start="2035">
&bull; Strong classroom and practical activity management skills<br data-end="2100" data-start="2097">
&bull; Excellent communication and organisational abilities</p>

<p data-end="2170" data-start="2158">Desirable:</p>

<p data-end="2387" data-start="2172">&bull; Experience across KS3 and KS4<br data-end="2206" data-start="2203">
&bull; Ability to teach a wide range of team and individual sports<br data-end="2270" data-start="2267">
&bull; Experience leading extracurricular sport or competitive fixtures<br data-end="2339" data-start="2336">
&bull; A reflective and adaptable teaching approach</p>

<hr data-end="2431" data-start="2389">
<h3 data-end="2477" data-start="2433">Recruitment &amp; Safeguarding Information</h3>

<p data-end="2778" data-start="2479">All applications will be managed by Elementa Support Services as the recruitment partner for this client. Elementa is committed to the safeguarding of children in all of their processes and all successful applicants will have a full pre-screen to assess their suitability for the role.</p>

<p data-end="2817" data-start="2780">Any appointment will be subject to:</p>

<p data-end="3189" data-start="2819">&bull; A successful interview process<br data-end="2854" data-start="2851">
&bull; Satisfactory references<br data-end="2882" data-start="2879">
&bull; Safeguarding &amp; Prevent training<br data-end="2918" data-start="2915">
&bull; Education Workforce Council (EWC) registration in the appropriate categories<br data-end="3009" data-start="3006">
&bull; Enhanced DBS Disclosure (which may be chargeable at &pound;64.20 unless subscribed to the Update Service)<br data-end="3113" data-start="3110">
&bull; Successful completion of a 12-week / 60 paid day employment trial period</p>

<hr data-end="3233" data-start="3191">
<h3 data-end="3270" data-start="3235">ELEMENTA CANDIDATE COMMITMENT</h3>

<p data-end="3896" data-start="3272">&bull; Weekly pay &ndash; no waiting for monthly payroll cut-off dates; Elementa pays one week in lieu<br data-end="3366" data-start="3363">
&bull; PAYE contract &ndash; unless requested otherwise, providing full employment protections<br data-end="3452" data-start="3449">
&bull; Training &amp; Support &ndash; free or heavily discounted training including Safeguarding, Behaviour Management, Team Teach, SEND, Makaton, and Thrive<br data-end="3597" data-start="3594">
&bull; Dedicated candidate manager providing regular welfare contact and ongoing support<br data-end="3683" data-start="3680">
&bull; Fair pay policy &ndash; paid to scale; any variation agreed in writing prior to placement<br data-end="3771" data-start="3768">
&bull; Additional staff support services &ndash; access to partner services including tax returns, accountancy, legal advice, and more</p>

<hr data-end="3940" data-start="3898">
<h3 data-end="3989" data-start="3942">This Role Is Not Suitable For Applicants:</h3>

<p data-end="4136" data-start="3991">&bull; Not currently based within the UK<br data-end="4029" data-start="4026">
&bull; Requiring employer sponsorship for UK right to work<br data-end="4085" data-start="4082">
&bull; Without UK secondary school teaching experience</p>

<hr data-end="4180" data-start="4138">
<h3 data-end="4199" data-start="4182">Interested?</h3>

<p data-end="4273" data-start="4201">Click Apply Now or contact us via phone or email for more information.</p>

<p data-end="4364" data-is-last-node="" data-is-only-node="" data-start="4275">Please apply with your full, up-to-date CV. All applicants will be promptly responded to.</p>
]]></description><link>https://vacancies.elementa.org.uk/job/pe-teacher-779.aspx</link><guid>https://vacancies.elementa.org.uk/job/pe-teacher-779.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/pe-teacher-779/apply.aspx</applyUrl><pubDate>Tue, 02 Jun 2026 10:19:08 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/pe-teacher-779/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>779</ffAdvert:ReferenceNumber><ffAdvert:Title>PE Teacher</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>3354</ffAdvert:CompanyReferenceNumber><ffAdvert:JobType>Contract</ffAdvert:JobType><ffAdvert:Discipline>Secondary</ffAdvert:Discipline><ffAdvert:Role>Teacher (QTS / QTLS)</ffAdvert:Role><ffAdvert:LocationArea>WALES</ffAdvert:LocationArea><ffAdvert:Location>Merthyr Tydfil CBC</ffAdvert:Location><ffAdvert:Specialisation>SECONDARY</ffAdvert:Specialisation><ffAdvert:SubSpecialisation>PE - GCSE/A-Level</ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Tue, 02 Jun 2026 10:19:08 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Tue, 16 Jun 2026 10:19:08 GMT</ffAdvert:ClosingDate><ffAdvert:Remuneration>£172.98 - £238.95 per day (MPS)</ffAdvert:Remuneration><ffAdvert:PostedBy>Kristi Parmee</ffAdvert:PostedBy><ffAdvert:RecruiterEmail>kristi@elementa.org.uk</ffAdvert:RecruiterEmail><ffAdvert:RecruiterDirectDial /><ffAdvert:MinimumPayment>172.98</ffAdvert:MinimumPayment><ffAdvert:MaximumPayment>238.95</ffAdvert:MaximumPayment><ffAdvert:PaymentRate>Per Day</ffAdvert:PaymentRate><ffAdvert:Currency>GBP</ffAdvert:Currency><ffAdvert:Country>Wales</ffAdvert:Country><ffAdvert:RecruiterProfilePicture>https://vacancies.elementa.org.uk/webdocs/Elementa/Person/14657/Profile/Kristi Parmee.png</ffAdvert:RecruiterProfilePicture></item><item><title>MFL Teacher</title><description><![CDATA[<h2 data-end="160" data-start="114" style="text-align: center;"><u><strong>MFL Teacher</strong></u></h2>

<p data-end="282" data-start="0">&bull; Type: Contract / Long-term / Supply (depending on availability)<br data-end="112" data-start="109">
&bull; Location: Monmouthshire &amp; surrounding areas<br data-end="160" data-start="157">
&bull; Start date: ASAP<br data-end="181" data-start="178">
&bull; Hours: Full-time (part-time considered)<br data-end="225" data-start="222">
&bull; Pay: Paid to scale (MPS - UPS considered)</p>

<p data-end="445" data-start="284">Are you a passionate Modern Foreign Languages Teacher who believes in the power of languages to open doors, broaden horizons, and build cultural understanding?</p>

<p data-end="892" data-start="447">Elementa Support Services is working in partnership with supportive and forward-thinking secondary schools to recruit enthusiastic and knowledgeable Teachers of MFL who can deliver engaging, dynamic lessons across the curriculum. This role offers the opportunity to inspire young people to develop confidence in communication, appreciate different cultures, and achieve their full potential in languages within a positive learning environment.</p>

<hr data-end="936" data-start="894">
<p data-end="1450" data-start="938">About the Role<br data-end="955" data-start="952">
As a Teacher of Modern Foreign Languages, you will:<br data-end="1009" data-start="1006">
&bull; Plan and deliver engaging MFL lessons in line with the national curriculum<br data-end="1088" data-start="1085">
&bull; Teach one or more languages such as French, Spanish, or German<br data-end="1155" data-start="1152">
&bull; Create a positive, inclusive, and well-managed classroom environment<br data-end="1228" data-start="1225">
&bull; Assess, monitor, and report on student progress effectively<br data-end="1292" data-start="1289">
&bull; Promote safeguarding, wellbeing, and positive behaviour at all times<br data-end="1365" data-start="1362">
&bull; Work collaboratively with colleagues and contribute to the wider school community</p>

<hr data-end="1494" data-start="1452">
<p data-end="1864" data-start="1496">What We&rsquo;re Looking For<br data-end="1521" data-start="1518">
To be considered, candidates must have:<br data-end="1563" data-start="1560">
&bull; Qualified Teacher Status (QTS)<br data-end="1598" data-start="1595">
&bull; Education Workforce Council (EWC) registration<br data-end="1649" data-start="1646">
&bull; An Enhanced DBS on the Update Service, or willingness to apply (Elementa can assist)<br data-end="1738" data-start="1735">
&bull; Experience teaching MFL at secondary level (including placements)<br data-end="1808" data-start="1805">
&bull; Strong classroom management and communication skills</p>

<p data-end="2005" data-start="1866">Desirable:<br data-end="1879" data-start="1876">
&bull; Experience across KS3 and KS4<br data-end="1913" data-start="1910">
&bull; Ability to teach more than one language<br data-end="1957" data-start="1954">
&bull; A reflective and adaptable teaching approach</p>

<hr data-end="2049" data-start="2007">
<p data-end="2379" data-start="2051">Recruitment &amp; Safeguarding Information<br data-end="2092" data-start="2089">
All applications will be managed by Elementa Support Services as the recruitment partner for this client. Elementa is committed to the safeguarding of children in all of their processes and all successful applicants will have a full pre-screen to assess their suitability for the role.</p>

<p data-end="2779" data-start="2381">Any appointment will be subject to:<br data-end="2419" data-start="2416">
&bull; A successful interview process<br data-end="2454" data-start="2451">
&bull; Satisfactory references<br data-end="2482" data-start="2479">
&bull; Safeguarding &amp; Prevent training<br data-end="2518" data-start="2515">
&bull; Education Workforce Council (EWC) registration in the appropriate categories<br data-end="2599" data-start="2596">
&bull; Enhanced DBS Disclosure (which may be chargeable at &pound;64.20 unless subscribed to the Update Service)<br data-end="2703" data-start="2700">
&bull; Successful completion of a 12-week / 60 paid day employment trial period</p>

<hr data-end="2823" data-start="2781">
<p data-end="3481" data-start="2825">ELEMENTA CANDIDATE COMMITMENT<br data-end="2857" data-start="2854">
&bull; Weekly pay &ndash; no waiting for monthly payroll cut-off dates; Elementa pays one week in lieu<br data-end="2951" data-start="2948">
&bull; PAYE contract &ndash; unless requested otherwise, providing full employment protections<br data-end="3037" data-start="3034">
&bull; Training &amp; Support &ndash; free or heavily discounted training including Safeguarding, Behaviour Management, Team Teach, SEND, Makaton, and Thrive<br data-end="3182" data-start="3179">
&bull; Dedicated candidate manager providing regular welfare contact and ongoing support<br data-end="3268" data-start="3265">
&bull; Fair pay policy &ndash; paid to scale; any variation agreed in writing prior to placement<br data-end="3356" data-start="3353">
&bull; Additional staff support services &ndash; access to partner services including tax returns, accountancy, legal advice, and more</p>

<hr data-end="3525" data-start="3483">
<p data-end="3716" data-start="3527">This Role Is Not Suitable For Applicants:<br data-end="3571" data-start="3568">
&bull; Not currently based within the UK<br data-end="3609" data-start="3606">
&bull; Requiring employer sponsorship for UK right to work<br data-end="3665" data-start="3662">
&bull; Without UK secondary school teaching experience</p>

<hr data-end="3760" data-start="3718">
<p data-end="3938" data-is-last-node="" data-is-only-node="" data-start="3762">Interested?<br data-end="3776" data-start="3773">
Click Apply Now or contact us via phone or email for more information.<br data-end="3849" data-start="3846">
Please apply with your full, up-to-date CV. All applicants will be promptly responded to.</p>
]]></description><link>https://vacancies.elementa.org.uk/job/mfl-teacher-784.aspx</link><guid>https://vacancies.elementa.org.uk/job/mfl-teacher-784.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/mfl-teacher-784/apply.aspx</applyUrl><pubDate>Tue, 02 Jun 2026 10:19:08 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/mfl-teacher-784/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>784</ffAdvert:ReferenceNumber><ffAdvert:Title>MFL Teacher</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>3354</ffAdvert:CompanyReferenceNumber><ffAdvert:JobType>Contract</ffAdvert:JobType><ffAdvert:Discipline>Secondary</ffAdvert:Discipline><ffAdvert:Role>Teacher (QTS / QTLS)</ffAdvert:Role><ffAdvert:LocationArea>WALES</ffAdvert:LocationArea><ffAdvert:Location>Monmouthshire CC</ffAdvert:Location><ffAdvert:Specialisation>SECONDARY</ffAdvert:Specialisation><ffAdvert:SubSpecialisation>MFL - French</ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Tue, 02 Jun 2026 10:19:08 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Tue, 16 Jun 2026 10:19:08 GMT</ffAdvert:ClosingDate><ffAdvert:Remuneration>£172.98 - 238.95 (MPS)</ffAdvert:Remuneration><ffAdvert:PostedBy>Kristi Parmee</ffAdvert:PostedBy><ffAdvert:RecruiterEmail>kristi@elementa.org.uk</ffAdvert:RecruiterEmail><ffAdvert:RecruiterDirectDial /><ffAdvert:MinimumPayment>172.98</ffAdvert:MinimumPayment><ffAdvert:MaximumPayment>238.95</ffAdvert:MaximumPayment><ffAdvert:PaymentRate>Per Day</ffAdvert:PaymentRate><ffAdvert:Currency>GBP</ffAdvert:Currency><ffAdvert:Country>Wales</ffAdvert:Country><ffAdvert:RecruiterProfilePicture>https://vacancies.elementa.org.uk/webdocs/Elementa/Person/14657/Profile/Kristi Parmee.png</ffAdvert:RecruiterProfilePicture></item><item><title>Welsh-Speaking Cover Supervisor</title><description><![CDATA[<p data-end="305" data-start="0" style="text-align: center;"><strong data-end="35" data-start="0">Welsh-Speaking Cover Supervisor</strong></p>

<p data-end="305" data-start="0"><br data-end="38" data-start="35">
&bull; <strong data-end="49" data-start="40">Type:</strong> Contract / Long-term / Supply (depending on availability)<br data-end="110" data-start="107">
&bull; <strong data-end="125" data-start="112">Location:</strong> Wales (Welsh-medium and bilingual schools)<br data-end="171" data-start="168">
&bull; <strong data-end="188" data-start="173">Start date:</strong> ASAP<br data-end="196" data-start="193">
&bull; <strong data-end="208" data-start="198">Hours:</strong> Full-time (part-time considered)<br data-end="244" data-start="241">
&bull; <strong data-end="254" data-start="246">Pay:</strong> Competitive daily rate (dependent on experience)</p>

<p data-end="409" data-start="307">Are you a confident Welsh speaker with experience working with children and a passion for education?</p>

<p data-end="772" data-start="411">Elementa Support Services is working in partnership with supportive primary and secondary schools across Wales to recruit enthusiastic and reliable Welsh-Speaking Cover Supervisors. This role offers a fantastic opportunity to gain hands-on classroom experience, support continuity of learning, and make a real impact within Welsh-medium education.</p>

<hr data-end="816" data-start="774">
<h3 data-end="838" data-start="818">About the Role</h3>

<p data-end="1310" data-start="840">As a Welsh-Speaking Cover Supervisor, you will:<br data-end="890" data-start="887">
&bull; Deliver pre-planned lessons in the absence of the class teacher<br data-end="958" data-start="955">
&bull; Maintain positive classroom behaviour and a focused learning environment<br data-end="1035" data-start="1032">
&bull; Support pupils&rsquo; learning and engagement across a range of subjects<br data-end="1106" data-start="1103">
&bull; Communicate confidently in Welsh within Welsh-medium and bilingual settings<br data-end="1186" data-start="1183">
&bull; Follow safeguarding procedures and school policies at all times<br data-end="1254" data-start="1251">
&bull; Provide feedback to teaching staff following lessons</p>

<hr data-end="1354" data-start="1312">
<h3 data-end="1384" data-start="1356">What We&rsquo;re Looking For</h3>

<p data-end="1790" data-start="1386">To be considered, candidates must have:<br data-end="1428" data-start="1425">
&bull; Fluent Welsh language skills (essential)<br data-end="1473" data-start="1470">
&bull; Experience working with children or young people (school-based experience desirable)<br data-end="1562" data-start="1559">
&bull; Strong classroom presence and confidence managing groups<br data-end="1623" data-start="1620">
&bull; An Enhanced DBS on the Update Service, or willingness to apply (Elementa can assist)<br data-end="1712" data-start="1709">
&bull; Education Workforce Council (EWC) registration, or willingness to register</p>

<p data-end="1969" data-start="1792">Desirable:<br data-end="1805" data-start="1802">
&bull; Experience within Welsh-medium education<br data-end="1850" data-start="1847">
&bull; A proactive and adaptable approach to classroom support<br data-end="1910" data-start="1907">
&bull; Interest in progressing into teacher training or a PGCE</p>

<hr data-end="2013" data-start="1971">
<h3 data-end="2059" data-start="2015">Recruitment &amp; Safeguarding Information</h3>

<p data-end="2348" data-start="2061">All applications will be managed by Elementa Support Services as the recruitment partner for this client. Elementa is committed to the safeguarding of children in all of their processes and all successful applicants will have a full pre-screen to assess their suitability for the role.</p>

<p data-end="2748" data-start="2350">Any appointment will be subject to:<br data-end="2388" data-start="2385">
&bull; A successful interview process<br data-end="2423" data-start="2420">
&bull; Satisfactory references<br data-end="2451" data-start="2448">
&bull; Safeguarding &amp; Prevent training<br data-end="2487" data-start="2484">
&bull; Education Workforce Council (EWC) registration in the appropriate categories<br data-end="2568" data-start="2565">
&bull; Enhanced DBS Disclosure (which may be chargeable at &pound;64.20 unless subscribed to the Update Service)<br data-end="2672" data-start="2669">
&bull; Successful completion of a 12-week / 60 paid day employment trial period</p>

<hr data-end="2792" data-start="2750">
<h3 data-end="2829" data-start="2794">ELEMENTA CANDIDATE COMMITMENT</h3>

<p data-end="3483" data-start="2831">&bull; Weekly pay &ndash; no waiting for monthly payroll cut-off dates; Elementa pays one week in lieu<br data-end="2925" data-start="2922">
&bull; PAYE contract &ndash; unless requested otherwise, providing full employment protections<br data-end="3011" data-start="3008">
&bull; Training &amp; Support &ndash; free or heavily discounted training including Safeguarding, Behaviour Management, Team Teach, SEND, Makaton, and Thrive<br data-end="3156" data-start="3153">
&bull; Dedicated candidate manager providing regular welfare contact and ongoing support<br data-end="3242" data-start="3239">
&bull; Fair pay policy &ndash; paid appropriately to role and experience; any variation agreed in writing prior to placement<br data-end="3358" data-start="3355">
&bull; Additional staff support services &ndash; access to partner services including tax returns, accountancy, legal advice, and more</p>

<hr data-end="3527" data-start="3485">
<h3 data-end="3576" data-start="3529">This Role Is Not Suitable For Applicants:</h3>

<p data-end="3706" data-start="3578">&bull; Not currently based within the UK<br data-end="3616" data-start="3613">
&bull; Requiring employer sponsorship for UK right to work<br data-end="3672" data-start="3669">
&bull; Without UK schools&rsquo; experience</p>

<hr data-end="3750" data-start="3708">
<h3 data-end="3769" data-start="3752">Interested?</h3>

<p data-end="3843" data-start="3771">Click Apply Now or contact us via phone or email for more information.</p>

<p data-end="3934" data-is-last-node="" data-is-only-node="" data-start="3845">Please apply with your full, up-to-date CV. All applicants will be promptly responded to.</p>
]]></description><link>https://vacancies.elementa.org.uk/job/welshspeaking-cover-supervisor-778.aspx</link><guid>https://vacancies.elementa.org.uk/job/welshspeaking-cover-supervisor-778.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/welshspeaking-cover-supervisor-778/apply.aspx</applyUrl><pubDate>Tue, 02 Jun 2026 10:19:08 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/welshspeaking-cover-supervisor-778/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>778</ffAdvert:ReferenceNumber><ffAdvert:Title>Welsh-Speaking Cover Supervisor</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>3354</ffAdvert:CompanyReferenceNumber><ffAdvert:JobType>Contract</ffAdvert:JobType><ffAdvert:Discipline>Secondary</ffAdvert:Discipline><ffAdvert:Role>Instructor / Cover Supervisor</ffAdvert:Role><ffAdvert:LocationArea>WALES</ffAdvert:LocationArea><ffAdvert:Location>Caerphilly CBC</ffAdvert:Location><ffAdvert:Specialisation>SECONDARY</ffAdvert:Specialisation><ffAdvert:SubSpecialisation>MFL - Welsh medium</ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Tue, 02 Jun 2026 10:19:08 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Tue, 16 Jun 2026 10:19:08 GMT</ffAdvert:ClosingDate><ffAdvert:Remuneration>£90 - £110</ffAdvert:Remuneration><ffAdvert:PostedBy>Kristi Parmee</ffAdvert:PostedBy><ffAdvert:RecruiterEmail>kristi@elementa.org.uk</ffAdvert:RecruiterEmail><ffAdvert:RecruiterDirectDial /><ffAdvert:MinimumPayment>90.00</ffAdvert:MinimumPayment><ffAdvert:MaximumPayment>110.00</ffAdvert:MaximumPayment><ffAdvert:PaymentRate>Per Day</ffAdvert:PaymentRate><ffAdvert:Currency>GBP</ffAdvert:Currency><ffAdvert:Country>Wales</ffAdvert:Country><ffAdvert:RecruiterProfilePicture>https://vacancies.elementa.org.uk/webdocs/Elementa/Person/14657/Profile/Kristi Parmee.png</ffAdvert:RecruiterProfilePicture></item><item><title>Cover Supervisor</title><description><![CDATA[<p data-end="425" data-start="112" style="text-align: center;"><strong data-end="153" data-start="112">Cover Supervisor</strong></p>

<p data-end="425" data-start="112"><br data-end="156" data-start="153">
&bull; <strong data-end="167" data-start="158">Type:</strong> Contract / Long-term / Supply (depending on availability)<br data-end="228" data-start="225">
&bull; <strong data-end="243" data-start="230">Location:</strong> Rhondda Cynon Taff<br data-end="291" data-start="288">
&bull; <strong data-end="308" data-start="293">Start date:</strong> ASAP<br data-end="316" data-start="313">
&bull; <strong data-end="328" data-start="318">Hours:</strong> Full-time (part-time considered)<br data-end="364" data-start="361">
&bull; <strong data-end="374" data-start="366">Pay:</strong> Competitive daily rate (dependent on experience)</p>

<p data-end="522" data-start="427">Are you confident working with children, reliable, and passionate about supporting education?</p>

<p data-end="875" data-start="524">Elementa Support Services is working in partnership with primary and secondary schools across Wales to recruit enthusiastic and dependable Cover Supervisors. This role offers a fantastic opportunity to gain hands-on classroom experience, support continuity of learning, and make a real impact within English-medium or bilingual settings.</p>

<hr data-end="919" data-start="877">
<h3 data-end="941" data-start="921">About the Role</h3>

<p data-end="1387" data-start="943">As a Cover Supervisor, you will:<br data-end="978" data-start="975">
&bull; Deliver pre-planned lessons in the absence of the class teacher<br data-end="1046" data-start="1043">
&bull; Maintain positive classroom behaviour and a focused learning environment<br data-end="1123" data-start="1120">
&bull; Support pupils&rsquo; learning and engagement across a range of subjects<br data-end="1194" data-start="1191">
&bull; Communicate confidently in English to support classroom learning<br data-end="1263" data-start="1260">
&bull; Follow safeguarding procedures and school policies at all times<br data-end="1331" data-start="1328">
&bull; Provide feedback to teaching staff following lessons</p>

<hr data-end="1431" data-start="1389">
<h3 data-end="1461" data-start="1433">What We&rsquo;re Looking For</h3>

<p data-end="1822" data-start="1463">To be considered, candidates must have:<br data-end="1505" data-start="1502">
&bull; Experience working with children or young people (school-based experience desirable)<br data-end="1594" data-start="1591">
&bull; Strong classroom presence and confidence managing groups<br data-end="1655" data-start="1652">
&bull; An Enhanced DBS on the Update Service, or willingness to apply (Elementa can assist)<br data-end="1744" data-start="1741">
&bull; Education Workforce Council (EWC) registration, or willingness to register</p>

<p data-end="2016" data-start="1824">Desirable:<br data-end="1837" data-start="1834">
&bull; Experience within English-medium or bilingual education<br data-end="1897" data-start="1894">
&bull; A proactive and adaptable approach to classroom support<br data-end="1957" data-start="1954">
&bull; Interest in progressing into teacher training or a PGCE</p>

<hr data-end="2060" data-start="2018">
<h3 data-end="2106" data-start="2062">Recruitment &amp; Safeguarding Information</h3>

<p data-end="2395" data-start="2108">All applications will be managed by Elementa Support Services as the recruitment partner for this client. Elementa is committed to the safeguarding of children in all of their processes and all successful applicants will have a full pre-screen to assess their suitability for the role.</p>

<p data-end="2795" data-start="2397">Any appointment will be subject to:<br data-end="2435" data-start="2432">
&bull; A successful interview process<br data-end="2470" data-start="2467">
&bull; Satisfactory references<br data-end="2498" data-start="2495">
&bull; Safeguarding &amp; Prevent training<br data-end="2534" data-start="2531">
&bull; Education Workforce Council (EWC) registration in the appropriate categories<br data-end="2615" data-start="2612">
&bull; Enhanced DBS Disclosure (which may be chargeable at &pound;64.20 unless subscribed to the Update Service)<br data-end="2719" data-start="2716">
&bull; Successful completion of a 12-week / 60 paid day employment trial period</p>

<hr data-end="2839" data-start="2797">
<h3 data-end="2876" data-start="2841">ELEMENTA CANDIDATE COMMITMENT</h3>

<p data-end="3530" data-start="2878">&bull; Weekly pay &ndash; no waiting for monthly payroll cut-off dates; Elementa pays one week in lieu<br data-end="2972" data-start="2969">
&bull; PAYE contract &ndash; unless requested otherwise, providing full employment protections<br data-end="3058" data-start="3055">
&bull; Training &amp; Support &ndash; free or heavily discounted training including Safeguarding, Behaviour Management, Team Teach, SEND, Makaton, and Thrive<br data-end="3203" data-start="3200">
&bull; Dedicated candidate manager providing regular welfare contact and ongoing support<br data-end="3289" data-start="3286">
&bull; Fair pay policy &ndash; paid appropriately to role and experience; any variation agreed in writing prior to placement<br data-end="3405" data-start="3402">
&bull; Additional staff support services &ndash; access to partner services including tax returns, accountancy, legal advice, and more</p>

<hr data-end="3574" data-start="3532">
<h3 data-end="3623" data-start="3576">This Role Is Not Suitable For Applicants:</h3>

<p data-end="3753" data-start="3625">&bull; Not currently based within the UK<br data-end="3663" data-start="3660">
&bull; Requiring employer sponsorship for UK right to work<br data-end="3719" data-start="3716">
&bull; Without UK schools&rsquo; experience</p>

<hr data-end="3797" data-start="3755">
<h3 data-end="3816" data-start="3799">Interested?</h3>

<p data-end="3890" data-start="3818">Click Apply Now or contact us via phone or email for more information.</p>

<p data-end="3983" data-start="3892">Please apply with your full, up-to-date CV. All applicants will be promptly responded to.</p>
]]></description><link>https://vacancies.elementa.org.uk/job/cover-supervisor-781.aspx</link><guid>https://vacancies.elementa.org.uk/job/cover-supervisor-781.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/cover-supervisor-781/apply.aspx</applyUrl><pubDate>Tue, 02 Jun 2026 10:19:07 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/cover-supervisor-781/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>781</ffAdvert:ReferenceNumber><ffAdvert:Title>Cover Supervisor</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>3354</ffAdvert:CompanyReferenceNumber><ffAdvert:JobType>Contract</ffAdvert:JobType><ffAdvert:Discipline>Secondary</ffAdvert:Discipline><ffAdvert:Role>Instructor / Cover Supervisor</ffAdvert:Role><ffAdvert:LocationArea>WALES</ffAdvert:LocationArea><ffAdvert:Location>Rhondda Cynon Taf CBC</ffAdvert:Location><ffAdvert:Specialisation>SECONDARY</ffAdvert:Specialisation><ffAdvert:SubSpecialisation></ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Tue, 02 Jun 2026 10:19:07 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Tue, 16 Jun 2026 10:19:07 GMT</ffAdvert:ClosingDate><ffAdvert:Remuneration>90-110</ffAdvert:Remuneration><ffAdvert:PostedBy>Kristi Parmee</ffAdvert:PostedBy><ffAdvert:RecruiterEmail>kristi@elementa.org.uk</ffAdvert:RecruiterEmail><ffAdvert:RecruiterDirectDial /><ffAdvert:MinimumPayment>0.00</ffAdvert:MinimumPayment><ffAdvert:MaximumPayment></ffAdvert:MaximumPayment><ffAdvert:PaymentRate>Per Day</ffAdvert:PaymentRate><ffAdvert:Currency>GBP</ffAdvert:Currency><ffAdvert:Country>Wales</ffAdvert:Country><ffAdvert:RecruiterProfilePicture>https://vacancies.elementa.org.uk/webdocs/Elementa/Person/14657/Profile/Kristi Parmee.png</ffAdvert:RecruiterProfilePicture></item><item><title>Science Teacher</title><description><![CDATA[<h2 data-end="424" data-start="148" style="text-align: center;"><strong data-end="178" data-start="148">Teacher of General Science</strong></h2>

<p data-end="424" data-start="148"><br data-end="181" data-start="178">
&bull; Type: Contract / Long-term / Supply (depending on availability)<br data-end="249" data-start="246">
&bull; Location: Caerphilly &amp; surrounding areas<br data-end="302" data-start="299">
&bull; Start date: ASAP<br data-end="323" data-start="320">
&bull; Hours: Full-time (part-time considered)<br data-end="367" data-start="364">
&bull; Pay: Paid to scale (MPS/UPS, dependent on experience)</p>

<p data-end="1031" data-start="426">Are you a passionate Science Teacher who believes in the power of education to spark curiosity, foster investigative skills, and inspire a lifelong love of science? Elementa Support Services is working in partnership with supportive and forward-thinking secondary schools to recruit enthusiastic and knowledgeable Teachers of Science who can deliver engaging, hands-on lessons across the curriculum. This role offers the opportunity to inspire young people to explore scientific concepts, develop critical thinking, and build confidence in their abilities within a positive learning environment.</p>

<p data-end="1053" data-start="1033"><strong data-end="1051" data-start="1033">About the Role</strong></p>

<p data-end="1538" data-start="1055">As a Teacher of Science, you will:<br data-end="1100" data-start="1097">
&bull; Plan and deliver engaging Science lessons in line with the national curriculum<br data-end="1183" data-start="1180">
&bull; Promote enquiry, experimentation, and critical thinking<br data-end="1243" data-start="1240">
&bull; Create a positive, inclusive, and well-managed classroom environment<br data-end="1316" data-start="1313">
&bull; Assess, monitor, and report on student progress effectively<br data-end="1380" data-start="1377">
&bull; Promote safeguarding, wellbeing, and positive behaviour at all times<br data-end="1453" data-start="1450">
&bull; Work collaboratively with colleagues and contribute to the wider school community</p>

<p data-end="1568" data-start="1540"><strong data-end="1566" data-start="1540">What We&rsquo;re Looking For</strong></p>

<p data-end="1917" data-start="1570">To be considered, candidates must have:<br data-end="1612" data-start="1609">
&bull; Qualified Teacher Status (QTS)<br data-end="1647" data-start="1644">
&bull; Education Workforce Council (EWC) registration<br data-end="1698" data-start="1695">
&bull; An Enhanced DBS on the Update Service, or willingness to apply (Elementa can assist)<br data-end="1787" data-start="1784">
&bull; Experience teaching Science at secondary level (including placements)<br data-end="1861" data-start="1858">
&bull; Strong classroom management and communication skills</p>

<p data-end="2018" data-start="1919"><strong data-end="1933" data-start="1919">Desirable:</strong><br data-end="1936" data-start="1933">
&bull; Experience delivering lessons across KS5<br data-end="1970" data-start="1967">
&bull; A reflective and adaptable teaching approach</p>

<p data-end="2064" data-start="2020"><strong data-end="2062" data-start="2020">Recruitment &amp; Safeguarding Information</strong></p>

<p data-end="2750" data-start="2066">All applications will be managed by Elementa Support Services as the recruitment partner for this client. Elementa is committed to the safeguarding of children in all of their processes and all successful applicants will have a full pre-screen to assess their suitability for the role. Any appointment will be subject to:<br data-end="2390" data-start="2387">
&bull; A successful interview process<br data-end="2425" data-start="2422">
&bull; Satisfactory references<br data-end="2453" data-start="2450">
&bull; Safeguarding &amp; Prevent training<br data-end="2489" data-start="2486">
&bull; Education Workforce Council (EWC) registration in the appropriate categories<br data-end="2570" data-start="2567">
&bull; Enhanced DBS Disclosure (which may be chargeable at &pound;64.20 unless subscribed to the Update Service)<br data-end="2674" data-start="2671">
&bull; Successful completion of a 12-week / 60 paid day employment trial period</p>

<p data-end="2787" data-start="2752"><strong data-end="2785" data-start="2752">ELEMENTA CANDIDATE COMMITMENT</strong></p>

<p data-end="3413" data-start="2789">&bull; Weekly pay &ndash; no waiting for monthly payroll cut-off dates; Elementa pays one week in lieu<br data-end="2883" data-start="2880">
&bull; PAYE contract &ndash; unless requested otherwise, providing full employment protections<br data-end="2969" data-start="2966">
&bull; Training &amp; Support &ndash; free or heavily discounted training including Safeguarding, Behaviour Management, Team Teach, SEND, Makaton, and Thrive<br data-end="3114" data-start="3111">
&bull; Dedicated candidate manager providing regular welfare contact and ongoing support<br data-end="3200" data-start="3197">
&bull; Fair pay policy &ndash; paid to scale; any variation agreed in writing prior to placement<br data-end="3288" data-start="3285">
&bull; Additional staff support services &ndash; access to partner services including tax returns, accountancy, legal advice, and more</p>

<p data-end="3608" data-start="3415"><strong data-end="3460" data-start="3415">This Role Is Not Suitable For Applicants:</strong><br data-end="3463" data-start="3460">
&bull; Not currently based within the UK<br data-end="3501" data-start="3498">
&bull; Requiring employer sponsorship for UK right to work<br data-end="3557" data-start="3554">
&bull; Without UK secondary school teaching experience</p>
]]></description><link>https://vacancies.elementa.org.uk/job/science-teacher-761.aspx</link><guid>https://vacancies.elementa.org.uk/job/science-teacher-761.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/science-teacher-761/apply.aspx</applyUrl><pubDate>Tue, 02 Jun 2026 10:19:07 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/science-teacher-761/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>761</ffAdvert:ReferenceNumber><ffAdvert:Title>Science Teacher</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>3354</ffAdvert:CompanyReferenceNumber><ffAdvert:JobType>Contract</ffAdvert:JobType><ffAdvert:Discipline>Secondary</ffAdvert:Discipline><ffAdvert:Role>Teacher (QTS / QTLS)</ffAdvert:Role><ffAdvert:LocationArea>WALES</ffAdvert:LocationArea><ffAdvert:Location>Caerphilly CBC</ffAdvert:Location><ffAdvert:Specialisation>SECONDARY</ffAdvert:Specialisation><ffAdvert:SubSpecialisation>Science - General Science</ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Tue, 02 Jun 2026 10:19:07 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Tue, 16 Jun 2026 10:19:07 GMT</ffAdvert:ClosingDate><ffAdvert:Remuneration>172.98-238.95 per day</ffAdvert:Remuneration><ffAdvert:PostedBy>Kristi Parmee</ffAdvert:PostedBy><ffAdvert:RecruiterEmail>kristi@elementa.org.uk</ffAdvert:RecruiterEmail><ffAdvert:RecruiterDirectDial /><ffAdvert:MinimumPayment>172.98</ffAdvert:MinimumPayment><ffAdvert:MaximumPayment>238.95</ffAdvert:MaximumPayment><ffAdvert:PaymentRate>Per Day</ffAdvert:PaymentRate><ffAdvert:Currency>GBP</ffAdvert:Currency><ffAdvert:Country>Wales</ffAdvert:Country><ffAdvert:RecruiterProfilePicture>https://vacancies.elementa.org.uk/webdocs/Elementa/Person/14657/Profile/Kristi Parmee.png</ffAdvert:RecruiterProfilePicture></item><item><title>Mathematics Teacher</title><description><![CDATA[<h3 data-end="643" data-start="308" style="text-align: center;"><u><strong>Mathematics Teacher</strong></u></h3>

<p data-end="378" data-start="123"><strong data-end="143" data-start="123">Teacher of Maths</strong><br data-end="146" data-start="143">
&bull; Type: Contract / Long-term / Supply (depending on availability)<br data-end="214" data-start="211">
&bull; Location: Newport &amp; surrounding areas<br data-end="256" data-start="253">
&bull; Start date: ASAP<br data-end="277" data-start="274">
&bull; Hours: Full-time (part-time considered)<br data-end="321" data-start="318">
&bull; Pay: Paid to scale (MPS/UPS, dependent on experience)</p>

<p data-end="997" data-start="380">Are you a passionate Maths Teacher who believes in the power of education to develop analytical thinking, problem-solving skills, and a lifelong love of learning? Elementa Support Services is working in partnership with supportive and forward-thinking secondary schools to recruit enthusiastic and knowledgeable Teachers of Maths who can deliver engaging, thought-provoking lessons across the curriculum. This role offers the opportunity to inspire young people to explore mathematical concepts, apply reasoning in real-world contexts, and build confidence in their abilities within a positive learning environment.</p>

<hr data-end="1002" data-start="999">
<h3 data-end="1024" data-start="1004">About the Role</h3>

<p data-end="1512" data-start="1025">As a Teacher of Maths, you will:<br data-end="1060" data-start="1057">
&bull; Plan and deliver engaging Maths lessons in line with the national curriculum<br data-end="1141" data-start="1138">
&bull; Encourage problem-solving, critical thinking, and analytical discussion<br data-end="1217" data-start="1214">
&bull; Create a positive, inclusive, and well-managed classroom environment<br data-end="1290" data-start="1287">
&bull; Assess, monitor, and report on student progress effectively<br data-end="1354" data-start="1351">
&bull; Promote safeguarding, wellbeing, and positive behaviour at all times<br data-end="1427" data-start="1424">
&bull; Work collaboratively with colleagues and contribute to the wider school community</p>

<hr data-end="1517" data-start="1514">
<h3 data-end="1547" data-start="1519">What We&rsquo;re Looking For</h3>

<p data-end="1893" data-start="1548">To be considered, candidates must have:<br data-end="1590" data-start="1587">
&bull; Qualified Teacher Status (QTS)<br data-end="1625" data-start="1622">
&bull; Education Workforce Council (EWC) registration<br data-end="1676" data-start="1673">
&bull; An Enhanced DBS on the Update Service, or willingness to apply (Elementa can assist)<br data-end="1765" data-start="1762">
&bull; Experience teaching Maths at secondary level (including placements)<br data-end="1837" data-start="1834">
&bull; Strong classroom management and communication skills</p>

<p data-end="1994" data-start="1895"><strong data-end="1909" data-start="1895">Desirable:</strong><br data-end="1912" data-start="1909">
&bull; Experience across KS5<br data-end="1946" data-start="1943">
&bull; A reflective and adaptable teaching approach</p>

<hr data-end="1999" data-start="1996">
<h3 data-end="2045" data-start="2001">Recruitment &amp; Safeguarding Information</h3>

<p data-end="2730" data-start="2046">All applications will be managed by Elementa Support Services as the recruitment partner for this client. Elementa is committed to the safeguarding of children in all of their processes and all successful applicants will have a full pre-screen to assess their suitability for the role. Any appointment will be subject to:<br data-end="2370" data-start="2367">
&bull; A successful interview process<br data-end="2405" data-start="2402">
&bull; Satisfactory references<br data-end="2433" data-start="2430">
&bull; Safeguarding &amp; Prevent training<br data-end="2469" data-start="2466">
&bull; Education Workforce Council (EWC) registration in the appropriate categories<br data-end="2550" data-start="2547">
&bull; Enhanced DBS Disclosure (which may be chargeable at &pound;64.20 unless subscribed to the Update Service)<br data-end="2654" data-start="2651">
&bull; Successful completion of a 12-week / 60 paid day employment trial period</p>

<hr data-end="2735" data-start="2732">
<h3 data-end="2772" data-start="2737">ELEMENTA CANDIDATE COMMITMENT</h3>

<p data-end="3397" data-start="2773">&bull; Weekly pay &ndash; no waiting for monthly payroll cut-off dates; Elementa pays one week in lieu<br data-end="2867" data-start="2864">
&bull; PAYE contract &ndash; unless requested otherwise, providing full employment protections<br data-end="2953" data-start="2950">
&bull; Training &amp; Support &ndash; free or heavily discounted training including Safeguarding, Behaviour Management, Team Teach, SEND, Makaton, and Thrive<br data-end="3098" data-start="3095">
&bull; Dedicated candidate manager providing regular welfare contact and ongoing support<br data-end="3184" data-start="3181">
&bull; Fair pay policy &ndash; paid to scale; any variation agreed in writing prior to placement<br data-end="3272" data-start="3269">
&bull; Additional staff support services &ndash; access to partner services including tax returns, accountancy, legal advice, and more</p>

<hr data-end="3402" data-start="3399">
<h3 data-end="3451" data-start="3404">This Role Is Not Suitable For Applicants:</h3>

<p data-end="3597" data-start="3452">&bull; Not currently based within the UK<br data-end="3490" data-start="3487">
&bull; Requiring employer sponsorship for UK right to work<br data-end="3546" data-start="3543">
&bull; Without UK secondary school teaching experience</p>

<hr data-end="3602" data-start="3599">
<p data-end="3782" data-start="3604"><strong data-end="3619" data-start="3604">Interested?</strong> Click Apply Now or contact us via phone or email for more information. Please apply with your full, up-to-date CV. All applicants will be promptly responded to.</p>
]]></description><link>https://vacancies.elementa.org.uk/job/mathematics-teacher-759.aspx</link><guid>https://vacancies.elementa.org.uk/job/mathematics-teacher-759.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/mathematics-teacher-759/apply.aspx</applyUrl><pubDate>Tue, 02 Jun 2026 10:19:07 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/mathematics-teacher-759/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>759</ffAdvert:ReferenceNumber><ffAdvert:Title>Mathematics Teacher</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>3354</ffAdvert:CompanyReferenceNumber><ffAdvert:JobType>Contract</ffAdvert:JobType><ffAdvert:Discipline>Secondary</ffAdvert:Discipline><ffAdvert:Role>Teacher (QTS / QTLS)</ffAdvert:Role><ffAdvert:LocationArea>WALES</ffAdvert:LocationArea><ffAdvert:Location>Newport CC</ffAdvert:Location><ffAdvert:Specialisation>SECONDARY</ffAdvert:Specialisation><ffAdvert:SubSpecialisation>Maths</ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Tue, 02 Jun 2026 10:19:07 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Tue, 16 Jun 2026 10:19:07 GMT</ffAdvert:ClosingDate><ffAdvert:Remuneration>172.98-238.95</ffAdvert:Remuneration><ffAdvert:PostedBy>Kristi Parmee</ffAdvert:PostedBy><ffAdvert:RecruiterEmail>kristi@elementa.org.uk</ffAdvert:RecruiterEmail><ffAdvert:RecruiterDirectDial /><ffAdvert:MinimumPayment>172.98</ffAdvert:MinimumPayment><ffAdvert:MaximumPayment>238.95</ffAdvert:MaximumPayment><ffAdvert:PaymentRate>Per Day</ffAdvert:PaymentRate><ffAdvert:Currency>GBP</ffAdvert:Currency><ffAdvert:Country>Wales</ffAdvert:Country><ffAdvert:RecruiterProfilePicture>https://vacancies.elementa.org.uk/webdocs/Elementa/Person/14657/Profile/Kristi Parmee.png</ffAdvert:RecruiterProfilePicture></item><item><title>Higher Level Teaching Assistant (HLTA)</title><description><![CDATA[<p data-end="388" data-start="120" style="text-align: center;"><strong data-end="162" data-start="120">Higher Level Teaching Assistant (HLTA)</strong></p>

<p data-end="388" data-start="120"><br data-end="165" data-start="162">
&bull; Type: Contract / Long-term / Supply (depending on availability)<br data-end="233" data-start="230">
&bull; Location: Blaenau Gwent &amp; surrounding areas<br data-end="275" data-start="272">
&bull; Start date: ASAP<br data-end="296" data-start="293">
&bull; Hours: Full-time (part-time considered)<br data-end="340" data-start="337">
&bull; Pay: &pound;90-&pound;100 per day (dependent on experience)</p>

<p data-end="913" data-start="390">Are you an experienced and dedicated Higher Level Teaching Assistant who wants to make a real difference in children&rsquo;s learning and development? <strong data-end="564" data-start="535">Elementa Support Services</strong> is working in partnership with supportive and forward-thinking schools to recruit enthusiastic and knowledgeable HLTAs who can provide high-quality support across the curriculum. This role offers the opportunity to inspire young people, support emotional wellbeing, and help deliver engaging lessons in a positive, inclusive learning environment.</p>

<hr data-end="957" data-start="915">
<p data-end="1589" data-start="958"><strong data-end="976" data-start="958">About the Role</strong><br data-end="979" data-start="976">
As a Higher Level Teaching Assistant, you will:<br data-end="1029" data-start="1026">
&bull; Support teachers in planning and delivering engaging lessons in line with the national curriculum<br data-end="1131" data-start="1128">
&bull; Work with small groups and individual pupils to accelerate progress<br data-end="1203" data-start="1200">
&bull; Support pupils&rsquo; emotional, social, and behavioural development (ELSA experience desirable)<br data-end="1298" data-start="1295">
&bull; Contribute to a positive, inclusive, and well-managed classroom environment<br data-end="1378" data-start="1375">
&bull; Assess, monitor, and report on pupil progress effectively<br data-end="1440" data-start="1437">
&bull; Promote safeguarding, wellbeing, and positive behaviour at all times<br data-end="1513" data-start="1510">
&bull; Collaborate with colleagues and contribute to the wider school community</p>

<hr data-end="1633" data-start="1591">
<p data-end="1952" data-start="1634"><strong data-end="1660" data-start="1634">What We&rsquo;re Looking For</strong><br data-end="1663" data-start="1660">
To be considered, candidates must have:<br data-end="1705" data-start="1702">
&bull; Level 4 Teaching Assistant qualification<br data-end="1750" data-start="1747">
&bull; Previous experience working with children in a school setting<br data-end="1816" data-start="1813">
&bull; Education Workforce Council (EWC) registration<br data-end="1867" data-start="1864">
&bull; Enhanced DBS on the Update Service, or willingness to apply (Elementa can assist)</p>

<p data-end="2155" data-start="1954">Desirable:<br data-end="1967" data-start="1964">
&bull; Experience as an ELSA (Emotional Literacy Support Assistant)<br data-end="2032" data-start="2029">
&bull; Experience supporting pupils across KS2 and KS3<br data-end="2084" data-start="2081">
&bull; Strong communication, organisation, and classroom management skills</p>

<hr data-end="2199" data-start="2157">
<p data-end="2933" data-start="2200"><strong data-end="2242" data-start="2200">Recruitment &amp; Safeguarding Information</strong><br data-end="2245" data-start="2242">
All applications will be managed by <strong data-end="2310" data-start="2281">Elementa Support Services</strong> as the recruitment partner for this client. Elementa is committed to the safeguarding of children in all of their processes and all successful applicants will have a full pre-screen to assess their suitability for the role. Any appointment will be subject to:<br data-end="2573" data-start="2570">
&bull; A successful interview process<br data-end="2608" data-start="2605">
&bull; Satisfactory references<br data-end="2636" data-start="2633">
&bull; Safeguarding &amp; Prevent training<br data-end="2672" data-start="2669">
&bull; Education Workforce Council (EWC) registration in the appropriate categories<br data-end="2753" data-start="2750">
&bull; Enhanced DBS Disclosure (which may be chargeable at &pound;64.20 unless subscribed to the Update Service)<br data-end="2857" data-start="2854">
&bull; Successful completion of a 12-week / 60 paid day employment trial period</p>

<hr data-end="2977" data-start="2935">
<p data-end="3638" data-start="2978"><strong data-end="3011" data-start="2978">ELEMENTA CANDIDATE COMMITMENT</strong><br data-end="3014" data-start="3011">
&bull; Weekly pay &ndash; no waiting for monthly payroll cut-off dates; Elementa pays one week in lieu<br data-end="3108" data-start="3105">
&bull; PAYE contract &ndash; unless requested otherwise, providing full employment protections<br data-end="3194" data-start="3191">
&bull; Training &amp; Support &ndash; free or heavily discounted training including Safeguarding, Behaviour Management, Team Teach, SEND, Makaton, and Thrive<br data-end="3339" data-start="3336">
&bull; Dedicated candidate manager providing regular welfare contact and ongoing support<br data-end="3425" data-start="3422">
&bull; Fair pay policy &ndash; paid to scale; any variation agreed in writing prior to placement<br data-end="3513" data-start="3510">
&bull; Additional staff support services &ndash; access to partner services including tax returns, accountancy, legal advice, and more</p>

<hr data-end="3682" data-start="3640">
<p data-end="3888" data-start="3683"><strong data-end="3728" data-start="3683">This Role Is Not Suitable For Applicants:</strong><br data-end="3731" data-start="3728">
&bull; Not currently based within the UK<br data-end="3769" data-start="3766">
&bull; Requiring employer sponsorship for UK right to work<br data-end="3825" data-start="3822">
&bull; Without previous school-based teaching assistant experience</p>

<hr data-end="3932" data-start="3890">
<p data-end="4113" data-start="3933"><strong data-end="3948" data-start="3933">Interested?</strong><br data-end="3951" data-start="3948">
Click Apply Now or contact us via phone or email for more information. Please apply with your full, up-to-date CV. All applicants will be promptly responded to.</p>
]]></description><link>https://vacancies.elementa.org.uk/job/higher-level-teaching-assistant-(hlta)-764.aspx</link><guid>https://vacancies.elementa.org.uk/job/higher-level-teaching-assistant-(hlta)-764.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/higher-level-teaching-assistant-(hlta)-764/apply.aspx</applyUrl><pubDate>Tue, 02 Jun 2026 10:19:07 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/higher-level-teaching-assistant-(hlta)-764/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>764</ffAdvert:ReferenceNumber><ffAdvert:Title>Higher Level Teaching Assistant (HLTA)</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>3354</ffAdvert:CompanyReferenceNumber><ffAdvert:JobType>Contract</ffAdvert:JobType><ffAdvert:Discipline>Special School/Setting (SEND)</ffAdvert:Discipline><ffAdvert:Role>HLTA</ffAdvert:Role><ffAdvert:LocationArea>WALES</ffAdvert:LocationArea><ffAdvert:Location>Blaenau Gwent CBC</ffAdvert:Location><ffAdvert:Specialisation></ffAdvert:Specialisation><ffAdvert:SubSpecialisation></ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Tue, 02 Jun 2026 10:19:07 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Tue, 16 Jun 2026 10:19:07 GMT</ffAdvert:ClosingDate><ffAdvert:Remuneration>£90-£110 per day</ffAdvert:Remuneration><ffAdvert:PostedBy>Kristi Parmee</ffAdvert:PostedBy><ffAdvert:RecruiterEmail>kristi@elementa.org.uk</ffAdvert:RecruiterEmail><ffAdvert:RecruiterDirectDial /><ffAdvert:MinimumPayment>90.00</ffAdvert:MinimumPayment><ffAdvert:MaximumPayment>110.00</ffAdvert:MaximumPayment><ffAdvert:PaymentRate>Per Day</ffAdvert:PaymentRate><ffAdvert:Currency>GBP</ffAdvert:Currency><ffAdvert:Country>Wales</ffAdvert:Country><ffAdvert:RecruiterProfilePicture>https://vacancies.elementa.org.uk/webdocs/Elementa/Person/14657/Profile/Kristi Parmee.png</ffAdvert:RecruiterProfilePicture></item><item><title>Teacher of English</title><description><![CDATA[<h2 data-end="260" data-start="237" style="text-align: center;"><strong>Teacher of English</strong></h2>

<ul style="margin-bottom:11px">
	<li style="margin-left:8px"><span style="font-size:12pt"><span style="line-height:115%"><span style="font-family:Aptos,sans-serif"><b>Type: </b>Contract</span></span></span></li>
	<li style="margin-left:8px"><span style="font-size:12pt"><span style="line-height:115%"><span style="font-family:Aptos,sans-serif"><b>Location:</b>&nbsp;Various schools throughout Caerphilly CBC</span></span></span></li>
	<li style="margin-left:8px"><span style="font-size:12pt"><span style="line-height:115%"><span style="font-family:Aptos,sans-serif"><b>Start date: </b>ASAP</span></span></span></li>
	<li style="margin-left:8px"><span style="font-size:12pt"><span style="line-height:115%"><span style="font-family:Aptos,sans-serif"><b>Hours:</b> 8:30am-3:30pm</span></span></span></li>
	<li style="margin-bottom:11px; margin-left:8px"><span style="font-size:12pt"><span style="line-height:115%"><span style="font-family:Aptos,sans-serif"><b>Pay:</b> MPS &amp; UPS</span></span></span></li>
</ul>

<p data-end="641" data-start="304">Elementa Support Services is working in partnership with secondary schools to recruit passionate and skilled <strong data-end="436" data-start="413">Teachers of English</strong>. This is an exciting opportunity for dedicated educators who are committed to inspiring students through literature, language, and communication, and who want to make a meaningful impact in the classroom.</p>

<h3 data-end="657" data-start="643">The Role</h3>

<p data-end="976" data-start="658">As a Teacher of English, you will be responsible for delivering high-quality English lessons that engage, challenge, and support learners of varying abilities. You will play a key role in developing students&rsquo; reading, writing, and critical thinking skills while fostering a positive and inclusive learning environment.</p>

<h3 data-end="1004" data-start="978">Key Responsibilities</h3>

<ul data-end="1390" data-start="1005">
	<li data-end="1087" data-start="1005">
	<p data-end="1087" data-start="1007">Plan and deliver engaging English lessons aligned with the national curriculum</p>
	</li>
	<li data-end="1150" data-start="1088">
	<p data-end="1150" data-start="1090">Teach across KS3 and KS4 (KS5 desirable but not essential)</p>
	</li>
	<li data-end="1200" data-start="1151">
	<p data-end="1200" data-start="1153">Assess, track, and report on student progress</p>
	</li>
	<li data-end="1261" data-start="1201">
	<p data-end="1261" data-start="1203">Differentiate learning to meet the needs of all learners</p>
	</li>
	<li data-end="1327" data-start="1262">
	<p data-end="1327" data-start="1264">Maintain high standards of behaviour and classroom management</p>
	</li>
	<li data-end="1390" data-start="1328">
	<p data-end="1390" data-start="1330">Work collaboratively with colleagues and school leadership</p>
	</li>
</ul>

<h3 data-end="1420" data-start="1392">Essential Requirements</h3>

<ul data-end="1765" data-start="1421">
	<li data-end="1455" data-start="1421">
	<p data-end="1455" data-start="1423">Qualified Teacher Status (QTS)</p>
	</li>
	<li data-end="1511" data-start="1456">
	<p data-end="1511" data-start="1458">Experience teaching English in UK secondary schools</p>
	</li>
	<li data-end="1619" data-start="1512">
	<p data-end="1619" data-start="1514">Enhanced DBS Disclosure (or willingness to apply &ndash; cost &pound;64.20 unless subscribed to the Update Service)</p>
	</li>
	<li data-end="1700" data-start="1620">
	<p data-end="1700" data-start="1622">Education Workforce Council (EWC) registration in the appropriate categories</p>
	</li>
	<li data-end="1765" data-start="1701">
	<p data-end="1765" data-start="1703">Strong subject knowledge and a passion for English education</p>
	</li>
</ul>

<hr data-end="1770" data-start="1767">
<h3 data-end="1804" data-start="1772">Recruitment &amp; Safeguarding</h3>

<p data-end="2096" data-start="1805">All applications will be managed by <strong data-end="1870" data-start="1841">Elementa Support Services</strong> as the recruitment partner for this client. Elementa is committed to the safeguarding of children in all of its processes, and all successful applicants will undergo a full pre-screen to assess their suitability for the role.</p>

<p data-end="2135" data-start="2098">Any appointment will be subject to:</p>

<ul data-end="2392" data-start="2136">
	<li data-end="2170" data-start="2136">
	<p data-end="2170" data-start="2138">A successful interview process</p>
	</li>
	<li data-end="2198" data-start="2171">
	<p data-end="2198" data-start="2173">Satisfactory references</p>
	</li>
	<li data-end="2234" data-start="2199">
	<p data-end="2234" data-start="2201">Safeguarding &amp; PREVENT training</p>
	</li>
	<li data-end="2285" data-start="2235">
	<p data-end="2285" data-start="2237">EWC registration in the appropriate categories</p>
	</li>
	<li data-end="2313" data-start="2286">
	<p data-end="2313" data-start="2288">Enhanced DBS Disclosure</p>
	</li>
	<li data-end="2392" data-start="2314">
	<p data-end="2392" data-start="2316">Successful completion of a <strong data-end="2392" data-start="2343">12-week / 60 paid day employment trial period</strong></p>
	</li>
</ul>

<hr data-end="2397" data-start="2394">
<h3 data-end="2434" data-start="2399">ELEMENTA CANDIDATE COMMITMENT</h3>

<ul data-end="3139" data-start="2435">
	<li data-end="2532" data-start="2435">
	<p data-end="2532" data-start="2437"><strong data-end="2451" data-start="2437">Weekly pay</strong> &ndash; no waiting for monthly payroll cut-off dates; Elementa pays one week in lieu</p>
	</li>
	<li data-end="2668" data-start="2533">
	<p data-end="2668" data-start="2535"><strong data-end="2552" data-start="2535">PAYE contract</strong> &ndash; unless specifically requested otherwise, giving the protections of a traditional employer-employee relationship</p>
	</li>
	<li data-end="2833" data-start="2669">
	<p data-end="2833" data-start="2671"><strong data-end="2693" data-start="2671">Training &amp; Support</strong> &ndash; access to a broad range of free or heavily discounted training including Safeguarding, Behaviour, Team Teach, SEND, Makaton, and Thrive</p>
	</li>
	<li data-end="2915" data-start="2834">
	<p data-end="2915" data-start="2836"><strong data-end="2867" data-start="2836">Dedicated Candidate Manager</strong> &ndash; regular welfare contact and ongoing support</p>
	</li>
	<li data-end="3015" data-start="2916">
	<p data-end="3015" data-start="2918"><strong data-end="2937" data-start="2918">Fair Pay Policy</strong> &ndash; paid to scale; any variation will be agreed in writing prior to placement</p>
	</li>
	<li data-end="3139" data-start="3016">
	<p data-end="3139" data-start="3018"><strong data-end="3049" data-start="3018">Additional support services</strong> &ndash; access to partner services including tax returns, accountancy, legal advice, and more</p>
	</li>
</ul>

<hr data-end="3144" data-start="3141">
<h3 data-end="3205" data-start="3146">This role is <strong data-end="3179" data-start="3163">not suitable</strong> for applicants who are:</h3>

<ul data-end="3332" data-start="3206">
	<li data-end="3239" data-start="3206">
	<p data-end="3239" data-start="3208">Not currently based in the UK</p>
	</li>
	<li data-end="3295" data-start="3240">
	<p data-end="3295" data-start="3242">Requiring employer sponsorship for UK right to work</p>
	</li>
	<li data-end="3332" data-start="3296">
	<p data-end="3332" data-start="3298">Without experience in UK schools</p>
	</li>
</ul>

<hr data-end="3337" data-start="3334">
<p data-end="3507" data-start="3339">If you have the relevant skills and experience required for this role, please apply with your <strong data-end="3456" data-start="3433">full, up-to-date CV</strong>. All applicants will be <strong data-end="3506" data-start="3481">promptly responded to</strong>.</p>

<p data-end="3584" data-start="3509">For more information, click <strong data-end="3550" data-start="3537">Apply Now</strong> or contact us via phone or email.</p>
]]></description><link>https://vacancies.elementa.org.uk/job/teacher-of-english-758.aspx</link><guid>https://vacancies.elementa.org.uk/job/teacher-of-english-758.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/teacher-of-english-758/apply.aspx</applyUrl><pubDate>Tue, 02 Jun 2026 10:19:07 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/teacher-of-english-758/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>758</ffAdvert:ReferenceNumber><ffAdvert:Title>Teacher of English</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>3354</ffAdvert:CompanyReferenceNumber><ffAdvert:JobType>Contract</ffAdvert:JobType><ffAdvert:Discipline>Secondary</ffAdvert:Discipline><ffAdvert:Role>Teacher (QTS / QTLS)</ffAdvert:Role><ffAdvert:LocationArea>WALES</ffAdvert:LocationArea><ffAdvert:Location>Caerphilly CBC</ffAdvert:Location><ffAdvert:Specialisation>SECONDARY</ffAdvert:Specialisation><ffAdvert:SubSpecialisation>English Literature</ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Tue, 02 Jun 2026 10:19:07 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Tue, 16 Jun 2026 10:19:07 GMT</ffAdvert:ClosingDate><ffAdvert:Remuneration>MPS</ffAdvert:Remuneration><ffAdvert:PostedBy>Kristi Parmee</ffAdvert:PostedBy><ffAdvert:RecruiterEmail>kristi@elementa.org.uk</ffAdvert:RecruiterEmail><ffAdvert:RecruiterDirectDial /><ffAdvert:MinimumPayment>172.98</ffAdvert:MinimumPayment><ffAdvert:MaximumPayment>238.95</ffAdvert:MaximumPayment><ffAdvert:PaymentRate>Per Day</ffAdvert:PaymentRate><ffAdvert:Currency>GBP</ffAdvert:Currency><ffAdvert:Country>Wales</ffAdvert:Country><ffAdvert:RecruiterProfilePicture>https://vacancies.elementa.org.uk/webdocs/Elementa/Person/14657/Profile/Kristi Parmee.png</ffAdvert:RecruiterProfilePicture></item><item><title>KS2 Class Teacher (Fluent Welsh)</title><description><![CDATA[<h2 data-end="337" data-start="0" style="text-align: center;"><u><strong>KS2 Class Teacher (Fluent Welsh)</strong></u></h2>

<p data-end="337" data-start="0"><strong data-end="14" data-start="0">Job Title:</strong> KS2 Class Teacher (Welsh Medium)<br data-end="50" data-start="47">
<strong data-end="59" data-start="50">Type:</strong> Contract / Long-term / Supply (depending on availability)<br data-end="120" data-start="117">
<strong data-end="133" data-start="120">Location:</strong> Cardiff<br data-end="174" data-start="171">
<strong data-end="189" data-start="174">Start date:</strong> Summer Term, with potential for extension<br data-end="234" data-start="231">
<strong data-end="244" data-start="234">Hours:</strong> Full-time (part-time considered)<br data-end="280" data-start="277">
<strong data-end="288" data-start="280">Pay:</strong> Paid to scale (MPS/UPS, dependent on experience)</p>

<p data-end="591" data-start="339">Are you an enthusiastic <strong data-end="378" data-start="363">KS2 Teacher</strong> who is passionate about inspiring young learners and helping them reach their full potential? Do you believe in fostering curiosity, creativity, and confidence through engaging and high-quality primary education?</p>

<p data-end="997" data-start="593"><strong data-end="622" data-start="593">Elementa Support Services</strong> is working in partnership with a welcoming and forward-thinking <strong data-end="718" data-start="687">Welsh-medium primary school</strong> in Cardiff to recruit a committed <strong data-end="812" data-start="783">Key Stage 2 Class Teacher</strong> for a summer term start. This is an exciting opportunity to support pupils in a nurturing learning environment where the Welsh language, culture, and values are central to school life.</p>

<p data-end="1126" data-start="999">Fluent <strong data-end="1045" data-start="1006">Welsh language skills are essential</strong>, as all teaching and communication within the school is delivered through Welsh.</p>

<hr data-end="1131" data-start="1128">
<h2 data-end="1150" data-start="1133">About the Role</h2>

<p data-end="1188" data-start="1151">As a <strong data-end="1177" data-start="1156">KS2 Class Teacher</strong>, you will:</p>

<ul data-end="1690" data-start="1190">
	<li data-end="1269" data-start="1190">
	<p data-end="1269" data-start="1192">Plan and deliver engaging lessons in line with the <strong data-end="1267" data-start="1243">Curriculum for Wales</strong></p>
	</li>
	<li data-end="1334" data-start="1270">
	<p data-end="1334" data-start="1272">Teach a broad and balanced curriculum across <strong data-end="1332" data-start="1317">Key Stage 2</strong></p>
	</li>
	<li data-end="1407" data-start="1335">
	<p data-end="1407" data-start="1337">Create a positive, inclusive, and well-managed classroom environment</p>
	</li>
	<li data-end="1482" data-start="1408">
	<p data-end="1482" data-start="1410">Support pupils&rsquo; academic progress, wellbeing, and personal development</p>
	</li>
	<li data-end="1544" data-start="1483">
	<p data-end="1544" data-start="1485">Assess, monitor, and report on pupil progress effectively</p>
	</li>
	<li data-end="1617" data-start="1545">
	<p data-end="1617" data-start="1547">Promote safeguarding, wellbeing, and positive behaviour at all times</p>
	</li>
	<li data-end="1690" data-start="1618">
	<p data-end="1690" data-start="1620">Contribute to whole-school activities and the wider school community</p>
	</li>
</ul>

<hr data-end="1695" data-start="1692">
<h2 data-end="1722" data-start="1697">What We&rsquo;re Looking For</h2>

<p data-end="1762" data-start="1723">To be considered, candidates must have:</p>

<ul data-end="2168" data-start="1764">
	<li data-end="1802" data-start="1764">
	<p data-end="1802" data-start="1766"><strong data-end="1800" data-start="1766">Qualified Teacher Status (QTS)</strong></p>
	</li>
	<li data-end="1857" data-start="1803">
	<p data-end="1857" data-start="1805"><strong data-end="1855" data-start="1805">Education Workforce Council (EWC) registration</strong></p>
	</li>
	<li data-end="1915" data-start="1858">
	<p data-end="1915" data-start="1860"><strong data-end="1892" data-start="1860">Fluent Welsh language skills</strong> (spoken and written)</p>
	</li>
	<li data-end="2008" data-start="1916">
	<p data-end="2008" data-start="1918">An <strong data-end="1959" data-start="1921">Enhanced DBS on the Update Service</strong>, or willingness to apply (Elementa can assist)</p>
	</li>
	<li data-end="2104" data-start="2009">
	<p data-end="2104" data-start="2011">Experience teaching within <strong data-end="2059" data-start="2038">primary education</strong>, ideally within KS2 (including placements)</p>
	</li>
	<li data-end="2168" data-start="2105">
	<p data-end="2168" data-start="2107">Strong classroom management and effective teaching practice</p>
	</li>
</ul>

<p data-end="2184" data-start="2170"><strong data-end="2184" data-start="2170">Desirable:</strong></p>

<ul data-end="2368" data-start="2186">
	<li data-end="2245" data-start="2186">
	<p data-end="2245" data-start="2188">Previous experience working in a <strong data-end="2243" data-start="2212">Welsh-medium primary school</strong></p>
	</li>
	<li data-end="2294" data-start="2246">
	<p data-end="2294" data-start="2248">A reflective and adaptable teaching approach</p>
	</li>
	<li data-end="2368" data-start="2295">
	<p data-end="2368" data-start="2297">Experience supporting pupils with <strong data-end="2366" data-start="2331">additional learning needs (ALN)</strong></p>
	</li>
</ul>

<hr data-end="2373" data-start="2370">
<h2 data-end="2416" data-start="2375">Recruitment &amp; Safeguarding Information</h2>

<p data-end="2694" data-start="2417">All applications will be managed by <strong data-end="2482" data-start="2453">Elementa Support Services</strong> as the recruitment partner for this client. Elementa is committed to safeguarding children in all processes, and all successful applicants will undergo a full pre-screen to assess their suitability for the role.</p>

<p data-end="2731" data-start="2696">Any appointment will be subject to:</p>

<ul data-end="3103" data-start="2733">
	<li data-end="2767" data-start="2733">
	<p data-end="2767" data-start="2735">A successful interview process</p>
	</li>
	<li data-end="2795" data-start="2768">
	<p data-end="2795" data-start="2770">Satisfactory references</p>
	</li>
	<li data-end="2831" data-start="2796">
	<p data-end="2831" data-start="2798">Safeguarding &amp; Prevent training</p>
	</li>
	<li data-end="2916" data-start="2832">
	<p data-end="2916" data-start="2834"><strong data-end="2871" data-start="2834">Education Workforce Council (EWC)</strong> registration in the appropriate categories</p>
	</li>
	<li data-end="3024" data-start="2917">
	<p data-end="3024" data-start="2919"><strong data-end="2946" data-start="2919">Enhanced DBS Disclosure</strong> (which may be chargeable at &pound;64.20 unless subscribed to the Update Service)</p>
	</li>
	<li data-end="3103" data-start="3025">
	<p data-end="3103" data-start="3027">Successful completion of a <strong data-end="3103" data-start="3054">12-week / 60 paid day employment trial period</strong></p>
	</li>
</ul>

<hr data-end="3108" data-start="3105">
<h2 data-end="3142" data-start="3110">ELEMENTA CANDIDATE COMMITMENT</h2>

<ul data-end="3792" data-start="3144">
	<li data-end="3241" data-start="3144">
	<p data-end="3241" data-start="3146"><strong data-end="3160" data-start="3146">Weekly pay</strong> &ndash; no waiting for monthly payroll cut-off dates; Elementa pays one week in lieu</p>
	</li>
	<li data-end="3331" data-start="3242">
	<p data-end="3331" data-start="3244"><strong data-end="3261" data-start="3244">PAYE contract</strong> &ndash; unless requested otherwise, providing full employment protections</p>
	</li>
	<li data-end="3480" data-start="3332">
	<p data-end="3480" data-start="3334"><strong data-end="3356" data-start="3334">Training &amp; Support</strong> &ndash; free or heavily discounted training including Safeguarding, Behaviour Management, Team Teach, SEND, Makaton, and Thrive</p>
	</li>
	<li data-end="3570" data-start="3481">
	<p data-end="3570" data-start="3483"><strong data-end="3514" data-start="3483">Dedicated candidate manager</strong> providing regular welfare contact and ongoing support</p>
	</li>
	<li data-end="3662" data-start="3571">
	<p data-end="3662" data-start="3573"><strong data-end="3592" data-start="3573">Fair pay policy</strong> &ndash; paid to scale; any variation agreed in writing prior to placement</p>
	</li>
	<li data-end="3792" data-start="3663">
	<p data-end="3792" data-start="3665"><strong data-end="3702" data-start="3665">Additional staff support services</strong> &ndash; access to partner services including tax returns, accountancy, legal advice, and more</p>
	</li>
</ul>

<hr data-end="3797" data-start="3794">
<h2 data-end="3843" data-start="3799">This Role Is Not Suitable For Applicants:</h2>

<ul data-end="3991" data-start="3844">
	<li data-end="3881" data-start="3844">
	<p data-end="3881" data-start="3846">Not currently based within the UK</p>
	</li>
	<li data-end="3937" data-start="3882">
	<p data-end="3937" data-start="3884">Requiring employer sponsorship for UK right to work</p>
	</li>
	<li data-end="3991" data-start="3938">
	<p data-end="3991" data-start="3940">Without UK <strong data-end="3989" data-start="3951">primary school teaching experience</strong></p>
	</li>
	<li data-end="3991" data-start="3938">
	<p data-end="3991" data-start="3940"><strong data-end="3989" data-start="3951">Without fluency in Welsh</strong></p>
	</li>
</ul>
]]></description><link>https://vacancies.elementa.org.uk/job/ks2-class-teacher-(fluent-welsh)-813.aspx</link><guid>https://vacancies.elementa.org.uk/job/ks2-class-teacher-(fluent-welsh)-813.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/ks2-class-teacher-(fluent-welsh)-813/apply.aspx</applyUrl><pubDate>Tue, 02 Jun 2026 10:19:07 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/ks2-class-teacher-(fluent-welsh)-813/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>813</ffAdvert:ReferenceNumber><ffAdvert:Title>KS2 Class Teacher (Fluent Welsh)</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>3354</ffAdvert:CompanyReferenceNumber><ffAdvert:JobType>Contract</ffAdvert:JobType><ffAdvert:Discipline>Primary</ffAdvert:Discipline><ffAdvert:Role>Teacher (QTS / QTLS)</ffAdvert:Role><ffAdvert:LocationArea>WALES</ffAdvert:LocationArea><ffAdvert:Location>Cardiff Council</ffAdvert:Location><ffAdvert:Specialisation>PRIMARY</ffAdvert:Specialisation><ffAdvert:SubSpecialisation>Welsh medium</ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Tue, 02 Jun 2026 10:19:07 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Tue, 16 Jun 2026 10:19:07 GMT</ffAdvert:ClosingDate><ffAdvert:Remuneration>£172.98-£238.95</ffAdvert:Remuneration><ffAdvert:PostedBy>Kristi Parmee</ffAdvert:PostedBy><ffAdvert:RecruiterEmail>kristi@elementa.org.uk</ffAdvert:RecruiterEmail><ffAdvert:RecruiterDirectDial /><ffAdvert:MinimumPayment>172.98</ffAdvert:MinimumPayment><ffAdvert:MaximumPayment>238.95</ffAdvert:MaximumPayment><ffAdvert:PaymentRate>Per Day</ffAdvert:PaymentRate><ffAdvert:Currency>GBP</ffAdvert:Currency><ffAdvert:Country>Wales</ffAdvert:Country><ffAdvert:RecruiterProfilePicture>https://vacancies.elementa.org.uk/webdocs/Elementa/Person/14657/Profile/Kristi Parmee.png</ffAdvert:RecruiterProfilePicture></item><item><title>Mathematics Teacher</title><description><![CDATA[<h3 data-end="643" data-start="308" style="text-align: center;"><u><strong>Mathematics Teacher</strong></u></h3>

<p data-end="378" data-start="123"><strong data-end="143" data-start="123">Teacher of Maths</strong><br data-end="146" data-start="143">
&bull; Type: Contract / Long-term / Supply (depending on availability)<br data-end="214" data-start="211">
&bull; Location: Cardiff &amp; surrounding areas<br data-end="256" data-start="253">
&bull; Start date: ASAP<br data-end="277" data-start="274">
&bull; Hours: Full-time (part-time considered)<br data-end="321" data-start="318">
&bull; Pay: Paid to scale (MPS/UPS, dependent on experience)</p>

<p data-end="997" data-start="380">Are you a passionate Maths Teacher who believes in the power of education to develop analytical thinking, problem-solving skills, and a lifelong love of learning? Elementa Support Services is working in partnership with supportive and forward-thinking secondary schools to recruit enthusiastic and knowledgeable Teachers of Maths who can deliver engaging, thought-provoking lessons across the curriculum. This role offers the opportunity to inspire young people to explore mathematical concepts, apply reasoning in real-world contexts, and build confidence in their abilities within a positive learning environment.</p>

<hr data-end="1002" data-start="999">
<h3 data-end="1024" data-start="1004">About the Role</h3>

<p data-end="1512" data-start="1025">As a Teacher of Maths, you will:<br data-end="1060" data-start="1057">
&bull; Plan and deliver engaging Maths lessons in line with the national curriculum<br data-end="1141" data-start="1138">
&bull; Encourage problem-solving, critical thinking, and analytical discussion<br data-end="1217" data-start="1214">
&bull; Create a positive, inclusive, and well-managed classroom environment<br data-end="1290" data-start="1287">
&bull; Assess, monitor, and report on student progress effectively<br data-end="1354" data-start="1351">
&bull; Promote safeguarding, wellbeing, and positive behaviour at all times<br data-end="1427" data-start="1424">
&bull; Work collaboratively with colleagues and contribute to the wider school community</p>

<hr data-end="1517" data-start="1514">
<h3 data-end="1547" data-start="1519">What We&rsquo;re Looking For</h3>

<p data-end="1893" data-start="1548">To be considered, candidates must have:<br data-end="1590" data-start="1587">
&bull; Qualified Teacher Status (QTS)<br data-end="1625" data-start="1622">
&bull; Education Workforce Council (EWC) registration<br data-end="1676" data-start="1673">
&bull; An Enhanced DBS on the Update Service, or willingness to apply (Elementa can assist)<br data-end="1765" data-start="1762">
&bull; Experience teaching Maths at secondary level (including placements)<br data-end="1837" data-start="1834">
&bull; Strong classroom management and communication skills</p>

<p data-end="1994" data-start="1895"><strong data-end="1909" data-start="1895">Desirable:</strong><br data-end="1912" data-start="1909">
&bull; Experience across KS5<br data-end="1946" data-start="1943">
&bull; A reflective and adaptable teaching approach</p>

<hr data-end="1999" data-start="1996">
<h3 data-end="2045" data-start="2001">Recruitment &amp; Safeguarding Information</h3>

<p data-end="2730" data-start="2046">All applications will be managed by Elementa Support Services as the recruitment partner for this client. Elementa is committed to the safeguarding of children in all of their processes and all successful applicants will have a full pre-screen to assess their suitability for the role. Any appointment will be subject to:<br data-end="2370" data-start="2367">
&bull; A successful interview process<br data-end="2405" data-start="2402">
&bull; Satisfactory references<br data-end="2433" data-start="2430">
&bull; Safeguarding &amp; Prevent training<br data-end="2469" data-start="2466">
&bull; Education Workforce Council (EWC) registration in the appropriate categories<br data-end="2550" data-start="2547">
&bull; Enhanced DBS Disclosure (which may be chargeable at &pound;64.20 unless subscribed to the Update Service)<br data-end="2654" data-start="2651">
&bull; Successful completion of a 12-week / 60 paid day employment trial period</p>

<hr data-end="2735" data-start="2732">
<h3 data-end="2772" data-start="2737">ELEMENTA CANDIDATE COMMITMENT</h3>

<p data-end="3397" data-start="2773">&bull; Weekly pay &ndash; no waiting for monthly payroll cut-off dates; Elementa pays one week in lieu<br data-end="2867" data-start="2864">
&bull; PAYE contract &ndash; unless requested otherwise, providing full employment protections<br data-end="2953" data-start="2950">
&bull; Training &amp; Support &ndash; free or heavily discounted training including Safeguarding, Behaviour Management, Team Teach, SEND, Makaton, and Thrive<br data-end="3098" data-start="3095">
&bull; Dedicated candidate manager providing regular welfare contact and ongoing support<br data-end="3184" data-start="3181">
&bull; Fair pay policy &ndash; paid to scale; any variation agreed in writing prior to placement<br data-end="3272" data-start="3269">
&bull; Additional staff support services &ndash; access to partner services including tax returns, accountancy, legal advice, and more</p>

<hr data-end="3402" data-start="3399">
<h3 data-end="3451" data-start="3404">This Role Is Not Suitable For Applicants:</h3>

<p data-end="3597" data-start="3452">&bull; Not currently based within the UK<br data-end="3490" data-start="3487">
&bull; Requiring employer sponsorship for UK right to work<br data-end="3546" data-start="3543">
&bull; Without UK secondary school teaching experience</p>

<hr data-end="3602" data-start="3599">
<p data-end="3782" data-start="3604"><strong data-end="3619" data-start="3604">Interested?</strong> Click Apply Now or contact us via phone or email for more information. Please apply with your full, up-to-date CV. All applicants will be promptly responded to.</p>
]]></description><link>https://vacancies.elementa.org.uk/job/mathematics-teacher-814.aspx</link><guid>https://vacancies.elementa.org.uk/job/mathematics-teacher-814.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/mathematics-teacher-814/apply.aspx</applyUrl><pubDate>Tue, 02 Jun 2026 10:19:07 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/mathematics-teacher-814/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>814</ffAdvert:ReferenceNumber><ffAdvert:Title>Mathematics Teacher</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>3354</ffAdvert:CompanyReferenceNumber><ffAdvert:JobType>Contract</ffAdvert:JobType><ffAdvert:Discipline>Secondary</ffAdvert:Discipline><ffAdvert:Role>Teacher (QTS / QTLS)</ffAdvert:Role><ffAdvert:LocationArea>WALES</ffAdvert:LocationArea><ffAdvert:Location>Cardiff Council</ffAdvert:Location><ffAdvert:Specialisation>SECONDARY</ffAdvert:Specialisation><ffAdvert:SubSpecialisation>Maths</ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Tue, 02 Jun 2026 10:19:07 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Tue, 16 Jun 2026 10:19:07 GMT</ffAdvert:ClosingDate><ffAdvert:Remuneration>£172.98 - £238.95 per day</ffAdvert:Remuneration><ffAdvert:PostedBy>Kristi Parmee</ffAdvert:PostedBy><ffAdvert:RecruiterEmail>kristi@elementa.org.uk</ffAdvert:RecruiterEmail><ffAdvert:RecruiterDirectDial /><ffAdvert:MinimumPayment>172.98</ffAdvert:MinimumPayment><ffAdvert:MaximumPayment>238.95</ffAdvert:MaximumPayment><ffAdvert:PaymentRate>Per Day</ffAdvert:PaymentRate><ffAdvert:Currency>GBP</ffAdvert:Currency><ffAdvert:Country>Wales</ffAdvert:Country><ffAdvert:RecruiterProfilePicture>https://vacancies.elementa.org.uk/webdocs/Elementa/Person/14657/Profile/Kristi Parmee.png</ffAdvert:RecruiterProfilePicture></item><item><title>Teacher of Science (Physics)</title><description><![CDATA[<h2 data-end="388" data-start="113" style="text-align: center;"><strong data-end="135" data-start="113">Teacher of Physics</strong></h2>

<p data-end="388" data-start="113"><br data-end="138" data-start="135">
&bull; Type: Contract / Long-term / Supply (depending on availability)<br data-end="206" data-start="203">
&bull; Location: Caerphilly<br data-end="259" data-start="256">
&bull; Start date: September 2026<br data-end="287" data-start="284">
&bull; Hours: Full-time (part-time considered)<br data-end="331" data-start="328">
&bull; Pay: Paid to scale (MPS/UPS, dependent on experience)</p>

<p data-end="632" data-start="390">Are you an enthusiastic Physics Teacher who is passionate about inspiring the next generation of scientists? Do you believe in developing curiosity, analytical thinking, and real-world problem-solving through high-quality science education?</p>

<p data-end="1056" data-start="634">Elementa Support Services is working in partnership with a supportive and forward-thinking secondary school in Caerphilly to recruit a knowledgeable and committed Teacher of Physics for a summer term start. This is an exciting opportunity to engage students with the fundamental principles of physics, from energy and forces to electricity and space, within a positive and well-resourced learning environment.</p>

<p data-end="1078" data-start="1058"><strong data-end="1076" data-start="1058">About the Role</strong></p>

<p data-end="1603" data-start="1080">As a Teacher of Physics, you will:<br data-end="1117" data-start="1114">
&bull; Plan and deliver engaging Physics lessons in line with the national curriculum<br data-end="1200" data-start="1197">
&bull; Teach across KS3 and KS4 (KS5 desirable where applicable)<br data-end="1262" data-start="1259">
&bull; Foster curiosity, investigation, and analytical thinking<br data-end="1323" data-start="1320">
&bull; Create a positive, inclusive, and well-managed classroom environment<br data-end="1396" data-start="1393">
&bull; Assess, monitor, and report on student progress effectively<br data-end="1460" data-start="1457">
&bull; Promote safeguarding, wellbeing, and positive behaviour at all times<br data-end="1533" data-start="1530">
&bull; Contribute to departmental planning and the wider school community</p>

<p data-end="1633" data-start="1605"><strong data-end="1631" data-start="1605">What We&rsquo;re Looking For</strong></p>

<p data-end="1996" data-start="1635">To be considered, candidates must have:<br data-end="1677" data-start="1674">
&bull; Qualified Teacher Status (QTS)<br data-end="1712" data-start="1709">
&bull; Education Workforce Council (EWC) registration<br data-end="1763" data-start="1760">
&bull; An Enhanced DBS on the Update Service, or willingness to apply (Elementa can assist)<br data-end="1852" data-start="1849">
&bull; Experience teaching Physics at secondary level (including placements)<br data-end="1926" data-start="1923">
&bull; Strong subject knowledge and confident classroom management skills</p>

<p data-end="2153" data-start="1998"><strong data-end="2012" data-start="1998">Desirable:</strong><br data-end="2015" data-start="2012">
&bull; Experience teaching KS5 Physics<br data-end="2051" data-start="2048">
&bull; A reflective and adaptable teaching approach<br data-end="2100" data-start="2097">
&bull; A passion for practical and investigative science</p>

<p data-end="2199" data-start="2155"><strong data-end="2197" data-start="2155">Recruitment &amp; Safeguarding Information</strong></p>

<p data-end="2873" data-start="2201">All applications will be managed by Elementa Support Services as the recruitment partner for this client. Elementa is committed to safeguarding children in all processes, and all successful applicants will undergo a full pre-screen to assess their suitability for the role. Any appointment will be subject to:<br data-end="2513" data-start="2510">
&bull; A successful interview process<br data-end="2548" data-start="2545">
&bull; Satisfactory references<br data-end="2576" data-start="2573">
&bull; Safeguarding &amp; Prevent training<br data-end="2612" data-start="2609">
&bull; Education Workforce Council (EWC) registration in the appropriate categories<br data-end="2693" data-start="2690">
&bull; Enhanced DBS Disclosure (which may be chargeable at &pound;64.20 unless subscribed to the Update Service)<br data-end="2797" data-start="2794">
&bull; Successful completion of a 12-week / 60 paid day employment trial period</p>

<p data-end="2910" data-start="2875"><strong data-end="2908" data-start="2875">ELEMENTA CANDIDATE COMMITMENT</strong></p>

<p data-end="3536" data-start="2912">&bull; Weekly pay &ndash; no waiting for monthly payroll cut-off dates; Elementa pays one week in lieu<br data-end="3006" data-start="3003">
&bull; PAYE contract &ndash; unless requested otherwise, providing full employment protections<br data-end="3092" data-start="3089">
&bull; Training &amp; Support &ndash; free or heavily discounted training including Safeguarding, Behaviour Management, Team Teach, SEND, Makaton, and Thrive<br data-end="3237" data-start="3234">
&bull; Dedicated candidate manager providing regular welfare contact and ongoing support<br data-end="3323" data-start="3320">
&bull; Fair pay policy &ndash; paid to scale; any variation agreed in writing prior to placement<br data-end="3411" data-start="3408">
&bull; Additional staff support services &ndash; access to partner services including tax returns, accountancy, legal advice, and more</p>

<p data-end="3731" data-start="3538"><strong data-end="3583" data-start="3538">This Role Is Not Suitable For Applicants:</strong><br data-end="3586" data-start="3583">
&bull; Not currently based within the UK<br data-end="3624" data-start="3621">
&bull; Requiring employer sponsorship for UK right to work<br data-end="3680" data-start="3677">
&bull; Without UK secondary school teaching experience</p>
]]></description><link>https://vacancies.elementa.org.uk/job/teacher-of-science-(physics)-810.aspx</link><guid>https://vacancies.elementa.org.uk/job/teacher-of-science-(physics)-810.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/teacher-of-science-(physics)-810/apply.aspx</applyUrl><pubDate>Tue, 02 Jun 2026 10:19:06 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/teacher-of-science-(physics)-810/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>810</ffAdvert:ReferenceNumber><ffAdvert:Title>Teacher of Science (Physics)</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>3360</ffAdvert:CompanyReferenceNumber><ffAdvert:JobType>Contract</ffAdvert:JobType><ffAdvert:Discipline>Secondary</ffAdvert:Discipline><ffAdvert:Role>Teacher (QTS / QTLS)</ffAdvert:Role><ffAdvert:LocationArea>WALES</ffAdvert:LocationArea><ffAdvert:Location>Caerphilly CBC</ffAdvert:Location><ffAdvert:Specialisation>SECONDARY</ffAdvert:Specialisation><ffAdvert:SubSpecialisation>Science - Physics</ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Tue, 02 Jun 2026 10:19:06 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Tue, 16 Jun 2026 10:19:06 GMT</ffAdvert:ClosingDate><ffAdvert:Remuneration>£172.98 - £238.95 per day</ffAdvert:Remuneration><ffAdvert:PostedBy>Kristi Parmee</ffAdvert:PostedBy><ffAdvert:RecruiterEmail>kristi@elementa.org.uk</ffAdvert:RecruiterEmail><ffAdvert:RecruiterDirectDial /><ffAdvert:MinimumPayment>172.98</ffAdvert:MinimumPayment><ffAdvert:MaximumPayment>238.95</ffAdvert:MaximumPayment><ffAdvert:PaymentRate>Per Day</ffAdvert:PaymentRate><ffAdvert:Currency>GBP</ffAdvert:Currency><ffAdvert:Country>Wales</ffAdvert:Country><ffAdvert:RecruiterProfilePicture>https://vacancies.elementa.org.uk/webdocs/Elementa/Person/14657/Profile/Kristi Parmee.png</ffAdvert:RecruiterProfilePicture></item><item><title>Sports Coaches</title><description><![CDATA[<h1 data-end="265" data-start="0" style="text-align: center;"><u><strong>Sports Coach</strong></u></h1>

<ul>
	<li data-end="265" data-start="0">Type: Contract / Long-term / Supply (depending on availability)</li>
	<li data-end="265" data-start="0">Location: Cardiff &amp; surrounding areas &bull; Start date: ASAP</li>
	<li data-end="265" data-start="0">Hours: Full-time (part-time considered)</li>
	<li data-end="265" data-start="0">Pay: Competitive rates dependent on experience and qualifications</li>
</ul>

<p data-end="429" data-start="267">Are you a passionate sports coach, sports science graduate, or aspiring educator looking to transfer your skills into a rewarding role within secondary education?</p>

<p data-end="690" data-start="431">Elementa Support Services is working in partnership with supportive and forward-thinking secondary schools to recruit enthusiastic Sports Coaches and PE Specialists who can inspire young people through physical activity, teamwork, and positive role modelling.</p>

<p data-end="972" data-start="692">This is an excellent opportunity for sports coaches, recent graduates in Sport, Exercise Science, Physical Education, or related subjects, and individuals with coaching backgrounds who are looking to gain valuable school-based experience and build a long-term career in education.</p>

<p data-end="1150" data-start="974">Your experience motivating teams, leading sessions, managing behaviour, building confidence, and supporting wellbeing are highly transferable skills that schools value greatly.</p>

<hr data-end="1192" data-start="1152">
<p data-end="1208" data-start="1194">About the Role</p>

<p data-end="1283" data-start="1210">You will:</p>

<p data-end="1897" data-start="1285">&bull; Deliver engaging PE lessons, practical activities, and sports sessions across KS3 and KS4<br data-end="1379" data-start="1376">
&bull; Support students to develop teamwork, resilience, confidence, and healthy lifestyles<br data-end="1468" data-start="1465">
&bull; Supervise classes and maintain a positive, safe, and well-managed learning environment<br data-end="1559" data-start="1556">
&bull; Adapt activities to support students of varying abilities and needs<br data-end="1631" data-start="1628">
&bull; Promote positive behaviour, wellbeing, safeguarding, and inclusion at all times<br data-end="1715" data-start="1712">
&bull; Build strong relationships with students, staff, and wider school communities<br data-end="1797" data-start="1794">
&bull; Support extracurricular sports clubs, enrichment activities, and school events where appropriate</p>

<hr data-end="1939" data-start="1899">
<p data-end="1969" data-start="1941">Transferable Skills We Value</p>

<p data-end="2104" data-start="1971">We welcome applicants from coaching and sporting backgrounds who may not yet have formal teaching qualifications but can demonstrate:</p>

<p data-end="2519" data-start="2106">&bull; Experience leading sports coaching sessions, teams, or group activities<br data-end="2182" data-start="2179">
&bull; Strong communication and motivational skills<br data-end="2231" data-start="2228">
&bull; Confidence managing groups of young people<br data-end="2278" data-start="2275">
&bull; The ability to build positive professional relationships<br data-end="2339" data-start="2336">
&bull; Leadership, adaptability, and resilience<br data-end="2384" data-start="2381">
&bull; A passion for supporting young people&rsquo;s development and wellbeing<br data-end="2454" data-start="2451">
&bull; Understanding of teamwork, discipline, and inclusive practice</p>

<p data-end="2554" data-start="2521">Relevant backgrounds may include:</p>

<p data-end="2804" data-start="2556">&bull; Sports Coaching<br data-end="2576" data-start="2573">
&bull; Sports Science / Exercise Science Graduates<br data-end="2624" data-start="2621">
&bull; Personal Trainers<br data-end="2646" data-start="2643">
&bull; Fitness Instructors<br data-end="2670" data-start="2667">
&bull; Youth Workers<br data-end="2688" data-start="2685">
&bull; Martial Arts Instructors<br data-end="2717" data-start="2714">
&bull; Dance Coaches<br data-end="2735" data-start="2732">
&bull; Community Sports Leaders<br data-end="2764" data-start="2761">
&bull; Outdoor Education / Activity Leaders</p>

<hr data-end="2846" data-start="2806">
<p data-end="2870" data-start="2848">What We&rsquo;re Looking For</p>

<p data-end="2911" data-start="2872">To be considered, candidates must have:</p>

<p data-end="3252" data-start="2913">&bull; Experience working with children or young people in coaching, education, sport, or community settings<br data-end="3019" data-start="3016">
&bull; A passion for education and supporting young people<br data-end="3075" data-start="3072">
&bull; Strong behaviour management and communication skills<br data-end="3132" data-start="3129">
&bull; An Enhanced DBS on the Update Service, or willingness to apply (Elementa can assist)<br data-end="3221" data-start="3218">
&bull; The right to work in the UK</p>

<p data-end="3264" data-start="3254">Desirable:</p>

<p data-end="3568" data-start="3266">&bull; Degree in Sports Science, Physical Education, Exercise Science, or related field<br data-end="3351" data-start="3348">
&bull; Relevant coaching qualifications (FAW, UEFA, Level 2 Coaching, etc.)<br data-end="3424" data-start="3421">
&bull; Experience within secondary schools or educational settings<br data-end="3488" data-start="3485">
&bull; Interest in progressing into teaching, PGCE, or school-based training routes</p>

<hr data-end="3610" data-start="3570">
<p data-end="3655" data-start="3612">Why This Role Is Ideal for Sports Graduates</p>

<p data-end="3722" data-start="3657">This role offers valuable experience for individuals considering:</p>

<p data-end="3948" data-start="3724">&bull; Teacher training or a PGCE<br data-end="3755" data-start="3752">
&bull; Careers in education, youth work, or pastoral support<br data-end="3813" data-start="3810">
&bull; SEN and behaviour support roles<br data-end="3849" data-start="3846">
&bull; School-based sports development careers<br data-end="3893" data-start="3890">
&bull; Building classroom confidence and school experience</p>

<p data-end="4124" data-start="3950">Many schools highly value candidates with sporting and coaching backgrounds due to their ability to motivate students, promote resilience, and positively engage young people.</p>

<hr data-end="4166" data-start="4126">
<p data-end="4206" data-start="4168">Recruitment &amp; Safeguarding Information</p>

<p data-end="4313" data-start="4208">All applications will be managed by Elementa Support Services as the recruitment partner for this client.</p>

<p data-end="4494" data-start="4315">Elementa is committed to the safeguarding of children in all of their processes and all successful applicants will have a full pre-screen to assess their suitability for the role.</p>

<p data-end="4531" data-start="4496">Any appointment will be subject to:</p>

<p data-end="4812" data-start="4533">&bull; A successful interview process<br data-end="4568" data-start="4565">
&bull; Satisfactory references<br data-end="4596" data-start="4593">
&bull; Safeguarding &amp; Prevent training<br data-end="4632" data-start="4629">
&bull; Enhanced DBS Disclosure (which may be chargeable at &pound;64.20 unless subscribed to the Update Service)<br data-end="4736" data-start="4733">
&bull; Successful completion of a 12-week / 60 paid day employment trial period</p>

<hr data-end="4854" data-start="4814">
<p data-end="4885" data-start="4856">ELEMENTA CANDIDATE COMMITMENT</p>

<p data-end="5505" data-start="4887">&bull; Weekly pay &ndash; no waiting for monthly payroll cut-off dates; Elementa pays one week in lieu<br data-end="4981" data-start="4978">
&bull; PAYE contract &ndash; unless requested otherwise, providing full employment protections<br data-end="5067" data-start="5064">
&bull; Training &amp; Support &ndash; free or heavily discounted training including Safeguarding, Behaviour Management, Team Teach, SEND, Makaton, and Thrive<br data-end="5212" data-start="5209">
&bull; Dedicated candidate manager providing regular welfare contact and ongoing support<br data-end="5298" data-start="5295">
&bull; Fair pay policy &ndash; competitive and transparent rates agreed prior to placement<br data-end="5380" data-start="5377">
&bull; Additional staff support services &ndash; access to partner services including tax returns, accountancy, legal advice, and more</p>

<hr data-end="5547" data-start="5507">
<p data-end="5590" data-start="5549">This Role Is Not Suitable For Applicants:</p>

<p data-end="5751" data-start="5592">&bull; Not currently based within the UK<br data-end="5630" data-start="5627">
&bull; Requiring employer sponsorship for UK right to work<br data-end="5686" data-start="5683">
&bull; Without experience working with young people in some capacity</p>

<hr data-end="5793" data-start="5753">
<p data-end="5806" data-start="5795">Interested?</p>

<p data-end="5878" data-start="5808">Click Apply Now or contact us via phone or email for more information.</p>

<p data-end="5969" data-is-last-node="" data-is-only-node="" data-start="5880">Please apply with your full, up-to-date CV. All applicants will be promptly responded to.</p>
]]></description><link>https://vacancies.elementa.org.uk/job/sports-coaches-869.aspx</link><guid>https://vacancies.elementa.org.uk/job/sports-coaches-869.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/sports-coaches-869/apply.aspx</applyUrl><pubDate>Tue, 02 Jun 2026 10:19:06 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/sports-coaches-869/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>869</ffAdvert:ReferenceNumber><ffAdvert:Title>Sports Coaches</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>3354</ffAdvert:CompanyReferenceNumber><ffAdvert:JobType>Contract</ffAdvert:JobType><ffAdvert:Discipline>Secondary</ffAdvert:Discipline><ffAdvert:Role>Instructor / Cover Supervisor</ffAdvert:Role><ffAdvert:LocationArea>WALES</ffAdvert:LocationArea><ffAdvert:Location>Cardiff Council</ffAdvert:Location><ffAdvert:Specialisation>SECONDARY</ffAdvert:Specialisation><ffAdvert:SubSpecialisation>PE - GCSE/A-Level</ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Tue, 02 Jun 2026 10:19:06 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Tue, 16 Jun 2026 10:19:06 GMT</ffAdvert:ClosingDate><ffAdvert:Remuneration>£90-£120 per day</ffAdvert:Remuneration><ffAdvert:PostedBy>Kristi Parmee</ffAdvert:PostedBy><ffAdvert:RecruiterEmail>kristi@elementa.org.uk</ffAdvert:RecruiterEmail><ffAdvert:RecruiterDirectDial /><ffAdvert:MinimumPayment>90.00</ffAdvert:MinimumPayment><ffAdvert:MaximumPayment>120.00</ffAdvert:MaximumPayment><ffAdvert:PaymentRate>Per Day</ffAdvert:PaymentRate><ffAdvert:Currency>GBP</ffAdvert:Currency><ffAdvert:Country>Wales</ffAdvert:Country><ffAdvert:RecruiterProfilePicture>https://vacancies.elementa.org.uk/webdocs/Elementa/Person/14657/Profile/Kristi Parmee.png</ffAdvert:RecruiterProfilePicture></item><item><title>Teacher of Welsh</title><description><![CDATA[<h2 data-end="22" data-start="0" style="text-align: center;"><u><strong data-end="20" data-start="0">Teacher of Welsh</strong></u></h2>

<p data-end="234" data-start="24">&bull; Type: Contract / Long-term Supply<br data-end="92" data-start="89">
&bull; Location: Powys<br data-end="112" data-start="109">
&bull; Start date: ASAP<br data-end="133" data-start="130">
&bull; Hours: Full-time<br data-end="177" data-start="174">
&bull; Pay: Paid to scale (MPS/UPS, dependent on experience)</p>

<p data-end="467" data-start="236">Are you an enthusiastic Welsh Teacher passionate about promoting the Welsh language and culture? Do you inspire young people to develop confidence in speaking, reading, and writing Welsh while fostering a love of language learning?</p>

<p data-end="784" data-start="469">Elementa Support Services is working in partnership with a supportive and forward-thinking secondary school in Powys to recruit a knowledgeable and committed Teacher of Welsh. This is an exciting opportunity to engage students through creative and inspiring lessons in a positive and inclusive learning environment.</p>

<hr data-end="789" data-start="786">
<h3 data-end="815" data-section-id="igbtie" data-start="791"><strong data-end="813" data-start="795">About the Role</strong></h3>

<p data-end="1629" data-start="816">As a Teacher of Welsh, you will:<br data-end="851" data-start="848">
&bull; Plan and deliver engaging Welsh lessons in line with the national curriculum<br data-end="932" data-start="929">
&bull; Teach across KS3 and KS4 (KS5 desirable where applicable)<br data-end="994" data-start="991">
&bull; Develop students&rsquo; speaking, listening, reading, and writing skills in Welsh<br data-end="1074" data-start="1071">
&bull; Promote Welsh culture, heritage, and language development across the school community<br data-end="1164" data-start="1161">
&bull; Create engaging and differentiated lessons that support learners of varying abilities<br data-end="1254" data-start="1251">
&bull; Foster confidence, communication skills, and a positive attitude towards language learning<br data-end="1349" data-start="1346">
&bull; Create a positive, inclusive, and well-managed classroom environment<br data-end="1422" data-start="1419">
&bull; Assess, monitor, and report on student progress effectively<br data-end="1486" data-start="1483">
&bull; Promote safeguarding, wellbeing, and positive behaviour at all times<br data-end="1559" data-start="1556">
&bull; Contribute to departmental planning and the wider school community</p>

<hr data-end="1634" data-start="1631">
<h3 data-end="1668" data-section-id="cme4z0" data-start="1636"><strong data-end="1666" data-start="1640">What We&rsquo;re Looking For</strong></h3>

<p data-end="2068" data-start="1669">To be considered, candidates must have:<br data-end="1711" data-start="1708">
&bull; Qualified Teacher Status (QTS)<br data-end="1746" data-start="1743">
&bull; Education Workforce Council (EWC) registration<br data-end="1797" data-start="1794">
&bull; An Enhanced DBS on the Update Service, or willingness to apply (Elementa can assist)<br data-end="1886" data-start="1883">
&bull; Experience teaching Welsh at secondary level (including placements)<br data-end="1958" data-start="1955">
&bull; Strong subject knowledge and confident classroom management skills<br data-end="2029" data-start="2026">
&bull; Fluency in spoken and written Welsh</p>

<p data-end="2253" data-start="2070"><strong data-end="2084" data-start="2070">Desirable:</strong><br data-end="2087" data-start="2084">
&bull; Experience teaching KS5 Welsh or Welsh Second Language<br data-end="2146" data-start="2143">
&bull; A reflective and adaptable teaching approach<br data-end="2195" data-start="2192">
&bull; A passion for promoting bilingualism and Welsh culture</p>

<hr data-end="2258" data-start="2255">
<h3 data-end="2308" data-section-id="h32tqc" data-start="2260"><strong data-end="2306" data-start="2264">Recruitment &amp; Safeguarding Information</strong></h3>

<p data-end="2981" data-start="2309">All applications will be managed by Elementa Support Services as the recruitment partner for this client. Elementa is committed to safeguarding children in all processes, and all successful applicants will undergo a full pre-screen to assess their suitability for the role. Any appointment will be subject to:<br data-end="2621" data-start="2618">
&bull; A successful interview process<br data-end="2656" data-start="2653">
&bull; Satisfactory references<br data-end="2684" data-start="2681">
&bull; Safeguarding &amp; Prevent training<br data-end="2720" data-start="2717">
&bull; Education Workforce Council (EWC) registration in the appropriate categories<br data-end="2801" data-start="2798">
&bull; Enhanced DBS Disclosure (which may be chargeable at &pound;64.20 unless subscribed to the Update Service)<br data-end="2905" data-start="2902">
&bull; Successful completion of a 12-week / 60 paid day employment trial period</p>

<hr data-end="2986" data-start="2983">
<h3 data-end="3027" data-section-id="2u58r3" data-start="2988"><strong data-end="3025" data-start="2992">ELEMENTA CANDIDATE COMMITMENT</strong></h3>

<p data-end="3652" data-start="3028">&bull; Weekly pay &ndash; no waiting for monthly payroll cut-off dates; Elementa pays one week in lieu<br data-end="3122" data-start="3119">
&bull; PAYE contract &ndash; unless requested otherwise, providing full employment protections<br data-end="3208" data-start="3205">
&bull; Training &amp; Support &ndash; free or heavily discounted training including Safeguarding, Behaviour Management, Team Teach, SEND, Makaton, and Thrive<br data-end="3353" data-start="3350">
&bull; Dedicated candidate manager providing regular welfare contact and ongoing support<br data-end="3439" data-start="3436">
&bull; Fair pay policy &ndash; paid to scale; any variation agreed in writing prior to placement<br data-end="3527" data-start="3524">
&bull; Additional staff support services &ndash; access to partner services including tax returns, accountancy, legal advice, and more</p>

<hr data-end="3657" data-start="3654">
<h3 data-end="3710" data-section-id="3p2edg" data-start="3659"><strong data-end="3708" data-start="3663">This Role Is Not Suitable For Applicants:</strong></h3>

<p data-end="3854" data-is-last-node="" data-is-only-node="" data-start="3711">&bull; Withiut fluency in spoken and written Welsh<br>
&bull; Not currently based within the UK<br data-end="3749" data-start="3746">
&bull; Requiring employer sponsorship for UK right to work<br data-end="3805" data-start="3802">
&bull; Without UK secondary school teaching experience</p>
]]></description><link>https://vacancies.elementa.org.uk/job/teacher-of-welsh-871.aspx</link><guid>https://vacancies.elementa.org.uk/job/teacher-of-welsh-871.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/teacher-of-welsh-871/apply.aspx</applyUrl><pubDate>Tue, 02 Jun 2026 10:19:06 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/teacher-of-welsh-871/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>871</ffAdvert:ReferenceNumber><ffAdvert:Title>Teacher of Welsh</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>3354</ffAdvert:CompanyReferenceNumber><ffAdvert:JobType>Contract</ffAdvert:JobType><ffAdvert:Discipline>Secondary</ffAdvert:Discipline><ffAdvert:Role>Teacher (QTS / QTLS)</ffAdvert:Role><ffAdvert:LocationArea>WALES</ffAdvert:LocationArea><ffAdvert:Location>Powys CC</ffAdvert:Location><ffAdvert:Specialisation>SECONDARY</ffAdvert:Specialisation><ffAdvert:SubSpecialisation>MFL - Welsh medium</ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Tue, 02 Jun 2026 10:19:06 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Tue, 16 Jun 2026 10:19:06 GMT</ffAdvert:ClosingDate><ffAdvert:Remuneration>£120 - £238.95 per day</ffAdvert:Remuneration><ffAdvert:PostedBy>Kristi Parmee</ffAdvert:PostedBy><ffAdvert:RecruiterEmail>kristi@elementa.org.uk</ffAdvert:RecruiterEmail><ffAdvert:RecruiterDirectDial /><ffAdvert:MinimumPayment>120.00</ffAdvert:MinimumPayment><ffAdvert:MaximumPayment>238.95</ffAdvert:MaximumPayment><ffAdvert:PaymentRate>Per Day</ffAdvert:PaymentRate><ffAdvert:Currency>GBP</ffAdvert:Currency><ffAdvert:Country>Wales</ffAdvert:Country><ffAdvert:RecruiterProfilePicture>https://vacancies.elementa.org.uk/webdocs/Elementa/Person/14657/Profile/Kristi Parmee.png</ffAdvert:RecruiterProfilePicture></item><item><title>Teaching Assistant (Fluent Welsh Speaker)</title><description><![CDATA[<h2 data-end="315" data-start="292" style="text-align: center;"><u><strong>&#8203;&#8203;&#8203;&#8203;&#8203;&#8203;Teaching Assistant (Fluent Welsh Speaker)</strong></u></h2>

<ul data-end="591" data-start="234">
	<li data-end="315" data-start="290">
	<p data-end="315" data-start="292"><strong data-end="305" data-start="292">Location:</strong> Cardiff and surrounding areas</p>
	</li>
	<li data-end="381" data-start="316">
	<p data-end="381" data-start="318"><strong data-end="328" data-start="318">Hours:</strong> 8:30am &ndash; 3:30pm, Monday to Friday (term time only)</p>
	</li>
	<li data-end="480" data-start="382">
	<p data-end="480" data-start="384"><strong data-end="395" data-start="384">Salary:</strong> &pound;80-100 per day&nbsp;</p>
	</li>
	<li data-end="505" data-start="481">
	<p data-end="505" data-start="483"><strong data-end="498" data-start="483">Start date:</strong> ASAP</p>
	</li>
	<li data-end="591" data-start="506">
	<p data-end="591" data-start="508"><strong data-end="522" data-start="508">Essential:</strong> Fluent Welsh speaker, DBS &amp; EWC registration (or willing to apply)</p>
	</li>
</ul>

<p data-end="917" data-start="593">Are you passionate about supporting children in a Welsh-medium primary school? Our client is looking for a friendly, motivated <strong data-end="750" data-start="720">General Teaching Assistant</strong> to join their welcoming and supportive team. This is a fantastic opportunity to make a real difference to pupils&rsquo; learning and wellbeing in a nurturing environment.</p>

<p data-end="939" data-start="919">As a TA, you will:</p>

<ul data-end="1284" data-start="940">
	<li data-end="1003" data-start="940">
	<p data-end="1003" data-start="942">Support learning in small groups and 1:1, across the school</p>
	</li>
	<li data-end="1084" data-start="1004">
	<p data-end="1084" data-start="1006">Help pupils with additional learning needs or emotional/behavioural barriers</p>
	</li>
	<li data-end="1160" data-start="1085">
	<p data-end="1160" data-start="1087">Engage parents and collaborate with external agencies to support pupils</p>
	</li>
	<li data-end="1228" data-start="1161">
	<p data-end="1228" data-start="1163">Contribute to creating a positive, inclusive school environment</p>
	</li>
	<li data-end="1284" data-start="1229">
	<p data-end="1284" data-start="1231">Take part in training and development opportunities</p>
	</li>
</ul>

<p data-end="1319" data-start="1286">We are looking for someone who:</p>

<ul data-end="1645" data-start="1320">
	<li data-end="1403" data-start="1320">
	<p data-end="1403" data-start="1322">Has experience working with children (school, childcare, or community settings)</p>
	</li>
	<li data-end="1459" data-start="1404">
	<p data-end="1459" data-start="1406">Is patient, enthusiastic, and a positive role model</p>
	</li>
	<li data-end="1511" data-start="1460">
	<p data-end="1511" data-start="1462">Has excellent teamwork and communication skills</p>
	</li>
	<li data-end="1567" data-start="1512">
	<p data-end="1567" data-start="1514">Is committed to safeguarding and inclusive practice</p>
	</li>
	<li data-end="1645" data-start="1568">
	<p data-end="1645" data-start="1570">Is willing to undertake further training (SEND, THRIVE, Team Teach, etc.)</p>
	</li>
</ul>

<h3 data-end="1676" data-start="1647"><strong data-end="1674" data-start="1651">Application Process</strong></h3>

<p data-end="1959" data-start="1677">All applications will be managed by <strong data-end="1725" data-start="1713">Elementa</strong> as the recruitment partner for this client. Elementa is committed to the safeguarding of children in all of their processes and all successful applicants will have a full pre-screen to assess suitability. Appointment is subject to:</p>

<ul data-end="2248" data-start="1960">
	<li data-end="1984" data-start="1960">
	<p data-end="1984" data-start="1962">Successful interview</p>
	</li>
	<li data-end="2012" data-start="1985">
	<p data-end="2012" data-start="1987">Satisfactory references</p>
	</li>
	<li data-end="2048" data-start="2013">
	<p data-end="2048" data-start="2015">Safeguarding &amp; Prevent training</p>
	</li>
	<li data-end="2099" data-start="2049">
	<p data-end="2099" data-start="2051">EWC registration in the appropriate categories</p>
	</li>
	<li data-end="2190" data-start="2100">
	<p data-end="2190" data-start="2102">DBS Enhanced Disclosure (chargeable at &pound;64.20 unless subscribed to the Update Service)</p>
	</li>
	<li data-end="2248" data-start="2191">
	<p data-end="2248" data-start="2193">Successful completion of the 60-day paid trial period</p>
	</li>
</ul>

<h3 data-end="2289" data-start="2250"><strong data-end="2287" data-start="2254">Elementa Candidate Commitment</strong></h3>

<ul data-end="2832" data-start="2290">
	<li data-end="2372" data-start="2290">
	<p data-end="2372" data-start="2292"><strong data-end="2306" data-start="2292">Weekly pay</strong> &ndash; no waiting for monthly payroll cut-off; paid one week in lieu</p>
	</li>
	<li data-end="2437" data-start="2373">
	<p data-end="2437" data-start="2375"><strong data-end="2392" data-start="2375">PAYE contract</strong> &ndash; provides protections and employee rights</p>
	</li>
	<li data-end="2577" data-start="2438">
	<p data-end="2577" data-start="2440"><strong data-end="2462" data-start="2440">Training &amp; Support</strong> &ndash; access to free or discounted training including Safeguarding, Behaviour, Team Teach, SEND, Makaton, and Thrive</p>
	</li>
	<li data-end="2654" data-start="2578">
	<p data-end="2654" data-start="2580"><strong data-end="2599" data-start="2580">Welfare support</strong> &ndash; regular contact from a dedicated candidate manager</p>
	</li>
	<li data-end="2738" data-start="2655">
	<p data-end="2738" data-start="2657"><strong data-end="2676" data-start="2657">Fair pay policy</strong> &ndash; candidates paid to scale; any variation agreed in writing</p>
	</li>
	<li data-end="2832" data-start="2739">
	<p data-end="2832" data-start="2741"><strong data-end="2764" data-start="2741">Additional services</strong> &ndash; access to partners offering tax, legal, and accountancy support</p>
	</li>
</ul>

<h3 data-end="2893" data-start="2834"><strong data-end="2891" data-start="2838">This role is not suitable for applicants who are:</strong></h3>

<ul data-end="3017" data-start="2894">
	<li data-end="2927" data-start="2894">
	<p data-end="2927" data-start="2896">Not currently based in the UK</p>
	</li>
	<li data-end="2983" data-start="2928">
	<p data-end="2983" data-start="2930">Requiring employer sponsorship for UK right to work</p>
	</li>
	<li data-end="3017" data-start="2984">
	<p data-end="3017" data-start="2986">Without UK schools experience</p>
	</li>
</ul>

<p data-end="3158" data-start="3019">If you have the relevant skills and experience, <strong data-end="3109" data-start="3067">apply now with your full up-to-date CV</strong>. All applicants will be promptly responded to.</p>
]]></description><link>https://vacancies.elementa.org.uk/job/teaching-assistant-(fluent-welsh-speaker)-731.aspx</link><guid>https://vacancies.elementa.org.uk/job/teaching-assistant-(fluent-welsh-speaker)-731.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/teaching-assistant-(fluent-welsh-speaker)-731/apply.aspx</applyUrl><pubDate>Tue, 02 Jun 2026 10:19:05 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/teaching-assistant-(fluent-welsh-speaker)-731/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>731</ffAdvert:ReferenceNumber><ffAdvert:Title>Teaching Assistant (Fluent Welsh Speaker)</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>3354</ffAdvert:CompanyReferenceNumber><ffAdvert:JobType>Contract</ffAdvert:JobType><ffAdvert:Discipline>Primary</ffAdvert:Discipline><ffAdvert:Role>Learning Support Assistant</ffAdvert:Role><ffAdvert:LocationArea>WALES</ffAdvert:LocationArea><ffAdvert:Location>Cardiff Council</ffAdvert:Location><ffAdvert:Specialisation>PRIMARY</ffAdvert:Specialisation><ffAdvert:SubSpecialisation>Welsh medium</ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Tue, 02 Jun 2026 10:19:05 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Tue, 16 Jun 2026 10:19:05 GMT</ffAdvert:ClosingDate><ffAdvert:Remuneration>£80-£100 per day</ffAdvert:Remuneration><ffAdvert:PostedBy>Kristi Parmee</ffAdvert:PostedBy><ffAdvert:RecruiterEmail>kristi@elementa.org.uk</ffAdvert:RecruiterEmail><ffAdvert:RecruiterDirectDial /><ffAdvert:MinimumPayment>80.00</ffAdvert:MinimumPayment><ffAdvert:MaximumPayment>100.00</ffAdvert:MaximumPayment><ffAdvert:PaymentRate>Per Day</ffAdvert:PaymentRate><ffAdvert:Currency>GBP</ffAdvert:Currency><ffAdvert:Country>Wales</ffAdvert:Country><ffAdvert:RecruiterProfilePicture>https://vacancies.elementa.org.uk/webdocs/Elementa/Person/14657/Profile/Kristi Parmee.png</ffAdvert:RecruiterProfilePicture></item><item><title>Teacher of Physical Education (PE)</title><description><![CDATA[<p style="text-align: center;"><strong>Teacher of Physical Education (PE)</strong></p>

<p>&bull; Type: Contract / Long-term / Supply (depending on availability)<br>
&bull; Location: Rhondda Cynon Taf &amp; surrounding areas<br>
&bull; Start date: ASAP<br>
&bull; Hours: Full-time (part-time considered)<br>
&bull; Pay: Paid to scale (MPS/UPS, dependent on experience)</p>

<p>Are you a passionate PE Teacher who believes in the power of sport and physical activity to build confidence, resilience, teamwork, and lifelong healthy habits?</p>

<p>Elementa Support Services is working in partnership with supportive and forward-thinking secondary schools to recruit enthusiastic and motivated Teachers of Physical Education who can deliver engaging, dynamic lessons across the curriculum. This role offers the opportunity to inspire young people to develop their physical skills, embrace healthy lifestyles, and achieve their full potential both on and off the field within a positive learning environment.</p>

<h2>About the Role</h2>

<p>As a Teacher of PE, you will:</p>

<p>&bull; Plan and deliver engaging Physical Education lessons in line with the national curriculum<br>
&bull; Teach a broad range of sports, physical activities, and health-related topics across KS3 and KS4 (KS5 desirable where applicable)<br>
&bull; Encourage participation, teamwork, sportsmanship, and personal development<br>
&bull; Create a positive, inclusive, and well-managed learning environment<br>
&bull; Assess, monitor, and report on student progress effectively<br>
&bull; Promote safeguarding, wellbeing, and positive behaviour at all times<br>
&bull; Support and contribute to extracurricular sports clubs, fixtures, tournaments, and school events where appropriate<br>
&bull; Work collaboratively with colleagues and contribute to the wider school community</p>

<h2>What We&#39;re Looking For</h2>

<p>To be considered, candidates must have:</p>

<p>&bull; Qualified Teacher Status (QTS)<br>
&bull; Education Workforce Council (EWC) registration<br>
&bull; An Enhanced DBS on the Update Service, or willingness to apply (Elementa can assist)<br>
&bull; Experience teaching Physical Education at secondary level (including placements)<br>
&bull; Strong classroom management and communication skills</p>

<h3>Desirable:</h3>

<p>&bull; Experience teaching across KS3 and KS4<br>
&bull; Experience coaching school sports teams or leading extracurricular activities<br>
&bull; Ability to teach GCSE PE and/or BTEC Sport qualifications<br>
&bull; A reflective and adaptable teaching approach</p>

<h2>Recruitment &amp; Safeguarding Information</h2>

<p>All applications will be managed by Elementa Support Services as the recruitment partner for this client.</p>

<p>Elementa is committed to the safeguarding of children in all of their processes and all successful applicants will have a full pre-screen to assess their suitability for the role.</p>

<p>Any appointment will be subject to:</p>

<p>&bull; A successful interview process<br>
&bull; Satisfactory references<br>
&bull; Safeguarding &amp; Prevent training<br>
&bull; Education Workforce Council (EWC) registration in the appropriate categories<br>
&bull; Enhanced DBS Disclosure (which may be chargeable at &pound;64.20 unless subscribed to the Update Service)<br>
&bull; Successful completion of a 12-week / 60 paid day employment trial period</p>

<h2>ELEMENTA CANDIDATE COMMITMENT</h2>

<p>&bull; Weekly pay &ndash; no waiting for monthly payroll cut-off dates; Elementa pays one week in lieu<br>
&bull; PAYE contract &ndash; unless requested otherwise, providing full employment protections<br>
&bull; Training &amp; Support &ndash; free or heavily discounted training including Safeguarding, Behaviour Management, Team Teach, SEND, Makaton, and Thrive<br>
&bull; Dedicated candidate manager providing regular welfare contact and ongoing support<br>
&bull; Fair pay policy &ndash; paid to scale; any variation agreed in writing prior to placement<br>
&bull; Additional staff support services &ndash; access to partner services including tax returns, accountancy, legal advice, and more</p>

<h2>This Role Is Not Suitable For Applicants:</h2>

<p>&bull; Not currently based within the UK<br>
&bull; Requiring employer sponsorship for UK right to work<br>
&bull; Without UK secondary school teaching experience</p>

<h2>Interested?</h2>

<p>Click Apply Now or contact us via phone or email for more information.</p>

<p>Please apply with your full, up-to-date CV. All applicants will be promptly responded to.</p>
]]></description><link>https://vacancies.elementa.org.uk/job/teacher-of-physical-education-(pe)-887.aspx</link><guid>https://vacancies.elementa.org.uk/job/teacher-of-physical-education-(pe)-887.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/teacher-of-physical-education-(pe)-887/apply.aspx</applyUrl><pubDate>Tue, 02 Jun 2026 10:13:38 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/teacher-of-physical-education-(pe)-887/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>887</ffAdvert:ReferenceNumber><ffAdvert:Title>Teacher of Physical Education (PE)</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>3354</ffAdvert:CompanyReferenceNumber><ffAdvert:JobType>Contract</ffAdvert:JobType><ffAdvert:Discipline>Secondary</ffAdvert:Discipline><ffAdvert:Role>Teacher (QTS / QTLS)</ffAdvert:Role><ffAdvert:LocationArea>WALES</ffAdvert:LocationArea><ffAdvert:Location>Rhondda Cynon Taf CBC</ffAdvert:Location><ffAdvert:Specialisation>SECONDARY</ffAdvert:Specialisation><ffAdvert:SubSpecialisation>PE - GCSE/A-Level</ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Tue, 02 Jun 2026 10:13:38 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Tue, 16 Jun 2026 22:59:59 GMT</ffAdvert:ClosingDate><ffAdvert:Remuneration>172.98 - 238.95</ffAdvert:Remuneration><ffAdvert:PostedBy>Kristi Parmee</ffAdvert:PostedBy><ffAdvert:RecruiterEmail>kristi@elementa.org.uk</ffAdvert:RecruiterEmail><ffAdvert:RecruiterDirectDial /><ffAdvert:MinimumPayment>172.98</ffAdvert:MinimumPayment><ffAdvert:MaximumPayment>238.95</ffAdvert:MaximumPayment><ffAdvert:PaymentRate>Per Day</ffAdvert:PaymentRate><ffAdvert:Currency>GBP</ffAdvert:Currency><ffAdvert:Country>Wales</ffAdvert:Country><ffAdvert:RecruiterProfilePicture>https://vacancies.elementa.org.uk/webdocs/Elementa/Person/14657/Profile/Kristi Parmee.png</ffAdvert:RecruiterProfilePicture></item><item><title>Teacher of Music</title><description><![CDATA[<p style="text-align: center;"><strong>Teacher of Music</strong></p>

<p>&bull; Type: Contract / Long-term / Supply (depending on availability)<br>
&bull; Location: Caerphilly &amp; surrounding areas<br>
&bull; Start date: ASAP<br>
&bull; Hours: Full-time (part-time considered)<br>
&bull; Pay: Paid to scale (MPS/UPS, dependent on experience)</p>

<p>Are you a passionate Music Teacher who believes in the power of music to inspire creativity, build confidence, and enrich young people&#39;s lives?</p>

<p>Elementa Support Services is working in partnership with supportive and forward-thinking secondary schools to recruit enthusiastic and talented Teachers of Music who can deliver engaging, dynamic lessons across the curriculum. This role offers the opportunity to inspire students through performance, composition, and appreciation of music while fostering a lifelong love of the subject within a positive learning environment.</p>

<h3>About the Role</h3>

<p>As a Teacher of Music, you will:</p>

<p>&bull; Plan and deliver engaging Music lessons in line with the national curriculum<br>
&bull; Teach practical and theoretical aspects of music across KS3 and KS4 (KS5 desirable where applicable)<br>
&bull; Encourage students to develop their performance, composition, and listening skills<br>
&bull; Create a positive, inclusive, and well-managed classroom environment<br>
&bull; Assess, monitor, and report on student progress effectively<br>
&bull; Promote safeguarding, wellbeing, and positive behaviour at all times<br>
&bull; Support and contribute to extracurricular music activities, performances, and school productions where appropriate<br>
&bull; Work collaboratively with colleagues and contribute to the wider school community</p>

<h3>What We&#39;re Looking For</h3>

<p>To be considered, candidates must have:</p>

<p>&bull; Qualified Teacher Status (QTS)<br>
&bull; Education Workforce Council (EWC) registration<br>
&bull; An Enhanced DBS on the Update Service, or willingness to apply (Elementa can assist)<br>
&bull; Experience teaching Music at secondary level (including placements)<br>
&bull; Strong classroom management and communication skills</p>

<p><strong>Desirable:</strong></p>

<p>&bull; Experience teaching across KS3 and KS4<br>
&bull; Experience leading or supporting choirs, ensembles, bands, or school productions<br>
&bull; Ability to teach Music Technology or GCSE/A-Level Music<br>
&bull; A reflective and adaptable teaching approach</p>

<h3>Recruitment &amp; Safeguarding Information</h3>

<p>All applications will be managed by Elementa Support Services as the recruitment partner for this client.</p>

<p>Elementa is committed to the safeguarding of children in all of their processes and all successful applicants will have a full pre-screen to assess their suitability for the role.</p>

<p>Any appointment will be subject to:</p>

<p>&bull; A successful interview process<br>
&bull; Satisfactory references<br>
&bull; Safeguarding &amp; Prevent training<br>
&bull; Education Workforce Council (EWC) registration in the appropriate categories<br>
&bull; Enhanced DBS Disclosure (which may be chargeable at &pound;64.20 unless subscribed to the Update Service)<br>
&bull; Successful completion of a 12-week / 60 paid day employment trial period</p>

<h3>ELEMENTA CANDIDATE COMMITMENT</h3>

<p>&bull; Weekly pay &ndash; no waiting for monthly payroll cut-off dates; Elementa pays one week in lieu<br>
&bull; PAYE contract &ndash; unless requested otherwise, providing full employment protections<br>
&bull; Training &amp; Support &ndash; free or heavily discounted training including Safeguarding, Behaviour Management, Team Teach, SEND, Makaton, and Thrive<br>
&bull; Dedicated candidate manager providing regular welfare contact and ongoing support<br>
&bull; Fair pay policy &ndash; paid to scale; any variation agreed in writing prior to placement<br>
&bull; Additional staff support services &ndash; access to partner services including tax returns, accountancy, legal advice, and more</p>

<h3>This Role Is Not Suitable For Applicants:</h3>

<p>&bull; Not currently based within the UK<br>
&bull; Requiring employer sponsorship for UK right to work<br>
&bull; Without UK secondary school teaching experience</p>

<h3>Interested?</h3>

<p>Click Apply Now or contact us via phone or email for more information.</p>

<p>Please apply with your full, up-to-date CV. All applicants will be promptly responded to.</p>
]]></description><link>https://vacancies.elementa.org.uk/job/teacher-of-music-886.aspx</link><guid>https://vacancies.elementa.org.uk/job/teacher-of-music-886.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/teacher-of-music-886/apply.aspx</applyUrl><pubDate>Tue, 02 Jun 2026 10:10:52 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/teacher-of-music-886/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>886</ffAdvert:ReferenceNumber><ffAdvert:Title>Teacher of Music</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>3354</ffAdvert:CompanyReferenceNumber><ffAdvert:JobType>Contract</ffAdvert:JobType><ffAdvert:Discipline>Secondary</ffAdvert:Discipline><ffAdvert:Role>Teacher (QTS / QTLS)</ffAdvert:Role><ffAdvert:LocationArea>WALES</ffAdvert:LocationArea><ffAdvert:Location>Caerphilly CBC</ffAdvert:Location><ffAdvert:Specialisation>SECONDARY</ffAdvert:Specialisation><ffAdvert:SubSpecialisation>Music</ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Tue, 02 Jun 2026 10:10:52 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Tue, 16 Jun 2026 22:59:59 GMT</ffAdvert:ClosingDate><ffAdvert:Remuneration>172.98 - 238.95 per day</ffAdvert:Remuneration><ffAdvert:PostedBy>Kristi Parmee</ffAdvert:PostedBy><ffAdvert:RecruiterEmail>kristi@elementa.org.uk</ffAdvert:RecruiterEmail><ffAdvert:RecruiterDirectDial /><ffAdvert:MinimumPayment>172.98</ffAdvert:MinimumPayment><ffAdvert:MaximumPayment>238.95</ffAdvert:MaximumPayment><ffAdvert:PaymentRate>Per Day</ffAdvert:PaymentRate><ffAdvert:Currency>GBP</ffAdvert:Currency><ffAdvert:Country>Wales</ffAdvert:Country><ffAdvert:RecruiterProfilePicture>https://vacancies.elementa.org.uk/webdocs/Elementa/Person/14657/Profile/Kristi Parmee.png</ffAdvert:RecruiterProfilePicture></item><item><title>Teacher of Design Technology (Food Technology)</title><description><![CDATA[<h1 data-end="313" data-start="0" style="text-align: center;"><strong data-end="50" data-start="0">Teacher of Design Technology (Food Technology)</strong></h1>

<p data-end="313" data-start="0"><br data-end="53" data-start="50">
&bull; Type: Contract / Long-term / Supply (depending on availability)<br data-end="121" data-start="118">
&bull; Location: Powys<br data-end="154" data-start="151">
&bull; Start date: ASAP<br data-end="212" data-start="209">
&bull; Hours: Full-time (part-time considered)<br data-end="256" data-start="253">
&bull; Pay: Paid to scale (MPS/UPS, dependent on experience)</p>

<p data-end="562" data-start="315">Are you an enthusiastic Design Technology Teacher with a specialism in Food Technology? Are you passionate about equipping young people with essential life skills, creativity, and an understanding of nutrition, food science, and practical cookery?</p>

<p data-end="949" data-start="564">Elementa Support Services is working in partnership with a supportive and forward-thinking secondary school in Powys to recruit a knowledgeable and committed Teacher of Design Technology (Food Technology) for an ASAP start. This is an exciting opportunity to inspire students through engaging, hands-on learning in a well-resourced and positive learning environment.</p>

<hr data-end="954" data-start="951">
<h3 data-end="976" data-start="956">About the Role</h3>

<p data-end="1694" data-start="978">As a Teacher of Design Technology (Food Technology), you will:<br data-end="1043" data-start="1040">
&bull; Plan and deliver engaging Food Technology lessons in line with the national curriculum<br data-end="1134" data-start="1131">
&bull; Teach across KS3 and KS4 (KS5 desirable where applicable)<br data-end="1196" data-start="1193">
&bull; Develop students&rsquo; practical cookery skills alongside knowledge of nutrition, food provenance, and health<br data-end="1305" data-start="1302">
&bull; Promote creativity, problem-solving, and independent thinking through practical and theory-based lessons<br data-end="1414" data-start="1411">
&bull; Create a positive, inclusive, and well-managed classroom environment<br data-end="1487" data-start="1484">
&bull; Assess, monitor, and report on student progress effectively<br data-end="1551" data-start="1548">
&bull; Promote safeguarding, wellbeing, and positive behaviour at all times<br data-end="1624" data-start="1621">
&bull; Contribute to departmental planning and the wider school community</p>

<hr data-end="1699" data-start="1696">
<h3 data-end="1729" data-start="1701">What We&rsquo;re Looking For</h3>

<p data-end="2133" data-start="1731">To be considered, candidates must have:<br data-end="1773" data-start="1770">
&bull; Qualified Teacher Status (QTS)<br data-end="1808" data-start="1805">
&bull; Education Workforce Council (EWC) registration<br data-end="1859" data-start="1856">
&bull; An Enhanced DBS on the Update Service, or willingness to apply (Elementa can assist)<br data-end="1948" data-start="1945">
&bull; Experience teaching Design Technology, specifically Food Technology, at secondary level (including placements)<br data-end="2063" data-start="2060">
&bull; Strong subject knowledge and confident classroom management skills</p>

<p data-end="2321" data-start="2135"><strong data-end="2149" data-start="2135">Desirable:</strong><br data-end="2152" data-start="2149">
&bull; Experience teaching KS5 Food Technology or Hospitality &amp; Catering<br data-end="2222" data-start="2219">
&bull; A reflective and adaptable teaching approach<br data-end="2271" data-start="2268">
&bull; A passion for practical, skills-based learning</p>

<hr data-end="2326" data-start="2323">
<h3 data-end="2372" data-start="2328">Recruitment &amp; Safeguarding Information</h3>

<p data-end="3046" data-start="2374">All applications will be managed by Elementa Support Services as the recruitment partner for this client. Elementa is committed to safeguarding children in all processes, and all successful applicants will undergo a full pre-screen to assess their suitability for the role. Any appointment will be subject to:<br data-end="2686" data-start="2683">
&bull; A successful interview process<br data-end="2721" data-start="2718">
&bull; Satisfactory references<br data-end="2749" data-start="2746">
&bull; Safeguarding &amp; Prevent training<br data-end="2785" data-start="2782">
&bull; Education Workforce Council (EWC) registration in the appropriate categories<br data-end="2866" data-start="2863">
&bull; Enhanced DBS Disclosure (which may be chargeable at &pound;64.20 unless subscribed to the Update Service)<br data-end="2970" data-start="2967">
&bull; Successful completion of a 12-week / 60 paid day employment trial period</p>

<hr data-end="3051" data-start="3048">
<h2 data-end="3087" data-start="3053">ELEMENTA CANDIDATE COMMITMENT</h2>

<p data-end="3713" data-start="3089">&bull; Weekly pay &ndash; no waiting for monthly payroll cut-off dates; Elementa pays one week in lieu<br data-end="3183" data-start="3180">
&bull; PAYE contract &ndash; unless requested otherwise, providing full employment protections<br data-end="3269" data-start="3266">
&bull; Training &amp; Support &ndash; free or heavily discounted training including Safeguarding, Behaviour Management, Team Teach, SEND, Makaton, and Thrive<br data-end="3414" data-start="3411">
&bull; Dedicated candidate manager providing regular welfare contact and ongoing support<br data-end="3500" data-start="3497">
&bull; Fair pay policy &ndash; paid to scale; any variation agreed in writing prior to placement<br data-end="3588" data-start="3585">
&bull; Additional staff support services &ndash; access to partner services including tax returns, accountancy, legal advice, and more</p>

<hr data-end="3718" data-start="3715">
<h3 data-end="3767" data-start="3720">This Role Is Not Suitable For Applicants:</h3>

<p data-end="3911" data-is-last-node="" data-is-only-node="" data-start="3768">&bull; Not currently based within the UK<br data-end="3806" data-start="3803">
&bull; Requiring employer sponsorship for UK right to work<br data-end="3862" data-start="3859">
&bull; Without UK secondary school teaching experience</p>
]]></description><link>https://vacancies.elementa.org.uk/job/teacher-of-design-technology-(food-technology)-812.aspx</link><guid>https://vacancies.elementa.org.uk/job/teacher-of-design-technology-(food-technology)-812.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/teacher-of-design-technology-(food-technology)-812/apply.aspx</applyUrl><pubDate>Tue, 02 Jun 2026 09:46:02 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/teacher-of-design-technology-(food-technology)-812/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>812</ffAdvert:ReferenceNumber><ffAdvert:Title>Teacher of Design Technology (Food Technology)</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>3354</ffAdvert:CompanyReferenceNumber><ffAdvert:JobType>Contract</ffAdvert:JobType><ffAdvert:Discipline>Secondary</ffAdvert:Discipline><ffAdvert:Role>Teacher (QTS / QTLS)</ffAdvert:Role><ffAdvert:LocationArea>WALES</ffAdvert:LocationArea><ffAdvert:Location>Powys CC</ffAdvert:Location><ffAdvert:Specialisation>SECONDARY</ffAdvert:Specialisation><ffAdvert:SubSpecialisation>DT - Food Technology</ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Tue, 02 Jun 2026 09:46:02 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Tue, 16 Jun 2026 22:59:59 GMT</ffAdvert:ClosingDate><ffAdvert:Remuneration>£172.98 - £238.95 per day</ffAdvert:Remuneration><ffAdvert:PostedBy>Kristi Parmee</ffAdvert:PostedBy><ffAdvert:RecruiterEmail>kristi@elementa.org.uk</ffAdvert:RecruiterEmail><ffAdvert:RecruiterDirectDial /><ffAdvert:MinimumPayment>172.98</ffAdvert:MinimumPayment><ffAdvert:MaximumPayment>238.95</ffAdvert:MaximumPayment><ffAdvert:PaymentRate>Per Day</ffAdvert:PaymentRate><ffAdvert:Currency>GBP</ffAdvert:Currency><ffAdvert:Country>Wales</ffAdvert:Country><ffAdvert:RecruiterProfilePicture>https://vacancies.elementa.org.uk/webdocs/Elementa/Person/14657/Profile/Kristi Parmee.png</ffAdvert:RecruiterProfilePicture></item><item><title>Alternative Provision (AEP) Leadership Roles - Lead and Deputy</title><description><![CDATA[<p style="margin-bottom:11px"><span style="font-family:Calibri;"><strong><span style="font-size:18pt;">Alternative Provision (AEP) Leadership Roles - Lead and Deputy</span></strong></span></p>

<p style="margin-bottom:11px"><span style="font-family:Calibri;"><span style="font-size:18pt;"><span style="line-height:107%"><b>Location: Weston-super-Mare</b></span></span></span></p>

<p style="margin-bottom:11px"><span style="font-family:Calibri;"><span style="font-size:18pt;"><span style="line-height:107%"><b>Start date: ASAP</b></span></span></span></p>

<p style="margin-bottom:11px"><span style="font-family:Calibri;"><span style="font-size:18pt;"><span style="line-height:107%"><b>Type: Permanent</b></span></span></span></p>

<p style="margin-bottom:11px"><span style="font-family:Calibri;"><span style="font-size:18pt;"><span style="line-height:107%"><b>Hours: 9am - 4:00pm, Monday to Friday, term-time only</b></span></span></span></p>

<p style="margin-bottom:11px"><span style="font-family:Calibri;"><span style="font-size:18pt;"><span style="line-height:107%"><b>Salary: &pound;22,500 - &pound;30,000 - experience and role dependent</b></span></span></span></p>

<h2><span style="font-family:Calibri;">&nbsp;</span></h2>

<p><span style="font-size:10pt;"><span style="font-family:Calibri;">We are supporting our alternative provision company, Elmtree Learning Partnership in recruiting for senior roles, such as Site Lead and Deputy Site Lead for our provisions in Weston-super-Mare and Bristol. With our ever growing business, we are always on the look-out for inspiring and experienced individuals to join our team.</span></span></p>

<h3><strong><span style="font-family:Calibri;">Role Overview</span></strong></h3>

<p><span style="font-size:10pt;"><span style="font-family:Calibri;"><span style="line-height:99%"><span style="line-height:99%"><span style="color:black">Suppo<span style="letter-spacing:-.2pt">r</span>ting</span></span> <span style="line-height:99%"><span style="color:black">lea<span style="letter-spacing:-.25pt">r</span>n<span style="letter-spacing:.05pt">e</span><span style="letter-spacing:-.45pt">r</span>s</span></span> <span style="line-height:99%"><span style="color:black">a<span style="letter-spacing:-.25pt">c</span><span style="letter-spacing:-.1pt">c</span>es<span style="letter-spacing:.05pt">s</span>ing</span></span> <span style="line-height:99%"><span style="color:black">El<span style="letter-spacing:-.05pt">m</span><span style="letter-spacing:-.1pt">t</span><span style="letter-spacing:-.35pt">r</span>ee <span style="letter-spacing:-.25pt">L</span>ea<span style="letter-spacing:-.25pt">r</span>ning <span style="letter-spacing:-.3pt">P</span>a<span style="letter-spacing:-.25pt">r</span>tne<span style="letter-spacing:-.3pt">r</span><span style="letter-spacing:-.05pt">s</span>hip <span style="letter-spacing:-.2pt">t</span>o achi<span style="letter-spacing:-.1pt">e</span><span style="letter-spacing:-.25pt">v</span>e s<span style="letter-spacing:.05pt">u</span><span style="letter-spacing:-.1pt">cce</span>ss in a<span style="letter-spacing:-.05pt">n</span> edu<span style="letter-spacing:-.05pt">c</span>a<span style="letter-spacing:-.1pt">t</span><span style="letter-spacing:-.1pt">i</span>onal envi<span style="letter-spacing:-.3pt">r</span>o<span style="letter-spacing:-.05pt">n</span>men<span style="letter-spacing:-.5pt">t</span>, <span style="letter-spacing:-.1pt">w</span>it<span style="letter-spacing:-.05pt">h</span><span style="letter-spacing:-.05pt">o</span>u<span style="letter-spacing:-.05pt">t</span><span style="letter-spacing:-.2pt"> i</span>nc<span style="letter-spacing:-.35pt">r</span>easing any at<span style="letter-spacing:-.15pt">t</span>a<span style="letter-spacing:-.05pt">i</span>n<span style="letter-spacing:-.05pt">m</span>e<span style="letter-spacing:-.05pt">n</span>t gap al<span style="letter-spacing:-.4pt">r</span>eady p<span style="letter-spacing:-.35pt">r</span>e<span style="letter-spacing:-.05pt">s</span>e<span style="letter-spacing:-.05pt">n</span>t as a <span style="letter-spacing:-.35pt">r</span><span style="letter-spacing:-.05pt">e</span>sult <span style="letter-spacing:-.15pt">o</span>f challen<span style="letter-spacing:-.05pt">g</span>es <span style="letter-spacing:-.2pt">t</span>o s<span style="letter-spacing:.05pt">u</span><span style="letter-spacing:-.05pt">c</span><span style="letter-spacing:-.15pt">c</span>e<span style="letter-spacing:.05pt">e</span>d.</span></span></span></span></span></p>

<p><span style="font-size:10pt;"><span style="font-family:Calibri;"><span style="line-height:107%"><span style="line-height:107%">The role will be to support and lead learning activities in supporting learners that have special educational needs (SEND) surrounding SEMH. The support in this setting is&nbsp;largely on a 1:1 basis working in close collaboration with the other support staff. The ability to guide colleagues, build rapport and have excellent communication skills to feedback on student progress will be key in order to be successful in this role.</span></span></span></span></p>

<p><span style="font-size:10pt;"><span style="font-family:Calibri;"><span style="line-height:107%"><span style="line-height:107%">Enhancing their offering, the AP are continuing to expand their team of LSAs according to their local authority referrals. Their referrals have significantly increased over the last 12 months due to student progress and ultimately the success of their student outcomes when they move on from the setting.</span></span></span></span></p>

<p><span style="font-size:10pt;"><span style="font-family:Calibri;"><span style="line-height:107%"><span style="line-height:107%">Previous experience of working with learners that have these challenges, Team Teach training or using other positive behaviour strategies would be an advantage in being considered for this job opportunity. For a successful applicant, free Team Teach training would be offered.</span></span></span></span></p>

<h3><strong><span style="font-family:Calibri;">Key Responsibilities</span></strong></h3>

<ul>
	<li><span style="font-family:Calibri;">Supporting the delivery of a safe, supportive, and structured environment for all learners and staff.</span></li>
	<li><span style="font-family:Calibri;">Assisting in the management of daily centre operations, ensuring smooth running and adherence to policies and procedures.</span></li>
	<li><span style="font-family:Calibri;">Supporting the development and implementation of personalised learning plans and behaviour management strategies.</span></li>
	<li><span style="font-family:Calibri;">Contributing to team leadership, including supervision and mentoring of staff and learners.</span></li>
	<li><span style="font-family:Calibri;">Supporting the Site Lead with compliance and safeguarding protocols, maintaining high standards across the provision.</span></li>
</ul>

<h3><strong><span style="font-family:Calibri;">Candidate Profile</span></strong></h3>

<ul>
	<li><span style="font-family:Calibri;">Experience in centre or site management within an educational or alternative provision setting.</span></li>
	<li><span style="font-family:Calibri;">A background working as a Deputy Site Lead, Centre Manager, or equivalent leadership role.</span></li>
	<li><span style="font-family:Calibri;">Strong organisational and communication skills, with a focus on safeguarding and pastoral support.</span></li>
	<li><span style="font-family:Calibri;">The ability to foster positive relationships with learners, staff, and external agencies.</span></li>
	<li><span style="font-family:Calibri;">Commitment to fostering an inclusive environment that supports learners with diverse needs.</span></li>
</ul>

<p style="margin-bottom:11px"><span style="font-family:Calibri;"><span style="font-size:11pt"><span style="line-height:107%"><b><i>Every Child, Every Opportunity, The Right Opportunity</i></b></span></span></span></p>

<p style="margin-bottom:11px"><span style="font-family:Calibri;"><span style="font-size:11pt"><span style="line-height:107%">Our approach is to offer a bespoke and relevant learning program for each learner. Integration into standardised education opportunities and social integration is everything we do. No child should have their future negatively affected or be excluded in their later life due to the lack of access or support for education opportunities that are appropriate to their abilities &amp; strengths.</span></span></span></p>

<p style="margin-bottom:11px"><span style="font-family:Calibri;"><span style="font-size:11pt"><span style="line-height:107%">All applications will be managed by Elementa. Successful applications will have a full-prescreen, interview, &lsquo;insight session&rsquo; and visit to one of our Alternative Provision sites. Any appointment will be subject to a successful interview process, satisfactory references, DBS Enhanced Disclosure (which may be chargeable at &pound;64.20 unless you have a DBS subscribed to the Update Service) and successful completion of employment trial period.</span></span></span></p>

<p style="margin-bottom:11px"><span style="font-family:Calibri;"><span style="font-size:11pt"><span style="line-height:107%"><b><u>Please apply with your full up to date CV. All applicants will be promptly responded to.&nbsp;</u></b></span></span></span></p>
]]></description><link>https://vacancies.elementa.org.uk/job/alternative-provision-(aep)-leadership-roles-lead-and-deputy-793.aspx</link><guid>https://vacancies.elementa.org.uk/job/alternative-provision-(aep)-leadership-roles-lead-and-deputy-793.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/alternative-provision-(aep)-leadership-roles-lead-and-deputy-793/apply.aspx</applyUrl><pubDate>Tue, 02 Jun 2026 08:09:40 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/alternative-provision-(aep)-leadership-roles-lead-and-deputy-793/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>793</ffAdvert:ReferenceNumber><ffAdvert:Title>Alternative Provision (AEP) Leadership Roles - Lead and Deputy</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>3065</ffAdvert:CompanyReferenceNumber><ffAdvert:JobType>Permanent</ffAdvert:JobType><ffAdvert:Discipline>Alternative Provision</ffAdvert:Discipline><ffAdvert:Role>Centre Manager</ffAdvert:Role><ffAdvert:LocationArea>North Somerset</ffAdvert:LocationArea><ffAdvert:Location>Weston-Super-Mare</ffAdvert:Location><ffAdvert:Specialisation>SEND experience</ffAdvert:Specialisation><ffAdvert:SubSpecialisation>Deputy site lead/centre lead</ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Tue, 02 Jun 2026 08:09:40 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Tue, 16 Jun 2026 08:09:40 GMT</ffAdvert:ClosingDate><ffAdvert:Remuneration>£22,500 - £30,000</ffAdvert:Remuneration><ffAdvert:PostedBy>Richard Morrison</ffAdvert:PostedBy><ffAdvert:RecruiterEmail>richard@elementa.org.uk</ffAdvert:RecruiterEmail><ffAdvert:RecruiterDirectDial>0117 325 9523</ffAdvert:RecruiterDirectDial><ffAdvert:MinimumPayment>22500.00</ffAdvert:MinimumPayment><ffAdvert:MaximumPayment>30000.00</ffAdvert:MaximumPayment><ffAdvert:PaymentRate>Per Year</ffAdvert:PaymentRate><ffAdvert:Currency>GBP</ffAdvert:Currency><ffAdvert:Country>England</ffAdvert:Country><ffAdvert:RecruiterProfilePicture>https://vacancies.elementa.org.uk/webdocs/Elementa/Person/4380/Profile/Rich B&amp;W.jpg</ffAdvert:RecruiterProfilePicture></item><item><title>Learning Support Mentor (temp-perm)</title><description><![CDATA[<p>&nbsp;</p>

<h2><img 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<h2><strong>Learning Support&nbsp; Mentor&nbsp;ASD / ASC, SEMH&nbsp;SEND 1:1 </strong></h2>

<h2><strong>Type: Temp to perm</strong></h2>

<h2><strong>Details: Full time / Part time&nbsp;(Monday to Friday, 9:30am - 3:30pm)</strong></h2>

<h2><strong>Location: Clevedon&nbsp;(secondary&nbsp;ages)</strong></h2>

<h2><strong>Start Date: February 2026</strong></h2>

<h2><strong>Pay: &pound;18,000 - &pound;21,000 (&pound;15.38 - &pound;17.95ph during trial)</strong></h2>

<p>Our client is a new &amp; expanding Alternative Education Provision, serving primary &amp;&nbsp;secondary-aged pupils with EHCPs relating to SEMH based in Weston Super Mare and surrounding areas across the South West. They operate a &lsquo;revolving-door&rsquo; offering whereby students stay at the provision for up to 18 weeks, either on a full-time or part-time &#39;transition&#39; basis before returning to a mainstream education setting or attending a special school. The roles available are based on expansion and demand for places.</p>

<p>We are seeking someone with previous experience of having worked with learners that have SEMH and have experienced trauma who may have other needs relating to ASC / ASD. The ideal person will be able to act as a positive role model and deliver an alternative education curriculum. We seek individuals that are skilled in recognising the emotional and educational needs of the learner and who are able to respond&nbsp;to and create appropriate&nbsp;learning activities &amp; opportunities around the needs of individual learners. Many of the learners have not engaged in education for a significant amount of time so commonly, an individual approach for each child is necessary.&nbsp;</p>

<p>If you have already had training in positive behaviour management&nbsp;such as Team Teach / PBM / MAPA&nbsp;and/or THRIVE training we would be particularly interested in hearing from you. If you have practical experience of working with children displaying challenging behaviour and are successful in your application for this post, Team Teach training will be offered free of charge and would be a requirement of the post.</p>

<p>The full-time working day is from 9:30am to 3:30pm, Monday to Friday. There will likely be&nbsp;flexible working times &amp; days (part-time) possible within those hours.</p>

<p>It would be great to hear from you if you have&hellip;</p>

<ul>
	<li>Experience of working with children who have had to overcome barriers and difficult situations</li>
	<li>The ability to engage parents in supporting children at home by helping to set boundaries and managing behaviour</li>
	<li>The desire to go through training and deliver ideas so that ideas&nbsp;can be implemented.</li>
	<li>Passionate about working with young people in education</li>
	<li>Have a good understanding of what makes an effective intervention strategy</li>
	<li>Are committed to safeguarding young people and helping them overcome difficulties</li>
	<li>Are committed to ensuring students maximise every opportunity to achieve academically and personally</li>
	<li>Are able to work within a dynamic and challenging environment</li>
	<li>Have excellent communication and teamwork skills</li>
	<li>GCSEs in English and Maths at grade 4/C or above</li>
</ul>

<p>The role is offered on a temp-perm basis, with the idea to move to a permanent contract after a successful 60 day trial period. This is&nbsp;a great opportunity for anyone looking for&nbsp;a role that offers training opportunities, progression opportunities within the organisation&nbsp;and to be part of a supportive organisation that has expansion plans in the near future.</p>

<p>Elementa is the recruiting partner therefore applicants being considered for the role after pre-screening will be required to complete the registration process for Elementa. This includes full vetting &amp; background checks, satisfactory referencing and application for a DBS Enhanced Disclosure (which may be chargeable at&nbsp;&pound;64.20) unless you have a current DBS on the update service.</p>

<p>If you have the relevant skills and experience necessary for this role then please apply with your full up-to-date CV.&nbsp;<u><strong>Please ensure your CV is up-to-date and&nbsp;clearly defines your previous experience. </strong></u>All applicants will be promptly responded to.</p>
]]></description><link>https://vacancies.elementa.org.uk/job/learning-support-mentor-(tempperm)-550.aspx</link><guid>https://vacancies.elementa.org.uk/job/learning-support-mentor-(tempperm)-550.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/learning-support-mentor-(tempperm)-550/apply.aspx</applyUrl><pubDate>Tue, 02 Jun 2026 08:09:39 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/learning-support-mentor-(tempperm)-550/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>550</ffAdvert:ReferenceNumber><ffAdvert:Title>Learning Support Mentor (temp-perm)</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>3045</ffAdvert:CompanyReferenceNumber><ffAdvert:JobType>Contract</ffAdvert:JobType><ffAdvert:Discipline>Alternative Provision</ffAdvert:Discipline><ffAdvert:Role>Behaviour Mentor</ffAdvert:Role><ffAdvert:LocationArea>North Somerset</ffAdvert:LocationArea><ffAdvert:Location>Clevedon</ffAdvert:Location><ffAdvert:Specialisation>SEND experience</ffAdvert:Specialisation><ffAdvert:SubSpecialisation>Social,Emotional &amp; Mental Health (SEMH)</ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Tue, 02 Jun 2026 08:09:39 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Tue, 16 Jun 2026 08:09:39 GMT</ffAdvert:ClosingDate><ffAdvert:Remuneration>£15.38 - £17.95ph during trial</ffAdvert:Remuneration><ffAdvert:PostedBy>Richard Morrison</ffAdvert:PostedBy><ffAdvert:RecruiterEmail>richard@elementa.org.uk</ffAdvert:RecruiterEmail><ffAdvert:RecruiterDirectDial>0117 325 9523</ffAdvert:RecruiterDirectDial><ffAdvert:MinimumPayment>15.38</ffAdvert:MinimumPayment><ffAdvert:MaximumPayment>17.95</ffAdvert:MaximumPayment><ffAdvert:PaymentRate>Per Hour</ffAdvert:PaymentRate><ffAdvert:Currency>GBP</ffAdvert:Currency><ffAdvert:Country>England</ffAdvert:Country><ffAdvert:RecruiterProfilePicture>https://vacancies.elementa.org.uk/webdocs/Elementa/Person/4380/Profile/Rich B&amp;W.jpg</ffAdvert:RecruiterProfilePicture></item></channel></rss>