<?xml version="1.0" encoding="utf-8"?><!--RSS Feed Generated by www.firefishsoftware.com - Tue, 28 Apr 2026 16:25:15 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>Tue, 28 Apr 2026 16:25:15 GMT</pubDate><generator>www.firefishsoftware.com</generator><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>Mon, 27 Apr 2026 13:20:08 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>Mon, 27 Apr 2026 13:20:08 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Mon, 11 May 2026 22:59:59 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>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>Mon, 27 Apr 2026 13:14:21 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>Mon, 27 Apr 2026 13:14:21 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Fri, 22 May 2026 22:59:59 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>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>Mon, 27 Apr 2026 12:57:00 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>Mon, 27 Apr 2026 12:57:00 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Mon, 11 May 2026 22:59:59 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>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>Mon, 27 Apr 2026 12:54:58 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>Mon, 27 Apr 2026 12:54:58 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Mon, 11 May 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>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, 27 Apr 2026 12:40:19 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, 27 Apr 2026 12:40:19 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Mon, 11 May 2026 22:59:59 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 Learning Support Mentor - SEMH, trauma, ASC (Primary)</title><description><![CDATA[<h2><strong>SEND Learning Support Mentor - SEMH, trauma, ASC</strong></h2>

<h2><strong>Type:&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; temp-to-perm</strong></h2>

<h2><strong>Details:&nbsp; &nbsp; &nbsp; Full time (Monday to Friday, 9:00am - 3:00pm) Term-time only</strong></h2>

<h2><strong>Location&nbsp; &nbsp; Thrapston, Northants</strong></h2>

<h2><strong>Start date:&nbsp; April 2026</strong></h2>

<h2><strong>Pay:&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &pound;14.25 - &pound;15.38 per hour during trial period (&pound;18,000pa - &pound;21,000pa equivalent actual perm salary)</strong></h2>

<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 seeking applicants for the SEND Learning Support Mentor role 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 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 commonly 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>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>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>A&nbsp;passionate manner about working with young people in education</li>
	<li>A&nbsp;good understanding of what makes an effective intervention strategy</li>
	<li>Commitment to&nbsp;safeguarding young people and helping them overcome difficulties</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.) The SEND Learning Support Mentor 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-learning-support-mentor-semh,-trauma,-asc-(primary)-632.aspx</link><guid>https://vacancies.elementa.org.uk/job/send-learning-support-mentor-semh,-trauma,-asc-(primary)-632.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/send-learning-support-mentor-semh,-trauma,-asc-(primary)-632/apply.aspx</applyUrl><pubDate>Mon, 27 Apr 2026 12:29:50 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/send-learning-support-mentor-semh,-trauma,-asc-(primary)-632/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>632</ffAdvert:ReferenceNumber><ffAdvert:Title>SEND Learning Support Mentor - SEMH, trauma, ASC (Primary)</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>Mon, 27 Apr 2026 12:29:50 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Mon, 11 May 2026 12:29:50 GMT</ffAdvert:ClosingDate><ffAdvert:Remuneration>£18,000pa - £21,000pa</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>Mon, 27 Apr 2026 12:29:50 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>Mon, 27 Apr 2026 12:29:50 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Mon, 11 May 2026 12:29:50 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>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>Mon, 27 Apr 2026 12:29:50 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>Mon, 27 Apr 2026 12:29:50 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Mon, 11 May 2026 12:29:50 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>Mon, 27 Apr 2026 12:29:50 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>Mon, 27 Apr 2026 12:29:50 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Mon, 11 May 2026 12:29:50 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>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, 27 Apr 2026 07:57:08 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, 27 Apr 2026 07:57:08 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Mon, 11 May 2026 07:57:08 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, 27 Apr 2026 07:57:08 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, 27 Apr 2026 07:57:08 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Mon, 11 May 2026 07:57:08 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, 27 Apr 2026 07:57:08 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, 27 Apr 2026 07:57:08 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Mon, 11 May 2026 07:57:08 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, 27 Apr 2026 07:57:08 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, 27 Apr 2026 07:57:08 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Mon, 11 May 2026 07:57:08 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>Music Teacher</title><description><![CDATA[<p data-end="134" data-start="120"><span style="font-size: 26.6667px;"><b>Music Teacher</b></span></p>

<p data-end="297" data-start="136"><span style="font-size:16pt;"><strong data-end="149" data-start="136">Location</strong><strong data-end="149" data-start="136">:</strong>&nbsp;<b>Devizes</b><br data-end="163" data-start="160">
<strong data-end="171" data-start="163">Pay:</strong> <strong>&pound;168.00 &ndash; &pound;261.00 per day</strong><br data-end="200" data-start="197">
<strong data-end="209" data-start="200">Type:</strong><strong>&nbsp;Ongoing Contract&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="324" data-start="299"><strong>About the Candidate</strong></h3>

<p data-end="358" data-start="325">The ideal candidate will possess:</p>

<ul data-end="1123" data-start="360">
	<li data-end="394" data-start="360">
	<p data-end="394" data-start="362">Qualified Teacher Status (QTS)</p>
	</li>
	<li data-end="481" data-start="395">
	<p data-end="481" data-start="397">Experience teaching Music&nbsp;within a secondary or middle school setting</p>
	</li>
	<li data-end="581" data-start="482">
	<p data-end="581" data-start="484">Strong subject knowledge across the Music&nbsp;curriculum, including practical and theoretical elements</p>
	</li>
	<li data-end="690" data-start="582">
	<p data-end="690" data-start="584">The ability to plan and deliver engaging</p>
	</li>
	<li data-end="784" data-start="691">
	<p data-end="784" data-start="693">Confidence in differentiating activities to support pupils of varying abilities and needs</p>
	</li>
	<li data-end="902" data-start="785">
	<p data-end="902" data-start="787">Strong behaviour management skills and a positive, consistent presence both in lessons and practical environments</p>
	</li>
	<li data-end="1011" data-start="903">
	<p data-end="1011" data-start="905">A commitment to encouraging participation, progression, and positive attitudes</p>
	</li>
	<li data-end="1123" data-start="1012">
	<p data-end="1123" data-start="1014">Excellent communication and organisational skills, working effectively with pupils, colleagues, and parents</p>
	</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>

	<p data-end="134" data-start="120">&nbsp;</p>
	</li>
</ul>
]]></description><link>https://vacancies.elementa.org.uk/job/music-teacher-818.aspx</link><guid>https://vacancies.elementa.org.uk/job/music-teacher-818.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/music-teacher-818/apply.aspx</applyUrl><pubDate>Mon, 27 Apr 2026 07:57:08 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/music-teacher-818/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>818</ffAdvert:ReferenceNumber><ffAdvert:Title>Music Teacher</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>713</ffAdvert:CompanyReferenceNumber><ffAdvert:JobType>Contract</ffAdvert:JobType><ffAdvert:Discipline>Secondary</ffAdvert:Discipline><ffAdvert:Role>Teacher (QTS / QTLS)</ffAdvert:Role><ffAdvert:LocationArea>Wiltshire</ffAdvert:LocationArea><ffAdvert:Location>Devizes</ffAdvert:Location><ffAdvert:Specialisation>SECONDARY</ffAdvert:Specialisation><ffAdvert:SubSpecialisation>Music</ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Mon, 27 Apr 2026 07:57:08 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Mon, 11 May 2026 07:57:08 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>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, 27 Apr 2026 07:57:07 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, 27 Apr 2026 07:57:07 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Mon, 11 May 2026 07:57:07 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, 27 Apr 2026 07:57:07 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, 27 Apr 2026 07:57:07 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Mon, 11 May 2026 07:57:07 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, 27 Apr 2026 07:57:06 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, 27 Apr 2026 07:57:06 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Mon, 11 May 2026 07:57:06 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>PE Teacher</title><description><![CDATA[<p data-end="134" data-start="120"><span style="font-size:26pt;"><strong data-end="134" data-start="120">PE Teacher</strong></span></p>

<p data-end="297" data-start="136"><span style="font-size:26pt;"><strong data-end="149" data-start="136">Location</strong><strong data-end="149" data-start="136">:</strong>&nbsp;<b>Bristol&nbsp;</b><br data-end="163" data-start="160">
<strong data-end="171" data-start="163">Pay:</strong> <strong>&pound;168.00 &ndash; &pound;261.00 per day</strong><br data-end="200" data-start="197">
<strong data-end="209" data-start="200">Type:</strong><strong>&nbsp;Ongoing Contract&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="324" data-start="299"><strong>About the Candidate</strong></h3>

<p data-end="358" data-start="325">The ideal candidate will possess:</p>

<ul data-end="1123" data-start="360">
	<li data-end="394" data-start="360">
	<p data-end="394" data-start="362">Qualified Teacher Status (QTS)</p>
	</li>
	<li data-end="481" data-start="395">
	<p data-end="481" data-start="397">Experience teaching Physical Education within a secondary or middle school setting</p>
	</li>
	<li data-end="581" data-start="482">
	<p data-end="581" data-start="484">Strong subject knowledge across the PE curriculum, including practical and theoretical elements</p>
	</li>
	<li data-end="690" data-start="582">
	<p data-end="690" data-start="584">The ability to plan and deliver engaging, inclusive lessons that promote physical wellbeing and teamwork</p>
	</li>
	<li data-end="784" data-start="691">
	<p data-end="784" data-start="693">Confidence in differentiating activities to support pupils of varying abilities and needs</p>
	</li>
	<li data-end="902" data-start="785">
	<p data-end="902" data-start="787">Strong behaviour management skills and a positive, consistent presence both in lessons and practical environments</p>
	</li>
	<li data-end="1011" data-start="903">
	<p data-end="1011" data-start="905">A commitment to encouraging participation, progression, and positive attitudes towards physical activity</p>
	</li>
	<li data-end="1123" data-start="1012">
	<p data-end="1123" data-start="1014">Excellent communication and organisational skills, working effectively with pupils, colleagues, and parents</p>
	</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>

	<p data-end="134" data-start="120"><strong data-end="134" data-start="120">PE Teacher</strong></p>

	<p data-end="297" data-start="136"><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;168.00 &ndash; &pound;261.00 per day</strong><br data-end="200" data-start="197">
	<strong data-end="209" data-start="200">Type:</strong><strong> Fixed Term Contract (ASAP &ndash; 02/04/2026)</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></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>
	</li>
	<li data-end="394" data-start="360">
	<p data-end="394" data-start="362">Qualified Teacher Status (QTS)</p>
	</li>
	<li data-end="481" data-start="395">
	<p data-end="481" data-start="397">Experience teaching Physical Education within a secondary or middle school setting</p>
	</li>
	<li data-end="581" data-start="482">
	<p data-end="581" data-start="484">Strong subject knowledge across the PE curriculum, including practical and theoretical elements</p>
	</li>
	<li data-end="690" data-start="582">
	<p data-end="690" data-start="584">The ability to plan and deliver engaging, inclusive lessons that promote physical wellbeing and teamwork</p>
	</li>
	<li data-end="784" data-start="691">
	<p data-end="784" data-start="693">Confidence in differentiating activities to support pupils of varying abilities and needs</p>
	</li>
	<li data-end="2529" data-start="2384">
	<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>
	</li>
	<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>
	<li data-end="2529" data-start="2384">&nbsp;</li>
	<li data-end="902" data-start="785">
	<p data-end="902" data-start="787">Strong behaviour management skills and a positive, consistent presence both in lessons and practical environments</p>
	</li>
	<li data-end="1011" data-start="903">
	<p data-end="1011" data-start="905">A commitment to encouraging participation, progression, and positive attitudes towards physical activity</p>
	</li>
	<li data-end="1123" data-start="1012">
	<p data-end="1123" data-start="1014">Excellent communication and organisational skills, working effectively with pupils, colleagues, and parents</p>
	</li>
</ul>
]]></description><link>https://vacancies.elementa.org.uk/job/pe-teacher-815.aspx</link><guid>https://vacancies.elementa.org.uk/job/pe-teacher-815.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/pe-teacher-815/apply.aspx</applyUrl><pubDate>Mon, 27 Apr 2026 07:57:06 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/pe-teacher-815/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>815</ffAdvert:ReferenceNumber><ffAdvert:Title>PE Teacher</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>292</ffAdvert:CompanyReferenceNumber><ffAdvert:JobType>Contract</ffAdvert:JobType><ffAdvert:Discipline>Secondary</ffAdvert:Discipline><ffAdvert:Role>Teacher (QTS / QTLS)</ffAdvert:Role><ffAdvert:LocationArea>Bristol</ffAdvert:LocationArea><ffAdvert:Location>Bedminster/Southville</ffAdvert:Location><ffAdvert:Specialisation>SECONDARY</ffAdvert:Specialisation><ffAdvert:SubSpecialisation>PE - Male PE</ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Mon, 27 Apr 2026 07:57:06 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Mon, 11 May 2026 07:57:06 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>PE Teacher</title><description><![CDATA[<p data-end="134" data-start="120"><span style="font-size:20pt;"><strong data-end="134" data-start="120">PE Teacher</strong></span></p>

<p data-end="297" data-start="136"><span style="font-size:16pt;"><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;168.00 &ndash; &pound;261.00 per day</strong><br data-end="200" data-start="197">
<strong data-end="209" data-start="200">Type:</strong><strong> Fixed Term Contract (ASAP &ndash; 02/04/2026)</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="324" data-start="299"><strong>About the Candidate</strong></h3>

<p data-end="358" data-start="325">The ideal candidate will possess:</p>

<ul data-end="1123" data-start="360">
	<li data-end="394" data-start="360">
	<p data-end="394" data-start="362">Qualified Teacher Status (QTS)</p>
	</li>
	<li data-end="481" data-start="395">
	<p data-end="481" data-start="397">Experience teaching Physical Education within a secondary or middle school setting</p>
	</li>
	<li data-end="581" data-start="482">
	<p data-end="581" data-start="484">Strong subject knowledge across the PE curriculum, including practical and theoretical elements</p>
	</li>
	<li data-end="690" data-start="582">
	<p data-end="690" data-start="584">The ability to plan and deliver engaging, inclusive lessons that promote physical wellbeing and teamwork</p>
	</li>
	<li data-end="784" data-start="691">
	<p data-end="784" data-start="693">Confidence in differentiating activities to support pupils of varying abilities and needs</p>
	</li>
	<li data-end="902" data-start="785">
	<p data-end="902" data-start="787">Strong behaviour management skills and a positive, consistent presence both in lessons and practical environments</p>
	</li>
	<li data-end="1011" data-start="903">
	<p data-end="1011" data-start="905">A commitment to encouraging participation, progression, and positive attitudes towards physical activity</p>
	</li>
	<li data-end="1123" data-start="1012">
	<p data-end="1123" data-start="1014">Excellent communication and organisational skills, working effectively with pupils, colleagues, and parents</p>
	</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>

<p data-end="2658" data-start="2531">&nbsp;</p>
]]></description><link>https://vacancies.elementa.org.uk/job/pe-teacher-774.aspx</link><guid>https://vacancies.elementa.org.uk/job/pe-teacher-774.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/pe-teacher-774/apply.aspx</applyUrl><pubDate>Mon, 27 Apr 2026 07:57:05 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/pe-teacher-774/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>774</ffAdvert:ReferenceNumber><ffAdvert:Title>PE Teacher</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>2594</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>Highbridge</ffAdvert:Location><ffAdvert:Specialisation>SECONDARY</ffAdvert:Specialisation><ffAdvert:SubSpecialisation>PE - Male PE</ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Mon, 27 Apr 2026 07:57:05 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Mon, 11 May 2026 07:57:05 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>168.00</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>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, 27 Apr 2026 07:57:05 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, 27 Apr 2026 07:57:05 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Mon, 11 May 2026 07:57:05 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>Class Teacher</title><description><![CDATA[<p><span style="font-size:20pt;"><b>Location: Weston-super-Mare</b></span></p>

<p><span style="font-size:20pt;"><b>Pay: &pound;168.80 - &pound;237.57</b></span></p>

<p><span style="font-size:20pt;"><b>Type: Temporary and Permanent Opportunities Available&nbsp;</b></span></p>

<p><span style="font-size:20pt;"><b>Hours: Full-time</b></span></p>

<p><span style="font-size:20pt;"><b>Start date: ASAP</b></span></p>

<h2>&nbsp;</h2>

<h2><b>Primary Class Teacher&nbsp;</b></h2>

<h3>&nbsp;</h3>

<p data-end="154" data-start="95"><strong data-end="118" data-start="95">About the Candidate</strong><br data-end="121" data-start="118">
The ideal candidate will possess:</p>

<ul data-end="578" data-start="156">
	<li data-end="190" data-start="156">
	<p data-end="190" data-start="158">Qualified Teacher Status (QTS)</p>
	</li>
	<li data-end="275" data-start="191">
	<p data-end="275" data-start="193">Experience teaching within Key Stage 2, ideally with Year 3 and/or Year 4 pupils</p>
	</li>
	<li data-end="358" data-start="276">
	<p data-end="358" data-start="278">A nurturing, supportive approach to meet the diverse needs of primary learners</p>
	</li>
	<li data-end="450" data-start="359">
	<p data-end="450" data-start="361">Strong behaviour management skills and the ability to differentiate lessons effectively</p>
	</li>
	<li data-end="578" data-start="451">
	<p data-end="578" data-start="453">Excellent communication, collaboration, and organisational skills, working confidently with pupils, colleagues, and parents</p>
	</li>
</ul>

<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;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/class-teacher-721.aspx</link><guid>https://vacancies.elementa.org.uk/job/class-teacher-721.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/class-teacher-721/apply.aspx</applyUrl><pubDate>Mon, 27 Apr 2026 07:57:05 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/class-teacher-721/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>721</ffAdvert:ReferenceNumber><ffAdvert:Title>Class Teacher</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>2924</ffAdvert:CompanyReferenceNumber><ffAdvert:JobType>Contract</ffAdvert:JobType><ffAdvert:Discipline>Primary</ffAdvert:Discipline><ffAdvert:Role>Teacher (QTS / QTLS)</ffAdvert:Role><ffAdvert:LocationArea>North Somerset</ffAdvert:LocationArea><ffAdvert:Location>Weston-Super-Mare</ffAdvert:Location><ffAdvert:Specialisation>PRIMARY</ffAdvert:Specialisation><ffAdvert:SubSpecialisation>Yr4</ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Mon, 27 Apr 2026 07:57:05 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Mon, 11 May 2026 07:57:05 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>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/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, 27 Apr 2026 07:57:04 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, 27 Apr 2026 07:57:04 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Mon, 11 May 2026 07:57:04 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>DT Teacher</title><description><![CDATA[<h2><b>Design &amp; Technology Teacher</b></h2>

<h2><strong>Location:&nbsp; &nbsp; &nbsp;West Drayton</strong></h2>

<h2><strong>Pay:&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &pound;176.40 - &pound;250.83</strong></h2>

<h2><strong>Type:&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; Temp - Perm</strong></h2>

<h2><strong>Start:&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; ASAP</strong></h2>

<h2><strong>Hours:&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; Full-time</strong></h2>

<p data-end="290" data-start="127">Elementa are a recruitment partner for this provision and are supporting in the recruitment of an Design &amp; Technology <strong>Design &amp; Technology</strong><strong data-end="240" data-start="225">&nbsp;Teacher</strong> to join their dedicated team in <strong data-end="289" data-start="273">West Drayton</strong>.</p>

<p data-end="589" data-start="292">The Alternative Provision supports students who benefit from a more personalised and nurturing learning environment. The setting plays a vital role within the local community, working closely with families and partner agencies to re-engage learners and support positive outcomes.</p>

<p data-end="995" data-start="591">The provision has developed a strong reputation for its inclusive approach, high expectations, and commitment to student wellbeing. With ongoing investment in facilities and curriculum development, there is a positive and ambitious outlook for the future. While recent inspections have identified areas for improvement, the leadership team is proactive and confident in driving forward meaningful change.</p>

<p data-end="1181" data-start="997">This is an exciting opportunity for a passionate and resilient Design &amp; Technology Teacher who is committed to using creativity as a tool for engagement, confidence-building, and personal development.</p>

<p data-end="1349" data-start="1183">If you have the confidence, skills, and qualities to make a positive impact and contribute to the continued success of this provision, we would love to hear from you.</p>

<p data-end="1488" data-start="1351">The selection process will include a tour of the provision, an observed teaching session, a panel interview, and a meeting with students.</p>

<p data-end="1612" data-start="1490">If you feel you have the experience and dedication to thrive in this rewarding role, please get in touch to find out more.</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;64.20) 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/dt-teacher-806.aspx</link><guid>https://vacancies.elementa.org.uk/job/dt-teacher-806.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/dt-teacher-806/apply.aspx</applyUrl><pubDate>Mon, 27 Apr 2026 07:57:04 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/dt-teacher-806/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>806</ffAdvert:ReferenceNumber><ffAdvert:Title>DT Teacher</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>3597</ffAdvert:CompanyReferenceNumber><ffAdvert:JobType>Contract</ffAdvert:JobType><ffAdvert:Discipline>Alternative Provision</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 - Resistant Materials</ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Mon, 27 Apr 2026 07:57:04 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Mon, 11 May 2026 07:57:04 GMT</ffAdvert:ClosingDate><ffAdvert:Remuneration>1</ffAdvert:Remuneration><ffAdvert:PostedBy>Jenson Dyer</ffAdvert:PostedBy><ffAdvert:RecruiterEmail>jenson@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>England</ffAdvert:Country><ffAdvert:RecruiterProfilePicture>https://vacancies.elementa.org.uk/webdocs/Elementa/Person/11931/Profile/LinkedInProfile.png</ffAdvert:RecruiterProfilePicture></item><item><title>Nurture Teacher (Yr7-Yr8)</title><description><![CDATA[<h2><span style="font-size:18pt;"><b>Nurture Teacher (yr7-yr8) - West Drayton</b></span></h2>

<h2><span style="font-size:18pt;"><strong>Start - ASAP</strong></span></h2>

<p><span style="font-size:18pt;"><b>Pay - &pound;176.40 - &pound;250.83</b></span></p>

<h2><strong>Temp to perm contract</strong></h2>

<p>At Elementa Support Services, we are proud to partner with leading educational settings to support their staffing needs with professionalism and care. Currently, we are seeking a dedicated <strong>Nurture Teacher</strong> to join a well-established Academy-SEND in Dorking, Surrey. This is a rewarding opportunity to make a positive impact in a specialised educational environment.</p>

<h3>About the Role</h3>

<p>As a Contract Nurture Teacher, you will work within a supportive team to implement tailored educational programmes for pupils with Social, Emotional &amp; Mental Health (SEMH) needs. Your role will involve creating a nurturing classroom environment that encourages social and emotional development, supporting learners to thrive both academically and personally.</p>

<h3>Key Responsibilities</h3>

<ul>
	<li>Plan and deliver personalised learning activities tailored to SEMH pupils&rsquo; needs</li>
	<li>Foster a safe, caring, and supportive classroom environment</li>
	<li>Work closely with school staff and external professionals to support pupils&rsquo; well-being and progress</li>
	<li>Monitor and record pupil development and behaviour, ensuring high standards of pastoral support</li>
	<li>Promote positive behavioural and social skills, encouraging pupils&rsquo; confidence and independence</li>
</ul>

<h3>Candidate Profile</h3>

<p>We are seeking a qualified teacher with <strong>QTS or QTLS</strong> status who has demonstrable experience working with children or young people with SEMH needs. The ideal candidate will possess a nurturing approach, strong behavioural management skills, and a genuine commitment to supporting pupils&#39; emotional development.</p>

<h3>About the Organisation</h3>

<p>This Academy-SEND setting employs between 36 and 65 staff and specialises in providing educational support tailored to students with SEND, particularly SEMH needs. They are dedicated to creating a compassionate and empowering environment where learners can develop resilience, confidence, and independence.</p>

<p>All applications will be managed by Elementa as the recruitment partner for this APl. 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. 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>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&#39; experience</li>
</ul>

<p><b>For more information click apply now below or contact us via phone or email.</b></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/nurture-teacher-(yr7yr8)-804.aspx</link><guid>https://vacancies.elementa.org.uk/job/nurture-teacher-(yr7yr8)-804.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/nurture-teacher-(yr7yr8)-804/apply.aspx</applyUrl><pubDate>Mon, 27 Apr 2026 07:57:03 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/nurture-teacher-(yr7yr8)-804/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>804</ffAdvert:ReferenceNumber><ffAdvert:Title>Nurture Teacher (Yr7-Yr8)</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>3597</ffAdvert:CompanyReferenceNumber><ffAdvert:JobType>Contract</ffAdvert:JobType><ffAdvert:Discipline>Alternative Provision</ffAdvert:Discipline><ffAdvert:Role>Teacher (QTS / QTLS)</ffAdvert:Role><ffAdvert:LocationArea>London</ffAdvert:LocationArea><ffAdvert:Location>West Drayton</ffAdvert:Location><ffAdvert:Specialisation>SEND experience</ffAdvert:Specialisation><ffAdvert:SubSpecialisation>Autism (ASC)</ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Mon, 27 Apr 2026 07:57:03 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Mon, 11 May 2026 07:57:03 GMT</ffAdvert:ClosingDate><ffAdvert:Remuneration>1</ffAdvert:Remuneration><ffAdvert:PostedBy>Jenson Dyer</ffAdvert:PostedBy><ffAdvert:RecruiterEmail>jenson@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>England</ffAdvert:Country><ffAdvert:RecruiterProfilePicture>https://vacancies.elementa.org.uk/webdocs/Elementa/Person/11931/Profile/LinkedInProfile.png</ffAdvert:RecruiterProfilePicture></item><item><title>SEND Teacher - Nursery/Yr1, PMLD, Complex Needs</title><description><![CDATA[<p>We are pleased to present a <strong>contract SEND teacher</strong> opportunity within a dedicated SEND setting based in Kingston-Upon-Thames, London. This role offers a rewarding chance to make a meaningful difference in the lives of children with complex needs, specifically within a Nursery &amp; Year 1 environment.</p>

<p>Our client is an established Academy-SEND that values skilled educators with a strong background in supporting children with <strong>Profound &amp; Multiple Learning Difficulties (PMLD)</strong>. The successful candidate will be responsible for delivering tailored education and support to young learners with complex requirements, ensuring a nurturing and inclusive learning environment.</p>

<p>The role is scheduled to commence on <strong>5th January 2026</strong>, with ongoing placement until further notice. This is an excellent opportunity for qualified teachers holding <strong>QTS or QTLS</strong> to join a professional team that prioritises dedication, compassion, and high standards of care and education.</p>

<p>We are seeking candidates with:</p>

<ul>
	<li>Relevant experience working with children with PMLD and complex needs</li>
	<li>Strong understanding of SEND legislation and safeguarding policies</li>
	<li>The ability to adapt learning activities to meet individual needs</li>
	<li>Excellent communication and collaboration skills</li>
	<li>Professional registration (QTS/QTLS) and appropriate teaching qualifications</li>
</ul>

<p>The position offers daily rate compensation between <strong>&pound;120 and &pound;200</strong>, reflecting experience and the responsibilities involved. The setting boasts a dedicated team of 36-65 staff, committed to providing high-quality education and care for its pupils.</p>

<p>All applications will be managed by Elementa as the recruitment partner for this APl. 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. 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>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&#39; experience</li>
</ul>

<p><b>For more information click apply now below or contact us via phone or email.</b></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-nurseryyr1,-pmld,-complex-needs-747.aspx</link><guid>https://vacancies.elementa.org.uk/job/send-teacher-nurseryyr1,-pmld,-complex-needs-747.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/send-teacher-nurseryyr1,-pmld,-complex-needs-747/apply.aspx</applyUrl><pubDate>Mon, 27 Apr 2026 07:57:02 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/send-teacher-nurseryyr1,-pmld,-complex-needs-747/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>747</ffAdvert:ReferenceNumber><ffAdvert:Title>SEND Teacher - Nursery/Yr1, PMLD, Complex Needs</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>3405</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>Kingston-Upon-Thames</ffAdvert:Location><ffAdvert:Specialisation>SEND experience</ffAdvert:Specialisation><ffAdvert:SubSpecialisation>Profound &amp; Multiple Learning Difficulties (PMLD)</ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Mon, 27 Apr 2026 07:57:02 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Mon, 11 May 2026 07:57:02 GMT</ffAdvert:ClosingDate><ffAdvert:Remuneration>£120 - £200 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>200.00</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 - Year 1-Year 4, PMLD, Complex Needs</title><description><![CDATA[<p>We are pleased to present a <strong>contract SEND teacher</strong> opportunity within a dedicated SEND setting based in Kingston-Upon-Thames, London. This role offers a rewarding chance to make a meaningful difference in the lives of children with complex needs, specifically within a Year 1 - Year 4 class environment.</p>

<p>Our client is an established Academy-SEND that values skilled educators with a strong background in supporting children with <strong>Profound &amp; Multiple Learning Difficulties (PMLD)</strong>. The successful candidate will be responsible for delivering tailored education and support to young learners with complex requirements, ensuring a nurturing and inclusive learning environment.</p>

<p>The role is scheduled to commence on <strong>5th January 2026</strong>, with ongoing placement until further notice. This is an excellent opportunity for qualified teachers holding <strong>QTS or QTLS</strong> to join a professional team that prioritises dedication, compassion, and high standards of care and education.</p>

<p>We are seeking candidates with:</p>

<ul>
	<li>Relevant experience working with children with PMLD and complex needs</li>
	<li>Strong understanding of SEND legislation and safeguarding policies</li>
	<li>The ability to adapt learning activities to meet individual needs</li>
	<li>Excellent communication and collaboration skills</li>
	<li>Professional registration (QTS/QTLS) and appropriate teaching qualifications</li>
</ul>

<p>The position offers daily rate compensation between <strong>&pound;120 and &pound;200</strong>, reflecting experience and the responsibilities involved. The setting boasts a dedicated team of 36-65 staff, committed to providing high-quality education and care for its pupils.</p>

<p>All applications will be managed by Elementa as the recruitment partner for this APl. 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. 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>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&#39; experience</li>
</ul>

<p><b>For more information click apply now below or contact us via phone or email.</b></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-year-1year-4,-pmld,-complex-needs-748.aspx</link><guid>https://vacancies.elementa.org.uk/job/send-teacher-year-1year-4,-pmld,-complex-needs-748.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/send-teacher-year-1year-4,-pmld,-complex-needs-748/apply.aspx</applyUrl><pubDate>Mon, 27 Apr 2026 07:57:01 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/send-teacher-year-1year-4,-pmld,-complex-needs-748/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>748</ffAdvert:ReferenceNumber><ffAdvert:Title>SEND Teacher - Year 1-Year 4, PMLD, Complex Needs</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>3405</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>Kingston-Upon-Thames</ffAdvert:Location><ffAdvert:Specialisation>SEND experience</ffAdvert:Specialisation><ffAdvert:SubSpecialisation>Profound &amp; Multiple Learning Difficulties (PMLD)</ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Mon, 27 Apr 2026 07:57:01 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Mon, 11 May 2026 07:57:01 GMT</ffAdvert:ClosingDate><ffAdvert:Remuneration>£120 - £200 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>200.00</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 - Year 7-Year 8, PMLD, Complex Needs</title><description><![CDATA[<p>We are pleased to present a <strong>contract SEND teacher</strong> opportunity within a dedicated SEND setting based in Kingston-Upon-Thames, London. This role offers a rewarding chance to make a meaningful difference in the lives of children with complex needs, specifically within a Year 7 - Year 8 class environment.</p>

<p>Our client is an established Academy-SEND that values skilled educators with a strong background in supporting children with <strong>Profound &amp; Multiple Learning Difficulties (PMLD)</strong>. The successful candidate will be responsible for delivering tailored education and support to young learners with complex requirements, ensuring a nurturing and inclusive learning environment.</p>

<p>The role is scheduled to commence on <strong>5th January 2026</strong>, with ongoing placement until further notice. This is an excellent opportunity for qualified teachers holding <strong>QTS or QTLS</strong> to join a professional team that prioritises dedication, compassion, and high standards of care and education.</p>

<p>We are seeking candidates with:</p>

<ul>
	<li>Relevant experience working with children with PMLD and complex needs</li>
	<li>Strong understanding of SEND legislation and safeguarding policies</li>
	<li>The ability to adapt learning activities to meet individual needs</li>
	<li>Excellent communication and collaboration skills</li>
	<li>Professional registration (QTS/QTLS) and appropriate teaching qualifications</li>
</ul>

<p>The position offers daily rate compensation between <strong>&pound;120 and &pound;200</strong>, reflecting experience and the responsibilities involved. The setting boasts a dedicated team of 36-65 staff, committed to providing high-quality education and care for its pupils.</p>

<p>All applications will be managed by Elementa as the recruitment partner for this APl. 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. 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>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&#39; experience</li>
</ul>

<p><b>For more information click apply now below or contact us via phone or email.</b></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-year-7year-8,-pmld,-complex-needs-749.aspx</link><guid>https://vacancies.elementa.org.uk/job/send-teacher-year-7year-8,-pmld,-complex-needs-749.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/send-teacher-year-7year-8,-pmld,-complex-needs-749/apply.aspx</applyUrl><pubDate>Mon, 27 Apr 2026 07:57:00 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/send-teacher-year-7year-8,-pmld,-complex-needs-749/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>749</ffAdvert:ReferenceNumber><ffAdvert:Title>SEND Teacher - Year 7-Year 8, PMLD, Complex Needs</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>3405</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>Kingston-Upon-Thames</ffAdvert:Location><ffAdvert:Specialisation>SEND experience</ffAdvert:Specialisation><ffAdvert:SubSpecialisation>Profound &amp; Multiple Learning Difficulties (PMLD)</ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Mon, 27 Apr 2026 07:57:00 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Mon, 11 May 2026 07:57:00 GMT</ffAdvert:ClosingDate><ffAdvert:Remuneration>£120 - £200 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>200.00</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, 27 Apr 2026 07:56:58 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, 27 Apr 2026 07:56:58 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Mon, 11 May 2026 07:56:58 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>Digital Code/ AI Tutor</title><description><![CDATA[<h2><span style="font-size:20pt;"><b>Digital Code / AI Tutor</b></span></h2>

<h2><strong>Location:&nbsp; &nbsp; &nbsp;West Drayton</strong></h2>

<h2><strong>Pay:&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &pound;168.80 - &pound;243.45</strong></h2>

<h2><strong>Type:&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; Temp - Perm</strong></h2>

<h2><strong>Start:&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; ASAP</strong></h2>

<h2><strong>Hours:&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; Full-time</strong></h2>

<p data-end="522" data-start="146">At Elementa Support Services, we are proud to partner with leading educational settings to support their staffing needs with professionalism and care. Currently, we are seeking a dedicated <strong data-end="362" data-start="335">Digital Code / AI Tutor</strong> to join a well-established Academy-SEND in Dorking, Surrey. This is a rewarding opportunity to make a positive impact in a specialised educational environment.</p>

<h2 data-end="548" data-section-id="1y3h6bp" data-start="529">About the Role</h2>

<p data-end="917" data-start="549">As a Contract Digital Code / AI Tutor, you will work within a supportive team to deliver engaging and accessible digital learning experiences for pupils with Social, Emotional &amp; Mental Health (SEMH) needs. Your role will involve using technology, coding, and AI-based tools to inspire learners, build digital skills, and support both academic and personal development.</p>

<h2 data-end="949" data-section-id="kw62d4" data-start="924">Key Responsibilities</h2>

<ul data-end="1522" data-start="950">
	<li data-end="1083" data-section-id="17doqqf" data-start="950">Plan and deliver personalised digital learning sessions, including coding and AI-based activities, tailored to SEMH pupils&rsquo; needs</li>
	<li data-end="1193" data-section-id="2497b1" data-start="1084">Create a safe, structured, and engaging learning environment that supports focus and emotional regulation</li>
	<li data-end="1272" data-section-id="1qztbbv" data-start="1194">Use technology to enhance learning, creativity, and problem-solving skills</li>
	<li data-end="1377" data-section-id="1ykz0dw" data-start="1273">Work closely with school staff and external professionals to support pupils&rsquo; well-being and progress</li>
	<li data-end="1442" data-section-id="11yccww" data-start="1378">Monitor and record pupil engagement, progress, and behaviour</li>
	<li data-end="1522" data-section-id="g7y14m" data-start="1443">Promote positive digital literacy, confidence, and independence in learners</li>
</ul>

<h2 data-end="1551" data-section-id="1dx3amz" data-start="1529">Candidate Profile</h2>

<p data-end="1785" data-start="1552">We are seeking a qualified tutor, teacher, or experienced digital educator with a strong background in coding, computing, or AI-related learning. Experience working with children or young people with SEMH needs is highly desirable.</p>

<p data-end="1814" data-start="1787">The ideal candidate will:</p>

<ul data-end="2208" data-start="1815">
	<li data-end="1921" data-section-id="t43612" data-start="1815">Have experience delivering coding, computing, or digital skills (e.g. Scratch, Python, basic AI tools)</li>
	<li data-end="1921" data-section-id="t43612" data-start="1815">Hold Qualified Teacher Status&nbsp;</li>
	<li data-end="1982" data-section-id="1ao2zen" data-start="1922">Demonstrate a patient, adaptable, and nurturing approach</li>
	<li data-end="2048" data-section-id="1vio24g" data-start="1983">Possess strong behaviour management and engagement strategies</li>
	<li data-end="2121" data-section-id="xpbx8e" data-start="2049">Be passionate about using technology to support and inspire learners</li>
	<li data-end="2208" data-section-id="a8saq2" data-start="2122">Show a genuine commitment to supporting pupils&rsquo; emotional and personal development</li>
</ul>

<h3>About the Organisation</h3>

<p>This Academy-SEND setting employs between 36 and 65 staff and specialises in providing educational support tailored to students with SEND, particularly SEMH needs. They are dedicated to creating a compassionate and empowering environment where learners can develop resilience, confidence, and independence.</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/digital-code-ai-tutor-824.aspx</link><guid>https://vacancies.elementa.org.uk/job/digital-code-ai-tutor-824.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/digital-code-ai-tutor-824/apply.aspx</applyUrl><pubDate>Mon, 27 Apr 2026 07:56:57 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/digital-code-ai-tutor-824/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>824</ffAdvert:ReferenceNumber><ffAdvert:Title>Digital Code/ AI Tutor</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>3597</ffAdvert:CompanyReferenceNumber><ffAdvert:JobType>Contract</ffAdvert:JobType><ffAdvert:Discipline>Alternative Provision</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>ICT</ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Mon, 27 Apr 2026 07:56:57 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Mon, 11 May 2026 07:56:57 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>PE Teacher</title><description><![CDATA[<p data-end="212" data-start="128"><span style="font-size:20pt;"><strong data-end="152" data-start="128">Qualified PE Teacher</strong></span></p>

<p data-end="212" data-start="128">&nbsp;</p>

<p><strong><span style="font-size:20pt;">Location - West Drayton, Londo</span></strong></p>

<p><strong><span style="font-size:20pt;">Contract - Full-time, Temp to perm contract&nbsp;</span></strong></p>

<p><strong><span style="font-size:20pt;">Start Date - ASAP</span></strong></p>

<p><strong><span style="font-size:20pt;">Salary - MPS + UPS Available&nbsp;</span></strong></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-825.aspx</link><guid>https://vacancies.elementa.org.uk/job/pe-teacher-825.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/pe-teacher-825/apply.aspx</applyUrl><pubDate>Mon, 27 Apr 2026 07:56:57 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/pe-teacher-825/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>825</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, 27 Apr 2026 07:56:57 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Mon, 11 May 2026 07:56:57 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>QTS Nurture Teacher</title><description><![CDATA[<h2><span style="font-size:20pt;"><b>Nurture Teacher (yr7-yr8) - West Drayton</b></span></h2>

<h2><span style="font-size:20pt;"><strong>Start - ASAP</strong></span></h2>

<p><span style="font-size:20pt;"><b>Pay - MPS + UPS Available&nbsp;</b></span></p>

<h2><strong>Temp to perm contract</strong></h2>

<p>At Elementa Support Services, we are proud to partner with leading educational settings to support their staffing needs with professionalism and care. Currently, we are seeking a dedicated <strong>Nurture Teacher</strong> to join a well-established Academy-SEND in Dorking, Surrey. This is a rewarding opportunity to make a positive impact in a specialised educational environment.</p>

<h3>About the Role</h3>

<p>As a Contract Nurture Teacher, you will work within a supportive team to implement tailored educational programmes for pupils with Social, Emotional &amp; Mental Health (SEMH) needs. Your role will involve creating a nurturing classroom environment that encourages social and emotional development, supporting learners to thrive both academically and personally.</p>

<h3>Key Responsibilities</h3>

<ul>
	<li>Plan and deliver personalised learning activities tailored to SEMH pupils&rsquo; needs</li>
	<li>Foster a safe, caring, and supportive classroom environment</li>
	<li>Work closely with school staff and external professionals to support pupils&rsquo; well-being and progress</li>
	<li>Monitor and record pupil development and behaviour, ensuring high standards of pastoral support</li>
	<li>Promote positive behavioural and social skills, encouraging pupils&rsquo; confidence and independence</li>
</ul>

<h3>Candidate Profile</h3>

<p>We are seeking a qualified teacher with <strong>QTS or QTLS</strong> status who has demonstrable experience working with children or young people with SEMH needs. The ideal candidate will possess a nurturing approach, strong behavioural management skills, and a genuine commitment to supporting pupils&#39; emotional development.</p>

<h3>About the Organisation</h3>

<p>This Academy-SEND setting employs between 36 and 65 staff and specialises in providing educational support tailored to students with SEND, particularly SEMH needs. They are dedicated to creating a compassionate and empowering environment where learners can develop resilience, confidence, and independence.</p>

<p>All applications will be managed by Elementa as the recruitment partner for this APl. 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. 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>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&#39; experience</li>
</ul>

<p><b>For more information click apply now below or contact us via phone or email.</b></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/qts-nurture-teacher-826.aspx</link><guid>https://vacancies.elementa.org.uk/job/qts-nurture-teacher-826.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/qts-nurture-teacher-826/apply.aspx</applyUrl><pubDate>Mon, 27 Apr 2026 07:56:57 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/qts-nurture-teacher-826/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>826</ffAdvert:ReferenceNumber><ffAdvert:Title>QTS Nurture 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>SEND experience</ffAdvert:Specialisation><ffAdvert:SubSpecialisation>Autism (ASC)</ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Mon, 27 Apr 2026 07:56:57 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Mon, 11 May 2026 07:56:57 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>176.40</ffAdvert:MinimumPayment><ffAdvert:MaximumPayment>250.83</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>QTS Design &amp; Technology Teacher</title><description><![CDATA[<h2><b>Design &amp; Technology Teacher</b></h2>

<h2><strong>Location:&nbsp; &nbsp; &nbsp;Streatham, London&nbsp;</strong></h2>

<h2><strong>Pay:&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; MPS + UPS Available&nbsp;</strong></h2>

<h2><strong>Type:&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; Temp - Perm</strong></h2>

<h2><strong>Start:&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; ASAP</strong></h2>

<h2><strong>Hours:&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; Full-time</strong></h2>

<p data-end="290" data-start="127">Elementa are a recruitment partner for this provision and are supporting in the recruitment of an Design &amp; Technology <strong>Design &amp; Technology</strong><strong data-end="240" data-start="225">&nbsp;Teacher</strong> to join their dedicated team in <strong data-end="289" data-start="273">West Drayton</strong>.</p>

<p data-end="589" data-start="292">The Alternative Provision supports students who benefit from a more personalised and nurturing learning environment. The setting plays a vital role within the local community, working closely with families and partner agencies to re-engage learners and support positive outcomes.</p>

<p data-end="995" data-start="591">The provision has developed a strong reputation for its inclusive approach, high expectations, and commitment to student wellbeing. With ongoing investment in facilities and curriculum development, there is a positive and ambitious outlook for the future. While recent inspections have identified areas for improvement, the leadership team is proactive and confident in driving forward meaningful change.</p>

<p data-end="1181" data-start="997">This is an exciting opportunity for a passionate and resilient Design &amp; Technology Teacher who is committed to using creativity as a tool for engagement, confidence-building, and personal development.</p>

<p data-end="1349" data-start="1183">If you have the confidence, skills, and qualities to make a positive impact and contribute to the continued success of this provision, we would love to hear from you.</p>

<p data-end="1488" data-start="1351">The selection process will include a tour of the provision, an observed teaching session, a panel interview, and a meeting with students.</p>

<p data-end="1612" data-start="1490">If you feel you have the experience and dedication to thrive in this rewarding role, please get in touch to find out more.</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;64.20) 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/qts-design-and-technology-teacher-827.aspx</link><guid>https://vacancies.elementa.org.uk/job/qts-design-and-technology-teacher-827.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/qts-design-and-technology-teacher-827/apply.aspx</applyUrl><pubDate>Mon, 27 Apr 2026 07:56:57 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/qts-design-and-technology-teacher-827/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>827</ffAdvert:ReferenceNumber><ffAdvert:Title>QTS Design &amp; Technology Teacher</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>3599</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>Wimbledon</ffAdvert:Location><ffAdvert:Specialisation>SECONDARY</ffAdvert:Specialisation><ffAdvert:SubSpecialisation>DT - Art &amp; Design</ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Mon, 27 Apr 2026 07:56:57 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Mon, 11 May 2026 07:56:57 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>176.40</ffAdvert:MinimumPayment><ffAdvert:MaximumPayment>250.83</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>QTS Primary Teacher</title><description><![CDATA[<h2><b>QTS Primary Teacher</b></h2>

<h2><strong>Location:&nbsp; &nbsp; &nbsp;Streatham, London&nbsp;</strong></h2>

<h2><strong>Pay:&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; MPS + UPS Available&nbsp;</strong></h2>

<h2><strong>Type:&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; Temp - Perm</strong></h2>

<h2><strong>Start:&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; ASAP</strong></h2>

<h2><strong>Hours:&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; Full-time</strong></h2>

<p data-end="288" data-start="122">Elementa are a recruitment partner for this provision and are supporting in the recruitment of a <strong data-end="242" data-start="219">QTS Primary Teacher</strong> to join their dedicated team in West Drayton.</p>

<p data-end="569" data-start="290">The Alternative Provision supports students who benefit from a more personalised and nurturing learning environment. The setting plays a vital role within the local community, working closely with families and partner agencies to re-engage learners and support positive outcomes.</p>

<p data-end="975" data-start="571">The provision has developed a strong reputation for its inclusive approach, high expectations, and commitment to student wellbeing. With ongoing investment in facilities and curriculum development, there is a positive and ambitious outlook for the future. While recent inspections have identified areas for improvement, the leadership team is proactive and confident in driving forward meaningful change.</p>

<p data-end="1192" data-start="977">This is an exciting opportunity for a passionate and resilient <strong data-end="1059" data-start="1040">Primary Teacher</strong> who is committed to delivering engaging, differentiated learning and supporting pupils&rsquo; academic, social, and emotional development.</p>

<p data-end="1360" data-start="1194">If you have the confidence, skills, and qualities to make a positive impact and contribute to the continued success of this provision, we would love to hear from you.</p>

<p data-end="1499" data-start="1362">The selection process will include a tour of the provision, an observed teaching session, a panel interview, and a meeting with students.</p>

<p data-end="1623" data-start="1501">If you feel you have the experience and dedication to thrive in this rewarding role, please get in touch to find out more.</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;64.20) 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/qts-primary-teacher-828.aspx</link><guid>https://vacancies.elementa.org.uk/job/qts-primary-teacher-828.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/qts-primary-teacher-828/apply.aspx</applyUrl><pubDate>Mon, 27 Apr 2026 07:56:56 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/qts-primary-teacher-828/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>828</ffAdvert:ReferenceNumber><ffAdvert:Title>QTS Primary Teacher</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>3599</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>Wimbledon</ffAdvert:Location><ffAdvert:Specialisation>PRIMARY</ffAdvert:Specialisation><ffAdvert:SubSpecialisation>KS1</ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Mon, 27 Apr 2026 07:56:56 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Mon, 11 May 2026 07:56:56 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>250.83</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>Life Skills Teacher</title><description><![CDATA[<h2><b>Life Skills Teacher</b></h2>

<h2><strong>Location:&nbsp; &nbsp; &nbsp;Streatham, London&nbsp;</strong></h2>

<h2><strong>Pay:&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; MPS + UPS Available&nbsp;</strong></h2>

<h2><strong>Type:&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; Temp - Perm</strong></h2>

<h2><strong>Start:&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; ASAP</strong></h2>

<h2><strong>Hours:&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; Full-time</strong></h2>

<p data-end="240" data-start="74">Elementa are a recruitment partner for this provision and are supporting in the recruitment of a <strong data-end="194" data-start="171">Life Skills Teacher</strong> to join their dedicated team in West Drayton.</p>

<p data-end="521" data-start="242">The Alternative Provision supports students who benefit from a more personalised and nurturing learning environment. The setting plays a vital role within the local community, working closely with families and partner agencies to re-engage learners and support positive outcomes.</p>

<p data-end="927" data-start="523">The provision has developed a strong reputation for its inclusive approach, high expectations, and commitment to student wellbeing. With ongoing investment in facilities and curriculum development, there is a positive and ambitious outlook for the future. While recent inspections have identified areas for improvement, the leadership team is proactive and confident in driving forward meaningful change.</p>

<p data-end="1262" data-start="929">This is an exciting opportunity for a passionate and resilient <strong data-end="1015" data-start="992">Life Skills Teacher</strong> who is committed to equipping students with the practical, social, and emotional skills needed for independence and everyday life. You will use creative and engaging approaches to support confidence-building, resilience, and personal development.</p>

<p data-end="1430" data-start="1264">If you have the confidence, skills, and qualities to make a positive impact and contribute to the continued success of this provision, we would love to hear from you.</p>

<p data-end="1569" data-start="1432">The selection process will include a tour of the provision, an observed teaching session, a panel interview, and a meeting with students.</p>

<p data-end="1693" data-start="1571">If you feel you have the experience and dedication to thrive in this rewarding role, please get in touch to find out more.</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;64.20) 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/life-skills-teacher-829.aspx</link><guid>https://vacancies.elementa.org.uk/job/life-skills-teacher-829.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/life-skills-teacher-829/apply.aspx</applyUrl><pubDate>Mon, 27 Apr 2026 07:56:56 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/life-skills-teacher-829/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>829</ffAdvert:ReferenceNumber><ffAdvert:Title>Life Skills Teacher</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>3599</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>Wimbledon</ffAdvert:Location><ffAdvert:Specialisation>Additional Qualifications</ffAdvert:Specialisation><ffAdvert:SubSpecialisation>ASDAN / Life Skills</ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Mon, 27 Apr 2026 07:56:56 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Mon, 11 May 2026 07:56:56 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>250.83</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>Occupational Therapist</title><description><![CDATA[<h2><b>Occupational Therapist&nbsp;</b></h2>

<h2><strong>Location:&nbsp; &nbsp; &nbsp;Sutton, London&nbsp;</strong></h2>

<h2><strong>Pay:&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &pound;140 - &pound;200 per day (during trial period)</strong></h2>

<h2><strong>Type:&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; Ongoing Contract (Possible Temp-Perm)&nbsp;</strong></h2>

<h2><strong>Start:&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; ASAP</strong></h2>

<h2><strong>Hours:&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; Full-time</strong></h2>

<p data-end="248" data-start="78">Elementa are a recruitment partner for this provision and are supporting in the recruitment of an <strong data-end="202" data-start="176">Occupational Therapist</strong> to join their dedicated team in West Drayton.</p>

<p data-end="529" data-start="250">The Alternative Provision supports students who benefit from a more personalised and nurturing learning environment. The setting plays a vital role within the local community, working closely with families and partner agencies to re-engage learners and support positive outcomes.</p>

<p data-end="932" data-start="531">The provision has developed a strong reputation for its inclusive approach, high expectations, and commitment to student wellbeing. With ongoing investment in facilities and therapeutic support, there is a positive and ambitious outlook for the future. While recent inspections have identified areas for improvement, the leadership team is proactive and confident in driving forward meaningful change.</p>

<p data-end="1248" data-start="934">This is an exciting opportunity for a passionate and resilient <strong data-end="1023" data-start="997">Occupational Therapist</strong> who is committed to supporting students&rsquo; functional, sensory, and emotional development. You will play a key role in helping pupils develop the skills needed for independence, engagement in learning, and everyday activities.</p>

<p data-end="1416" data-start="1250">If you have the confidence, skills, and qualities to make a positive impact and contribute to the continued success of this provision, we would love to hear from you.</p>

<h2 data-end="1447" data-section-id="1owgpqa" data-start="1423">Key Responsibilities:</h2>

<ul data-end="1921" data-start="1448">
	<li data-end="1548" data-section-id="4hbkp9" data-start="1448">Assess and support students with a range of needs, including sensory processing and motor skills</li>
	<li data-end="1606" data-section-id="1vriavf" data-start="1549">Develop and implement personalised intervention plans</li>
	<li data-end="1704" data-section-id="h0yqne" data-start="1607">Work collaboratively with teaching staff to embed therapeutic strategies within the classroom</li>
	<li data-end="1782" data-section-id="124e20u" data-start="1705">Provide guidance and training to staff to support pupil needs effectively</li>
	<li data-end="1858" data-section-id="1acmhog" data-start="1783">Monitor and review student progress, adapting interventions as required</li>
	<li data-end="1921" data-section-id="b2t8er" data-start="1859">Contribute to EHCP targets and multi-disciplinary planning</li>
</ul>

<p>&nbsp;</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;64.20) 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/occupational-therapist-830.aspx</link><guid>https://vacancies.elementa.org.uk/job/occupational-therapist-830.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/occupational-therapist-830/apply.aspx</applyUrl><pubDate>Mon, 27 Apr 2026 07:56:56 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/occupational-therapist-830/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>830</ffAdvert:ReferenceNumber><ffAdvert:Title>Occupational Therapist</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>3349</ffAdvert:CompanyReferenceNumber><ffAdvert:JobType>Contract</ffAdvert:JobType><ffAdvert:Discipline>Special School/Setting (SEND)</ffAdvert:Discipline><ffAdvert:Role>Specialist / Consultant</ffAdvert:Role><ffAdvert:LocationArea>London</ffAdvert:LocationArea><ffAdvert:Location>Sutton</ffAdvert:Location><ffAdvert:Specialisation>School Support Roles</ffAdvert:Specialisation><ffAdvert:SubSpecialisation>Occupational Therapist</ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Mon, 27 Apr 2026 07:56:56 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Mon, 11 May 2026 07:56:56 GMT</ffAdvert:ClosingDate><ffAdvert:Remuneration>£140 - £200 During Trial Period</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>180.00</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>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, 27 Apr 2026 07:56:56 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, 27 Apr 2026 07:56:56 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Mon, 11 May 2026 07:56:56 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, 27 Apr 2026 07:56:55 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, 27 Apr 2026 07:56:55 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Mon, 11 May 2026 07:56:55 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, 27 Apr 2026 07:56:54 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, 27 Apr 2026 07:56:54 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Mon, 11 May 2026 07:56:54 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>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>Thu, 23 Apr 2026 14:44:41 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>Thu, 23 Apr 2026 14:44:41 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Thu, 07 May 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 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>Thu, 23 Apr 2026 14:41:27 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>Thu, 23 Apr 2026 14:41:27 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Thu, 07 May 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>Geography Teacher</title><description><![CDATA[<p style="margin-bottom:11px"><span style="font-family:Calibri;"><span style="font-size:16pt;"><span style="line-height:107%"><b>Geography Teacher</b></span></span></span></p>

<p style="margin-bottom:11px"><span style="font-family:Calibri;"><span style="font-size:16pt;"><span style="line-height:107%"><b>Location: Tewkesbury</b></span></span></span></p>

<p style="margin-bottom:11px"><span style="font-family:Calibri;"><span style="font-size:16pt;"><span style="line-height:107%"><b>Pay: &pound;168.80.31 - &pound;261.76 per day&nbsp;</b></span></span></span></p>

<p style="margin-bottom:11px"><span style="font-family:Calibri;"><span style="font-size:16pt;"><span style="line-height:107%"><b>Type: Fixed-term contract</b></span></span></span></p>

<p style="margin-bottom:11px"><span style="font-family:Calibri;"><span style="font-size:16pt;"><span style="line-height:107%"><b>Hours: Part-time (0.8)</b></span></span></span></p>

<p style="margin-bottom:11px"><span style="font-family:Calibri;"><span style="font-size:16pt;"><span style="line-height:107%"><b>Start date: 18th May 2026</b></span></span></span></p>

<h2>&nbsp;</h2>

<h2><span style="font-size:11pt;"><span style="font-family:Calibri;">Elementa Support Services is supporting a well known school in Tewkesbury, Gloucestershire, to recruit a Geography Teacher, on a fixed-term contract. This is an excellent opportunity for a qualified education professional, passionate about making a positive impact in a vibrant learning environment.</span></span></h2>

<h2><span style="font-size:11pt;"><span style="font-family:Calibri;">The role is part-time, working a 0.8 contract across four days per week: Monday, Tuesday, Thursday, and Friday. The successful candidate will deliver Geography across Key Stages 3 to 5, including GCSE and A-Level.&nbsp;</span></span></h2>

<h2><span style="font-size:11pt;"><span style="font-family:Calibri;">We are seeking a teacher with a strong background in Humanities, particularly Geography, with QTS or QTLS. Experience with classroom and behaviour management is essential, as the role requires creating an engaging and disciplined environment that supports diverse learners at various academic levels.</span></span></h2>

<p style="margin-bottom:11px"><b style="font-size: 11pt; font-family: Calibri;">Contract &amp; recruitment information</b></p>

<p style="margin-bottom:11px"><span style="font-family:Calibri;"><span style="font-size:11pt"><span style="line-height:107%">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></p>

<p style="margin-bottom:11px"><span style="font-family:Calibri;"><span style="font-size:11pt"><span style="line-height:107%">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></p>

<p style="margin-bottom:11px"><br>
<span style="font-family:Calibri;"><span style="font-size:11pt"><span style="line-height:107%"><b>ELEMENTA CANDIDATE COMMITMENT:</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:107%">Weekly pay &ndash; no waiting for monthly payroll cut-off dates, Elementa pays one week in lieu.</span></span></span></li>
	<li style="margin-bottom:11px"><span style="font-family:Calibri;"><span style="font-size:11pt"><span style="line-height:107%">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></li>
	<li style="margin-bottom:11px"><span style="font-family:Calibri;"><span style="font-size:11pt"><span style="line-height:107%">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></li>
	<li style="margin-bottom:11px"><span style="font-family:Calibri;"><span style="font-size:11pt"><span style="line-height:107%">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></li>
	<li style="margin-bottom:11px"><span style="font-family:Calibri;"><span style="font-size:11pt"><span style="line-height:107%">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></li>
</ul>

<h2><br>
<span style="font-family:Calibri;"><b><span style="font-size:11.0pt"><span style="line-height:107%">For more information click apply now below or contact us via phone or email.&nbsp;All applicants will be promptly responded to.</span></span></b></span></h2>
]]></description><link>https://vacancies.elementa.org.uk/job/geography-teacher-846.aspx</link><guid>https://vacancies.elementa.org.uk/job/geography-teacher-846.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/geography-teacher-846/apply.aspx</applyUrl><pubDate>Tue, 21 Apr 2026 14:35:24 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/geography-teacher-846/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>846</ffAdvert:ReferenceNumber><ffAdvert:Title>Geography Teacher</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>2510</ffAdvert:CompanyReferenceNumber><ffAdvert:JobType>Contract</ffAdvert:JobType><ffAdvert:Discipline>Secondary</ffAdvert:Discipline><ffAdvert:Role>Teacher (QTS / QTLS)</ffAdvert:Role><ffAdvert:LocationArea>Gloucestershire</ffAdvert:LocationArea><ffAdvert:Location>Tewkesbury</ffAdvert:Location><ffAdvert:Specialisation>SECONDARY</ffAdvert:Specialisation><ffAdvert:SubSpecialisation>Humanities - Geography</ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Tue, 21 Apr 2026 14:35:24 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Tue, 05 May 2026 22:59:59 GMT</ffAdvert:ClosingDate><ffAdvert:Remuneration>£168.80 - £261.76 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>261.76</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>PE Teacher</title><description><![CDATA[<p style="margin-bottom:11px"><span style="font-family:Calibri;"><span style="font-size:16pt;"><span style="line-height:107%"><b>Physical Education Teacher</b></span></span></span></p>

<p style="margin-bottom:11px"><span style="font-family:Calibri;"><span style="font-size:16pt;"><span style="line-height:107%"><b>Location: Bristol</b></span></span></span></p>

<p style="margin-bottom:11px"><span style="font-family:Calibri;"><span style="font-size:16pt;"><span style="line-height:107%"><b>Pay: &pound;168.80 - &pound;243.45 per day&nbsp;</b></span></span></span></p>

<p style="margin-bottom:11px"><span style="font-family:Calibri;"><span style="font-size:16pt;"><span style="line-height:107%"><b>Type: Fixed-term</b></span></span></span></p>

<p style="margin-bottom:11px"><span style="font-family:Calibri;"><span style="font-size:16pt;"><span style="line-height:107%"><b>Hours: Part-time (0.6, Mon/Wed/Fri)</b></span></span></span></p>

<p style="margin-bottom:11px"><span style="font-family:Calibri;"><span style="font-size:16pt;"><span style="line-height:107%"><b>Start date: June 1st 2026</b></span></span></span></p>

<p><span style="font-family:Calibri;">Our client, a reputable secondary school in Speedwell, Bristol, is seeking a dedicated and experienced PE Teacher to join their team. This is an excellent opportunity for a qualified professional looking to make a positive impact within a dynamic learning environment.</span></p>

<h2><span style="font-family:Calibri;">Role Overview</span></h2>

<p><span style="font-family:Calibri;">The successful candidate will be responsible for delivering high-quality Physical Education lessons across Key Stages, including GCSE and A-Level. You will have the opportunity to inspire students to develop their physical talents and understanding of health and fitness. The role offers a supportive school environment with a focus on student engagement and achievement. You will deliver engaging PE lessons that cater to a range of abilities and ages - Assess and monitor student progress, providing constructive feedback - Support the wider school community in promoting physical wellbeing and participation - Contribute to the development of the PE curriculum and extracurricular activities</span></p>

<h2><span style="font-family:Calibri;">Candidate Profile</span></h2>

<p><span style="font-family:Calibri;">The ideal candidate will hold a recognised teaching qualification (QTS or QTLS) with a solid background in Physical Education. Experience in teaching practical and theoretical components of PE, including GCSE and A-Level, is essential. Additional subject expertise is beneficial, but not a requirement.</span></p>

<p style="margin-bottom:11px"><span style="font-family:Calibri;"><span style="font-size:11pt"><span style="line-height:107%"><b>Contract &amp; recruitment information</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%">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></p>

<p style="margin-bottom:11px"><span style="font-family:Calibri;"><span style="font-size:11pt"><span style="line-height:107%">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></p>

<p style="margin-bottom:11px"><br>
<span style="font-family:Calibri;"><span style="font-size:11pt"><span style="line-height:107%"><b>ELEMENTA CANDIDATE COMMITMENT:</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:107%">Weekly pay &ndash; no waiting for monthly payroll cut-off dates, Elementa pays one week in lieu.</span></span></span></li>
	<li style="margin-bottom:11px"><span style="font-family:Calibri;"><span style="font-size:11pt"><span style="line-height:107%">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></li>
	<li style="margin-bottom:11px"><span style="font-family:Calibri;"><span style="font-size:11pt"><span style="line-height:107%">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></li>
	<li style="margin-bottom:11px"><span style="font-family:Calibri;"><span style="font-size:11pt"><span style="line-height:107%">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></li>
	<li style="margin-bottom:11px"><span style="font-family:Calibri;"><span style="font-size:11pt"><span style="line-height:107%">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></li>
</ul>

<p style="margin-bottom:11px"><br>
<span style="font-family:Calibri;"><span style="font-size:11pt"><span style="line-height:107%"><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></span></span></p>

<h2>&nbsp;</h2>
]]></description><link>https://vacancies.elementa.org.uk/job/pe-teacher-845.aspx</link><guid>https://vacancies.elementa.org.uk/job/pe-teacher-845.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/pe-teacher-845/apply.aspx</applyUrl><pubDate>Tue, 21 Apr 2026 13:51:47 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/pe-teacher-845/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>845</ffAdvert:ReferenceNumber><ffAdvert:Title>PE Teacher</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>413</ffAdvert:CompanyReferenceNumber><ffAdvert:JobType>Contract</ffAdvert:JobType><ffAdvert:Discipline>Secondary</ffAdvert:Discipline><ffAdvert:Role>Teacher (QTS / QTLS)</ffAdvert:Role><ffAdvert:LocationArea>Bristol</ffAdvert:LocationArea><ffAdvert:Location>Lawrence Hill/Redfield/St George</ffAdvert:Location><ffAdvert:Specialisation>SECONDARY</ffAdvert:Specialisation><ffAdvert:SubSpecialisation>PE - GCSE/A-Level</ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Tue, 21 Apr 2026 13:51:47 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Tue, 05 May 2026 22:59:59 GMT</ffAdvert:ClosingDate><ffAdvert:Remuneration>£168.80 to £243.45</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>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/4380/Profile/Rich B&amp;W.jpg</ffAdvert:RecruiterProfilePicture></item><item><title>Science Teacher - FT &amp; 0.8</title><description><![CDATA[<p style="margin-bottom:11px"><span style="font-family:Calibri;"><span style="font-size:16pt;"><span style="line-height:107%"><b>Location: Speedwell, Bristol</b></span></span></span></p>

<p style="margin-bottom:11px"><span style="font-family:Calibri;"><span style="font-size:16pt;"><span style="line-height:107%"><b>Start date: 1st June 2026</b></span></span></span></p>

<p style="margin-bottom:11px"><span style="font-family:Calibri;"><span style="font-size:16pt;"><span style="line-height:107%"><b>Type: Fixed-term contract</b></span></span></span></p>

<p style="margin-bottom:11px"><span style="font-family:Calibri;"><span style="font-size:16pt;"><span style="line-height:107%"><b>Hours: 08:15am - 15:45 Full-time and 0.8 available</b></span></span></span></p>

<p style="margin-bottom:11px"><span style="font-family:Calibri;"><span style="font-size:16pt;"><span style="line-height:107%"><b>Pay: &pound;168.80 - &pound;261.78 per day</b></span></span></span></p>

<p><span style="font-family:Calibri;">Elementa Support Services is pleased to collaborate with a reputable education company in posting two exciting teaching opportunities in Speedwell, Bristol. We are seeking dedicated and experienced Science Teachers to join their team on fixed-term contracts.&nbsp;</span></p>

<h2><span style="font-family:Calibri;"><span style="font-size:11pt;">We are currently recruiting for: - One full-time Science Teacher (FT) - One part-time Science Teacher (0.8 contract). Both roles are scheduled to start on 1st June 2026, until July 17th 2026, with the potential to continue into September 2026 and beyond.</span></span></h2>

<h2><span style="font-size:14pt;"><strong><span style="font-family:Calibri;">Role Responsibilities</span></strong></span></h2>

<p><span style="font-family:Calibri;">The ideal candidates will hold QTS or QTLS and possess a background in Science, specialising in General Science. Your responsibilities will include delivering engaging lessons, assessing student progress, and supporting learners in achieving their full potential. Planning and marking will be part of the role, ensuring a comprehensive approach to student development.</span></p>

<h2><span style="font-size:14pt;"><strong><span style="font-family:Calibri;">Candidate Profile</span></strong></span></h2>

<p><span style="font-family:Calibri;">We are looking for professionals who: - Have relevant teaching qualifications (QTS / QTLS) - Demonstrate a solid background in Science, with expertise in General Science - Are adaptable and enthusiastic about inspiring students - Are committed to high standards of classroom practice</span></p>

<p style="margin-bottom:11px"><span style="font-family:Calibri;"><span style="font-size:11pt"><span style="line-height:107%"><b>Contract &amp; recruitment information</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%">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></p>

<p style="margin-bottom:11px"><span style="font-family:Calibri;"><span style="font-size:11pt"><span style="line-height:107%">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></p>

<p style="margin-bottom:11px"><br>
<span style="font-family:Calibri;"><span style="font-size:11pt"><span style="line-height:107%"><b>ELEMENTA CANDIDATE COMMITMENT:</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:107%">Weekly pay &ndash; no waiting for monthly payroll cut-off dates, Elementa pays one week in lieu.</span></span></span></li>
	<li style="margin-bottom:11px"><span style="font-family:Calibri;"><span style="font-size:11pt"><span style="line-height:107%">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></li>
	<li style="margin-bottom:11px"><span style="font-family:Calibri;"><span style="font-size:11pt"><span style="line-height:107%">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></li>
	<li style="margin-bottom:11px"><span style="font-family:Calibri;"><span style="font-size:11pt"><span style="line-height:107%">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></li>
	<li style="margin-bottom:11px"><span style="font-family:Calibri;"><span style="font-size:11pt"><span style="line-height:107%">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></li>
</ul>

<p style="margin-bottom:11px"><br>
<span style="font-family:Calibri;"><span style="font-size:11pt"><span style="line-height:107%"><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></span></span></p>
]]></description><link>https://vacancies.elementa.org.uk/job/science-teacher-ft-and-08-844.aspx</link><guid>https://vacancies.elementa.org.uk/job/science-teacher-ft-and-08-844.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/science-teacher-ft-and-08-844/apply.aspx</applyUrl><pubDate>Tue, 21 Apr 2026 13:25:35 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/science-teacher-ft-and-08-844/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>844</ffAdvert:ReferenceNumber><ffAdvert:Title>Science Teacher - FT &amp; 0.8</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>413</ffAdvert:CompanyReferenceNumber><ffAdvert:JobType>Contract</ffAdvert:JobType><ffAdvert:Discipline>Secondary</ffAdvert:Discipline><ffAdvert:Role>Teacher (QTS / QTLS)</ffAdvert:Role><ffAdvert:LocationArea>Bristol</ffAdvert:LocationArea><ffAdvert:Location>Lawrence Hill/Redfield/St George</ffAdvert:Location><ffAdvert:Specialisation>SECONDARY</ffAdvert:Specialisation><ffAdvert:SubSpecialisation>Science - General Science</ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Tue, 21 Apr 2026 13:25:35 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Tue, 05 May 2026 22:59:59 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>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 - Primary</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: 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, April 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, 20 Apr 2026 12:50:26 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, 20 Apr 2026 12:50:26 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Mon, 04 May 2026 12:50:26 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</title><description><![CDATA[<p><span style="font-size:16pt;"><strong>SEND 1:1 Learning Support&nbsp; Mentor&nbsp;ASD / ASC, SEMH</strong></span></p>

<h2><strong>Type: Temp-Perm - 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: Weston Super Mare&nbsp;(secondary&nbsp;ages)</strong></h2>

<h2><strong>Start Date: April 2026</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>We are seeking someone with previous experience of having worked with learners who 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 who 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>
</ul>

<p>The role is offered on a temporary to permanent (temp-perm) contract basis from September 2025 with the intention to offer permanent contracts after a successful induction 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-semh-662.aspx</link><guid>https://vacancies.elementa.org.uk/job/learning-support-mentor-semh-662.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/learning-support-mentor-semh-662/apply.aspx</applyUrl><pubDate>Mon, 20 Apr 2026 12:50:26 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/learning-support-mentor-semh-662/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>662</ffAdvert:ReferenceNumber><ffAdvert:Title>Learning Support Mentor - SEMH</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>3065</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, 20 Apr 2026 12:50:26 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Mon, 04 May 2026 12:50:26 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>13.72</ffAdvert:MinimumPayment><ffAdvert:MaximumPayment>16.77</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, 20 Apr 2026 12:50:26 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, 20 Apr 2026 12:50:26 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Mon, 04 May 2026 12:50:26 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 (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>Mon, 20 Apr 2026 12:50:26 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>Mon, 20 Apr 2026 12:50:26 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Mon, 04 May 2026 12:50:26 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><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, 20 Apr 2026 12:50:26 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, 20 Apr 2026 12:50:26 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Mon, 04 May 2026 12:50:26 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>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: Jan/Feb 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, 20 Apr 2026 12:50:26 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, 20 Apr 2026 12:50:26 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Mon, 04 May 2026 12:50:26 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>Head of Maths</title><description><![CDATA[<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">Maths - Head of Department</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">Location: Weston-super-Mare</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:&nbsp;&pound;32,916 - &pound;51,048 (M1 &ndash; UPS3) + TLR 1B - &pound;12,521&nbsp;</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: Permanent</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: April 2026</span></b></span></span></span></p>

<p style="margin-bottom:11px">&nbsp;</p>

<h3 data-end="174" data-start="138"><span style="font-family:Calibri;">Curriculum Leader of Mathematics</span></h3>

<p data-end="548" data-start="176"><span style="font-family:Calibri;">As <strong data-end="215" data-start="179">Curriculum Leader of Mathematics</strong>, you will provide strategic leadership across <strong data-end="284" data-start="262">Key Stages 3 and 4</strong>, with responsibility for curriculum design, teaching quality, and assessment to ensure consistently high standards of student achievement. You will lead and inspire a dedicated team of teachers, promoting excellence in teaching and learning within the department.</span></p>

<p data-end="892" data-start="550"><span style="font-family:Calibri;">This is an exciting opportunity to join the academy during a period of transition, working closely with a <strong data-end="692" data-start="656">new Principal and Vice Principal</strong>. You will lead a team of <strong data-end="739" data-start="718">six staff members</strong>, including a <strong data-end="778" data-start="753">Second in Mathematics</strong>, within a diverse school community that serves a high proportion of <strong data-end="869" data-start="847">Pupil Premium (PP)</strong> and <strong data-end="882" data-start="874">SEND</strong> students.</span></p>

<p data-end="1069" data-start="894"><span style="font-family:Calibri;">If you are passionate about Mathematics and committed to creating a positive, inclusive learning environment where all students can succeed, we would welcome your application.</span></p>

<h3 data-end="1089" data-start="1076"><span style="font-family:Calibri;">About You</span></h3>

<p data-end="1126" data-start="1091"><span style="font-family:Calibri;">The successful candidate will have:</span></p>

<ul data-end="1752" data-start="1128">
	<li data-end="1184" data-start="1128">
	<p data-end="1184" data-start="1130"><span style="font-family:Calibri;">Experience of working with children and young people</span></p>
	</li>
	<li data-end="1277" data-start="1185">
	<p data-end="1277" data-start="1187"><span style="font-family:Calibri;">Experience of interpreting information to support the effective delivery of lesson plans</span></p>
	</li>
	<li data-end="1347" data-start="1278">
	<p data-end="1347" data-start="1280"><span style="font-family:Calibri;">A sound knowledge and understanding of the Mathematics curriculum</span></p>
	</li>
	<li data-end="1463" data-start="1348">
	<p data-end="1463" data-start="1350"><span style="font-family:Calibri;">Excellent oral and written communication skills, with the ability to convey information clearly and effectively</span></p>
	</li>
	<li data-end="1555" data-start="1464">
	<p data-end="1555" data-start="1466"><span style="font-family:Calibri;">Strong organisational skills and the ability to manage administrative tasks efficiently</span></p>
	</li>
	<li data-end="1663" data-start="1556">
	<p data-end="1663" data-start="1558"><span style="font-family:Calibri;">The ability to build positive and effective working relationships with teachers and wider academy staff</span></p>
	</li>
	<li data-end="1752" data-start="1664">
	<p data-end="1752" data-start="1666"><span style="font-family:Calibri;">The confidence and sensitivity to contribute constructively to classroom discussions</span></p>
	</li>
</ul>

<p style="margin-bottom:11px"><span style="font-family:Calibri;"><span style="font-size:11pt"><span style="line-height:107%"><b>Contract &amp; recruitment information</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%">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></p>

<p style="margin-bottom:11px"><span style="font-family:Calibri;"><span style="font-size:11pt"><span style="line-height:107%">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></p>

<p style="margin-bottom:11px"><br>
<span style="font-family:Calibri;"><span style="font-size:11pt"><span style="line-height:107%"><b>ELEMENTA CANDIDATE COMMITMENT:</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:107%">Weekly pay &ndash; no waiting for monthly payroll cut-off dates, Elementa pays one week in lieu.</span></span></span></li>
	<li style="margin-bottom:11px"><span style="font-family:Calibri;"><span style="font-size:11pt"><span style="line-height:107%">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></li>
	<li style="margin-bottom:11px"><span style="font-family:Calibri;"><span style="font-size:11pt"><span style="line-height:107%">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></li>
	<li style="margin-bottom:11px"><span style="font-family:Calibri;"><span style="font-size:11pt"><span style="line-height:107%">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></li>
	<li style="margin-bottom:11px"><span style="font-family:Calibri;"><span style="font-size:11pt"><span style="line-height:107%">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></li>
</ul>

<p style="margin-bottom:11px"><br>
<span style="font-family:Calibri;"><span style="font-size:11pt"><span style="line-height:107%"><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></span></span></p>
]]></description><link>https://vacancies.elementa.org.uk/job/head-of-maths-801.aspx</link><guid>https://vacancies.elementa.org.uk/job/head-of-maths-801.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/head-of-maths-801/apply.aspx</applyUrl><pubDate>Mon, 20 Apr 2026 12:50:26 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/head-of-maths-801/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>801</ffAdvert:ReferenceNumber><ffAdvert:Title>Head of Maths</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>446</ffAdvert:CompanyReferenceNumber><ffAdvert:JobType>Permanent</ffAdvert:JobType><ffAdvert:Discipline>Secondary</ffAdvert:Discipline><ffAdvert:Role>Teacher (QTS / QTLS)</ffAdvert:Role><ffAdvert:LocationArea>North Somerset</ffAdvert:LocationArea><ffAdvert:Location>Weston-Super-Mare</ffAdvert:Location><ffAdvert:Specialisation>SECONDARY</ffAdvert:Specialisation><ffAdvert:SubSpecialisation>Maths</ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Mon, 20 Apr 2026 12:50:26 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Mon, 04 May 2026 12:50:26 GMT</ffAdvert:ClosingDate><ffAdvert:Remuneration>£32,916 - £51,048 (M1 – UPS3) + TLR 1B - £12,521</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>35000.00</ffAdvert:MinimumPayment><ffAdvert:MaximumPayment>60000.00</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>Programme Leader of Computer Science</title><description><![CDATA[<p data-end="126" data-start="0">Here is the adjusted advert for a <strong data-end="72" data-start="34">Programme Lead of Computer Science</strong>, keeping the same structure, salary, and information:</p>

<hr data-end="131" data-start="128">
<h2 data-end="170" data-start="133">Programme Lead of Computer Science</h2>

<p data-end="330" data-start="172"><strong data-end="185" data-start="172">Location:</strong> Weston-super-Mare<br data-end="206" data-start="203">
<strong data-end="217" data-start="206">Salary:</strong> &pound;32,916 &ndash; &pound;51,048 per annum<br data-end="248" data-start="245">
<strong data-end="257" data-start="248">Type:</strong> Permanent<br data-end="270" data-start="267">
<strong data-end="280" data-start="270">Hours:</strong> Full-time<br data-end="293" data-start="290">
<strong data-end="308" data-start="293">Start Date:</strong> ASAP / January 2026</p>

<p data-end="610" data-start="332">Elementa is recruiting for a <strong data-end="399" data-start="361">Programme Lead of Computer Science</strong> for this popular Secondary School in Weston-super-Mare. This is a full-time, permanent opportunity for an experienced and motivated Computing professional ready to lead and develop a high-performing department.</p>

<p data-end="826" data-start="612">The successful candidate will take responsibility for the leadership and strategic development of the Computer Science department, ensuring high-quality teaching, curriculum innovation, and strong student outcomes.</p>

<hr data-end="831" data-start="828">
<h2 data-end="856" data-start="833">Key Responsibilities</h2>

<ul data-end="1637" data-start="858">
	<li data-end="960" data-start="858">
	<p data-end="960" data-start="860">Lead and manage the Computer Science department, setting high standards for teaching and learning.</p>
	</li>
	<li data-end="1062" data-start="961">
	<p data-end="1062" data-start="963">Plan, prepare, and deliver high-quality Computer Science and Computing lessons across Key Stages.</p>
	</li>
	<li data-end="1161" data-start="1063">
	<p data-end="1161" data-start="1065">Monitor, evaluate, and improve student progress through effective assessment and intervention.</p>
	</li>
	<li data-end="1240" data-start="1162">
	<p data-end="1240" data-start="1164">Lead curriculum development and assessment planning within the department.</p>
	</li>
	<li data-end="1334" data-start="1241">
	<p data-end="1334" data-start="1243">Mentor, support, and develop colleagues to promote professional growth and best practice.</p>
	</li>
	<li data-end="1403" data-start="1335">
	<p data-end="1403" data-start="1337">Create a positive, inclusive, and engaging learning environment.</p>
	</li>
	<li data-end="1504" data-start="1404">
	<p data-end="1504" data-start="1406">Work collaboratively with senior leaders and departmental staff to drive continuous improvement.</p>
	</li>
	<li data-end="1637" data-start="1505">
	<p data-end="1637" data-start="1507">Keep up to date with developments in the Computer Science and Computing curriculum and implement innovative teaching approaches.</p>
	</li>
</ul>

<hr data-end="1642" data-start="1639">
<h2 data-end="1676" data-start="1644">Qualifications and Experience</h2>

<p data-end="1725" data-start="1678">The ideal candidate will possess the following:</p>

<ul data-end="2210" data-start="1727">
	<li data-end="1810" data-start="1727">
	<p data-end="1810" data-start="1729">Qualified Teacher Status (QTS) or Qualified Teacher Learning and Skills (QTLS).</p>
	</li>
	<li data-end="1888" data-start="1811">
	<p data-end="1888" data-start="1813">Proven experience teaching Computer Science/Computing at secondary level.</p>
	</li>
	<li data-end="1983" data-start="1889">
	<p data-end="1983" data-start="1891">Demonstrable experience in a leadership or management role, or readiness to step into one.</p>
	</li>
	<li data-end="2077" data-start="1984">
	<p data-end="2077" data-start="1986">Strong subject knowledge in Computer Science, including programming and digital literacy.</p>
	</li>
	<li data-end="2148" data-start="2078">
	<p data-end="2148" data-start="2080">Excellent communication, organisational, and interpersonal skills.</p>
	</li>
	<li data-end="2210" data-start="2149">
	<p data-end="2210" data-start="2151">A commitment to raising standards and inspiring students.</p>
	</li>
</ul>

<hr data-end="2215" data-start="2212">
<h2 data-end="2254" data-start="2217">Contract &amp; Recruitment Information</h2>

<p data-end="2607" data-start="2256">Elementa is the recruiting partner. Applicants shortlisted after pre-screening will be required to complete the Elementa registration process. This includes full vetting and background checks and an application for an Enhanced DBS Disclosure (which may be chargeable at &pound;64.20), unless you hold a current Enhanced DBS subscribed to the Update Service.</p>

<p data-end="2714" data-start="2609">If you have the relevant skills and experience for this role, please apply with your full, up-to-date CV.</p>

<hr data-end="2719" data-start="2716">
<h2 data-end="2753" data-start="2721">ELEMENTA CANDIDATE COMMITMENT</h2>

<ul data-end="3273" data-start="2755">
	<li data-end="2853" data-start="2755">
	<p data-end="2853" data-start="2757"><strong data-end="2771" data-start="2757">Weekly Pay</strong> &ndash; no waiting for monthly payroll cut-off dates; Elementa pays one week in lieu.</p>
	</li>
	<li data-end="2973" data-start="2854">
	<p data-end="2973" data-start="2856"><strong data-end="2873" data-start="2856">PAYE Contract</strong> &ndash; unless otherwise requested, candidates are paid via PAYE, offering full employment protections.</p>
	</li>
	<li data-end="3167" data-start="2974">
	<p data-end="3167" data-start="2976"><strong data-end="2998" data-start="2976">Training &amp; Support</strong> &ndash; access to free or discounted training, including Safeguarding, Behaviour, Team Teach, SEND, Makaton, and Thrive. Dedicated welfare support from a candidate manager.</p>
	</li>
	<li data-end="3273" data-start="3168">
	<p data-end="3273" data-start="3170"><strong data-end="3189" data-start="3170">Fair Pay Policy</strong> &ndash; candidates are paid to scale, with any variations agreed in writing in advance.</p>
	</li>
</ul>
]]></description><link>https://vacancies.elementa.org.uk/job/programme-leader-of-computer-science-800.aspx</link><guid>https://vacancies.elementa.org.uk/job/programme-leader-of-computer-science-800.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/programme-leader-of-computer-science-800/apply.aspx</applyUrl><pubDate>Mon, 20 Apr 2026 12:50:26 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/programme-leader-of-computer-science-800/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>800</ffAdvert:ReferenceNumber><ffAdvert:Title>Programme Leader of Computer Science</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>1056</ffAdvert:CompanyReferenceNumber><ffAdvert:JobType>Permanent</ffAdvert:JobType><ffAdvert:Discipline>Secondary</ffAdvert:Discipline><ffAdvert:Role>Teacher (QTS / QTLS)</ffAdvert:Role><ffAdvert:LocationArea>North Somerset</ffAdvert:LocationArea><ffAdvert:Location>Weston-Super-Mare</ffAdvert:Location><ffAdvert:Specialisation>SECONDARY</ffAdvert:Specialisation><ffAdvert:SubSpecialisation>Computing</ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Mon, 20 Apr 2026 12:50:26 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Mon, 04 May 2026 12:50:26 GMT</ffAdvert:ClosingDate><ffAdvert:Remuneration></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>0.00</ffAdvert:MinimumPayment><ffAdvert:MaximumPayment></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>Deputy Programme Lead of Maths</title><description><![CDATA[<h3 data-end="122" data-start="88">Deputy Programme Lead of Maths</h3>

<p data-end="282" data-start="124"><strong data-end="137" data-start="124">Location:</strong> Weston-super-Mare<br data-end="158" data-start="155">
<strong data-end="169" data-start="158">Salary:</strong> &pound;32,916 &ndash; &pound;51,048 per annum<br data-end="200" data-start="197">
<strong data-end="209" data-start="200">Type:</strong> Permanent<br data-end="222" data-start="219">
<strong data-end="232" data-start="222">Hours:</strong> Full-time<br data-end="245" data-start="242">
<strong data-end="260" data-start="245">Start Date:</strong>&nbsp;1st September 2026</p>

<p data-end="556" data-start="284">Elementa is recruiting for a <strong data-end="347" data-start="313">Deputy Programme Lead of Maths</strong> for this popular Secondary School in Weston-super-Mare. This is a full-time, permanent opportunity for an experienced and motivated Maths professional looking to take the next step in their leadership career.</p>

<p data-end="758" data-start="558">The successful candidate will play a key role in supporting the leadership and development of the Maths department, contributing to high-quality teaching, curriculum planning, and student achievement.</p>

<hr data-end="763" data-start="760">
<h3 data-end="789" data-start="765">Key Responsibilities</h3>

<ul data-end="1507" data-start="791">
	<li data-end="879" data-start="791">
	<p data-end="879" data-start="793">Support the Programme Lead in the leadership and management of the Maths department.</p>
	</li>
	<li data-end="956" data-start="880">
	<p data-end="956" data-start="882">Plan, prepare, and deliver high-quality Maths lessons across Key Stages.</p>
	</li>
	<li data-end="1057" data-start="957">
	<p data-end="1057" data-start="959">Monitor and evaluate student progress, providing effective feedback and intervention strategies.</p>
	</li>
	<li data-end="1145" data-start="1058">
	<p data-end="1145" data-start="1060">Contribute to curriculum development and assessment planning within the department.</p>
	</li>
	<li data-end="1231" data-start="1146">
	<p data-end="1231" data-start="1148">Mentor and support colleagues to promote high standards of teaching and learning.</p>
	</li>
	<li data-end="1300" data-start="1232">
	<p data-end="1300" data-start="1234">Create a positive, inclusive, and engaging learning environment.</p>
	</li>
	<li data-end="1401" data-start="1301">
	<p data-end="1401" data-start="1303">Work collaboratively with senior leaders and departmental staff to drive continuous improvement.</p>
	</li>
	<li data-end="1507" data-start="1402">
	<p data-end="1507" data-start="1404">Keep up to date with developments in the Maths curriculum and implement innovative teaching approaches.</p>
	</li>
</ul>

<hr data-end="1512" data-start="1509">
<h3 data-end="1547" data-start="1514">Qualifications and Experience</h3>

<p data-end="1596" data-start="1549">The ideal candidate will possess the following:</p>

<ul data-end="2027" data-start="1598">
	<li data-end="1681" data-start="1598">
	<p data-end="1681" data-start="1600">Qualified Teacher Status (QTS) or Qualified Teacher Learning and Skills (QTLS).</p>
	</li>
	<li data-end="1738" data-start="1682">
	<p data-end="1738" data-start="1684">Proven experience teaching Maths at secondary level.</p>
	</li>
	<li data-end="1828" data-start="1739">
	<p data-end="1828" data-start="1741">Experience in, or readiness for, a leadership or management role within a department.</p>
	</li>
	<li data-end="1896" data-start="1829">
	<p data-end="1896" data-start="1831">Strong subject knowledge and passion for Mathematics education.</p>
	</li>
	<li data-end="1967" data-start="1897">
	<p data-end="1967" data-start="1899">Excellent communication, organisational, and interpersonal skills.</p>
	</li>
	<li data-end="2027" data-start="1968">
	<p data-end="2027" data-start="1970">A commitment to raising standards and inspiring students.</p>
	</li>
</ul>

<hr data-end="2032" data-start="2029">
<h3 data-end="2072" data-start="2034">Contract &amp; Recruitment Information</h3>

<p data-end="2425" data-start="2074">Elementa is the recruiting partner. Applicants shortlisted after pre-screening will be required to complete the Elementa registration process. This includes full vetting and background checks and an application for an Enhanced DBS Disclosure (which may be chargeable at &pound;64.20), unless you hold a current Enhanced DBS subscribed to the Update Service.</p>

<p data-end="2532" data-start="2427">If you have the relevant skills and experience for this role, please apply with your full, up-to-date CV.</p>

<hr data-end="2537" data-start="2534">
<h3 data-end="2572" data-start="2539">ELEMENTA CANDIDATE COMMITMENT</h3>

<ul data-end="3202" data-start="2574">
	<li data-end="2672" data-start="2574">
	<p data-end="2672" data-start="2576"><strong data-end="2590" data-start="2576">Weekly Pay</strong> &ndash; no waiting for monthly payroll cut-off dates; Elementa pays one week in lieu.</p>
	</li>
	<li data-end="2792" data-start="2673">
	<p data-end="2792" data-start="2675"><strong data-end="2692" data-start="2675">PAYE Contract</strong> &ndash; unless otherwise requested, candidates are paid via PAYE, offering full employment protections.</p>
	</li>
	<li data-end="2986" data-start="2793">
	<p data-end="2986" data-start="2795"><strong data-end="2817" data-start="2795">Training &amp; Support</strong> &ndash; access to free or discounted training, including Safeguarding, Behaviour, Team Teach, SEND, Makaton, and Thrive. Dedicated welfare support from a candidate manager.</p>
	</li>
	<li data-end="3092" data-start="2987">
	<p data-end="3092" data-start="2989"><strong data-end="3008" data-start="2989">Fair Pay Policy</strong> &ndash; candidates are paid to scale, with any variations agreed in writing in advance.</p>
	</li>
	<li data-end="3202" data-start="3093">
	<p data-end="3202" data-start="3095"><strong data-end="3126" data-start="3095">Additional Support Services</strong> &ndash; access to partner services including tax, accountancy, and legal support.</p>
	</li>
</ul>
]]></description><link>https://vacancies.elementa.org.uk/job/deputy-programme-lead-of-maths-799.aspx</link><guid>https://vacancies.elementa.org.uk/job/deputy-programme-lead-of-maths-799.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/deputy-programme-lead-of-maths-799/apply.aspx</applyUrl><pubDate>Mon, 20 Apr 2026 12:50:25 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/deputy-programme-lead-of-maths-799/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>799</ffAdvert:ReferenceNumber><ffAdvert:Title>Deputy Programme Lead of Maths</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>1056</ffAdvert:CompanyReferenceNumber><ffAdvert:JobType>Permanent</ffAdvert:JobType><ffAdvert:Discipline>Secondary</ffAdvert:Discipline><ffAdvert:Role>Teacher (QTS / QTLS)</ffAdvert:Role><ffAdvert:LocationArea>North Somerset</ffAdvert:LocationArea><ffAdvert:Location>Weston-Super-Mare</ffAdvert:Location><ffAdvert:Specialisation>SECONDARY</ffAdvert:Specialisation><ffAdvert:SubSpecialisation>Maths</ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Mon, 20 Apr 2026 12:50:25 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Mon, 04 May 2026 12:50:25 GMT</ffAdvert:ClosingDate><ffAdvert:Remuneration>£32,916 – £51,048</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>30000.00</ffAdvert:MinimumPayment><ffAdvert:MaximumPayment>55000.00</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>Resource Base Coordinator</title><description><![CDATA[<h2><span style="font-family:Calibri;"><span style="font-size:14pt;">Resource Base Coordinator &ndash; Weston-Super-Mare, North Somerset</span></span></h2>

<p style="margin-bottom:11px"><span style="font-family:Calibri;"><span style="font-size:11pt"><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:11pt"><span style="line-height:107%"><b>Pay: &pound;27,362 - &pound;29,850&nbsp;</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%"><b>Type: Permanent/Temp to Perm</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%"><b>Hours: Full-time</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%"><b>Start date: 20th April 2026</b></span></span></span></p>

<p><span style="font-family:Calibri;">Elementa Support Services is pleased to partner with a respected secondary academy to recruit a dedicated Resource Base Coordinator. This is an excellent opportunity for an experienced education professional to play a key role in supporting inclusive education and safeguarding within a vibrant school environment.</span></p>

<h3><span style="font-family:Calibri;">About the Role</span></h3>

<p><span style="font-family:Calibri;">The successful candidate will be responsible for coordinating the resource base, ensuring that the learning needs of students with additional needs are met effectively and compassionately. Working closely with teaching staff, the ideal candidate will act as a vital link between students, staff, and other education professionals to promote positive outcomes and a safe, inclusive learning space.</span></p>

<h3><span style="font-family:Calibri;">Candidate Profile</span></h3>

<p><span style="font-family:Calibri;">Our client is seeking a professional with relevant experience as an HLTA, ideally with a background in pastoral support, safeguarding, or intervention. The ideal candidate will possess:</span></p>

<ul>
	<li><span style="font-family:Calibri;">Level 3 qualification or equivalent</span></li>
	<li><span style="font-family:Calibri;">Training in Autism and Speech &amp; Language awareness</span></li>
	<li><span style="font-family:Calibri;">Experience working with teaching colleagues to meet diverse learning needs</span></li>
	<li><span style="font-family:Calibri;">Excellent listening, mediation, and supervision skills</span></li>
	<li><span style="font-family:Calibri;">Confidence in managing young people and promoting their well-being</span></li>
</ul>

<h3><span style="font-family:Calibri;">Key Responsibilities</span></h3>

<ul>
	<li><span style="font-family:Calibri;">Supervise and support students within the resource base, fostering a positive, nurturing environment</span></li>
	<li><span style="font-family:Calibri;">Collaborate with teaching staff to share strategies and support student progress</span></li>
	<li><span style="font-family:Calibri;">Ensure safeguarding protocols are followed and maintain a calm, alert presence for students requiring additional support</span></li>
	<li><span style="font-family:Calibri;">Assist in planning interventions and tailored learning initiatives to meet individual needs</span></li>
	<li><span style="font-family:Calibri;">Act as a trusted point of contact for student welfare and parental communication when required</span></li>
</ul>

<p style="margin-bottom:11px"><span style="font-family:Calibri;"><span style="font-size:11pt"><span style="line-height:107%"><b>Contract &amp; recruitment information</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%">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></p>

<p style="margin-bottom:11px"><span style="font-family:Calibri;"><span style="font-size:11pt"><span style="line-height:107%">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></p>

<p style="margin-bottom:11px"><br>
<span style="font-family:Calibri;"><span style="font-size:11pt"><span style="line-height:107%"><b>ELEMENTA CANDIDATE COMMITMENT:</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:107%">Weekly pay &ndash; no waiting for monthly payroll cut-off dates, Elementa pays one week in lieu.</span></span></span></li>
	<li style="margin-bottom:11px"><span style="font-family:Calibri;"><span style="font-size:11pt"><span style="line-height:107%">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></li>
	<li style="margin-bottom:11px"><span style="font-family:Calibri;"><span style="font-size:11pt"><span style="line-height:107%">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></li>
	<li style="margin-bottom:11px"><span style="font-family:Calibri;"><span style="font-size:11pt"><span style="line-height:107%">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></li>
	<li style="margin-bottom:11px"><span style="font-family:Calibri;"><span style="font-size:11pt"><span style="line-height:107%">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></li>
</ul>

<p style="margin-bottom:11px"><br>
<span style="font-family:Calibri;"><span style="font-size:11pt"><span style="line-height:107%"><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></span></span></p>
]]></description><link>https://vacancies.elementa.org.uk/job/resource-base-coordinator-819.aspx</link><guid>https://vacancies.elementa.org.uk/job/resource-base-coordinator-819.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/resource-base-coordinator-819/apply.aspx</applyUrl><pubDate>Mon, 20 Apr 2026 12:50:25 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/resource-base-coordinator-819/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>819</ffAdvert:ReferenceNumber><ffAdvert:Title>Resource Base Coordinator</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>2897</ffAdvert:CompanyReferenceNumber><ffAdvert:JobType>Permanent</ffAdvert:JobType><ffAdvert:Discipline>Secondary</ffAdvert:Discipline><ffAdvert:Role>HLTA</ffAdvert:Role><ffAdvert:LocationArea>North Somerset</ffAdvert:LocationArea><ffAdvert:Location>Weston-Super-Mare</ffAdvert:Location><ffAdvert:Specialisation>SEND experience</ffAdvert:Specialisation><ffAdvert:SubSpecialisation>Pastoral (safeguarding role)</ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Mon, 20 Apr 2026 12:50:25 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Mon, 04 May 2026 12:50:25 GMT</ffAdvert:ClosingDate><ffAdvert:Remuneration>£27,362pa</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>27362.00</ffAdvert:MinimumPayment><ffAdvert:MaximumPayment>29850.00</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>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: Rhondda Cynon Taff<br data-end="154" data-start="151">
&bull; Start date: Summer Term, with potential for extension<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 Rhondda Cynon Taff to recruit a knowledgeable and committed Teacher of Design Technology (Food Technology) for a summer term 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>Fri, 17 Apr 2026 09:42:13 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>Rhondda Cynon Taf CBC</ffAdvert:Location><ffAdvert:Specialisation>SECONDARY</ffAdvert:Specialisation><ffAdvert:SubSpecialisation>DT - Food Technology</ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Fri, 17 Apr 2026 09:42:13 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Fri, 01 May 2026 09:42:13 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: Rhondda Cynon Taff<br data-end="259" data-start="256">
&bull; Start date: Summer Term, with potential for extension<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 Rhondda Cynon Taff 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>Fri, 17 Apr 2026 09:42:13 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>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>Science - Physics</ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Fri, 17 Apr 2026 09:42:13 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Fri, 01 May 2026 09:42:13 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 Music &amp; Drama (Fluent Welsh)</title><description><![CDATA[<article data-scroll-anchor="false" data-testid="conversation-turn-3" data-turn="user" data-turn-id="7ef2e5c4-90e6-4177-a5e1-e4a6a9d6953d" dir="auto" tabindex="-1">
<h2 style="text-align: center;"><u><strong>Teacher of Music &amp; Drama (Welsh Medium)</strong></u></h2>
</article>

<article data-scroll-anchor="true" data-testid="conversation-turn-4" data-turn="assistant" data-turn-id="d46f8529-cf78-4877-8785-dbb341b7d805" dir="auto" tabindex="-1">
<p data-end="313" data-start="0"><strong data-end="14" data-start="0">Job Title:</strong> Teacher of Music &amp; Drama (Welsh Medium)<br data-end="75" data-start="72">
<strong data-end="84" data-start="75">Type:</strong> Contract / Long-term (Maternity Cover)<br data-end="126" data-start="123">
<strong data-end="139" data-start="126">Location:</strong> Cardiff<br data-end="180" data-start="177">
<strong data-end="195" data-start="180">Start date:</strong> Summer Term start (maternity cover)<br data-end="210" data-start="207">
<strong data-end="220" data-start="210">Hours:</strong> Full-time<br data-end="256" data-start="253">
<strong data-end="264" data-start="256">Pay:</strong> Paid to scale (MPS/UPS, dependent on experience)</p>

<p data-end="598" data-start="315">Are you a passionate <strong data-end="363" data-start="336">Music and Drama Teacher</strong> who is fluent in Welsh and committed to inspiring creativity, confidence, and performance skills in young people? Do you believe in the power of the performing arts to develop self-expression, collaboration, and cultural appreciation?</p>

<p data-end="1038" data-start="600"><strong data-end="629" data-start="600">Elementa Support Services</strong> is working in partnership with a supportive and forward-thinking <strong data-end="728" data-start="695">Welsh-medium secondary school</strong> in Cardiff to recruit a dedicated <strong data-end="821" data-start="793">Teacher of Music &amp; Drama</strong> to cover a maternity leave starting in the <strong data-end="880" data-start="865">summer term</strong>. This is an exciting opportunity to teach the performing arts within a vibrant Welsh-medium learning environment where creativity and culture are celebrated.</p>

<p data-end="1167" data-start="1040">Fluent <strong data-end="1086" data-start="1047">Welsh language skills are essential</strong>, as all teaching and communication within the school is delivered through Welsh.</p>

<hr data-end="1172" data-start="1169">
<h2 data-end="1191" data-section-id="1wct3r9" data-start="1174">About the Role</h2>

<p data-end="1236" data-start="1192">As a <strong data-end="1225" data-start="1197">Teacher of Music &amp; Drama</strong>, you will:</p>

<ul data-end="1872" data-start="1238">
	<li data-end="1337" data-section-id="1lgijot" data-start="1238">
	<p data-end="1337" data-start="1240">Plan and deliver engaging <strong data-end="1293" data-start="1266">Music and Drama lessons</strong> in line with the <strong data-end="1335" data-start="1311">Curriculum for Wales</strong></p>
	</li>
	<li data-end="1414" data-section-id="5f9uep" data-start="1338">
	<p data-end="1414" data-start="1340">Teach across <strong data-end="1368" data-start="1353">KS3 and KS4</strong> (KS5 experience desirable where applicable)</p>
	</li>
	<li data-end="1487" data-section-id="1wvf61" data-start="1415">
	<p data-end="1487" data-start="1417">Encourage creativity, performance skills, and collaborative learning</p>
	</li>
	<li data-end="1580" data-section-id="mhqjve" data-start="1488">
	<p data-end="1580" data-start="1490">Support pupils in developing confidence through practical and expressive arts activities</p>
	</li>
	<li data-end="1653" data-section-id="g1287b" data-start="1581">
	<p data-end="1653" data-start="1583">Create a positive, inclusive, and well-managed classroom environment</p>
	</li>
	<li data-end="1717" data-section-id="153f26g" data-start="1654">
	<p data-end="1717" data-start="1656">Assess, monitor, and report on student progress effectively</p>
	</li>
	<li data-end="1790" data-section-id="d1969o" data-start="1718">
	<p data-end="1790" data-start="1720">Promote safeguarding, wellbeing, and positive behaviour at all times</p>
	</li>
	<li data-end="1872" data-section-id="7zbhxa" data-start="1791">
	<p data-end="1872" data-start="1793">Contribute to school performances, productions, and wider cultural activities</p>
	</li>
</ul>

<hr data-end="1877" data-start="1874">
<h2 data-end="1904" data-section-id="1uwd9qn" data-start="1879">What We&rsquo;re Looking For</h2>

<p data-end="1944" data-start="1905">To be considered, candidates must have:</p>

<ul data-end="2360" data-start="1946">
	<li data-end="1984" data-section-id="gmcw2x" data-start="1946">
	<p data-end="1984" data-start="1948"><strong data-end="1982" data-start="1948">Qualified Teacher Status (QTS)</strong></p>
	</li>
	<li data-end="2039" data-section-id="1lljz72" data-start="1985">
	<p data-end="2039" data-start="1987"><strong data-end="2037" data-start="1987">Education Workforce Council (EWC) registration</strong></p>
	</li>
	<li data-end="2097" data-section-id="8sndwc" data-start="2040">
	<p data-end="2097" data-start="2042"><strong data-end="2074" data-start="2042">Fluent Welsh language skills</strong> (spoken and written)</p>
	</li>
	<li data-end="2190" data-section-id="1bcoavy" data-start="2098">
	<p data-end="2190" data-start="2100">An <strong data-end="2141" data-start="2103">Enhanced DBS on the Update Service</strong>, or willingness to apply (Elementa can assist)</p>
	</li>
	<li data-end="2279" data-section-id="sljhxx" data-start="2191">
	<p data-end="2279" data-start="2193">Experience teaching <strong data-end="2254" data-start="2213">Music and/or Drama at secondary level</strong> (including placements)</p>
	</li>
	<li data-end="2360" data-section-id="1d46zko" data-start="2280">
	<p data-end="2360" data-start="2282">Strong classroom management and the ability to inspire student participation</p>
	</li>
</ul>

<p data-end="2376" data-start="2362"><strong data-end="2376" data-start="2362">Desirable:</strong></p>

<ul data-end="2623" data-start="2378">
	<li data-end="2426" data-section-id="3pqefh" data-start="2378">
	<p data-end="2426" data-start="2380">Experience teaching <strong data-end="2424" data-start="2400">both Music and Drama</strong></p>
	</li>
	<li data-end="2474" data-section-id="wcw151" data-start="2427">
	<p data-end="2474" data-start="2429">Experience teaching <strong data-end="2472" data-start="2449">KS5 Performing Arts</strong></p>
	</li>
	<li data-end="2574" data-section-id="1vaztov" data-start="2475">
	<p data-end="2574" data-start="2477">Involvement in <strong data-end="2572" data-start="2492">school productions, ensembles, or extracurricular performing arts activities</strong></p>
	</li>
	<li data-end="2623" data-section-id="7fiexc" data-start="2575">
	<p data-end="2623" data-start="2577">A reflective and adaptable teaching approach</p>
	</li>
</ul>

<hr data-end="2628" data-start="2625">
<h2 data-end="2671" data-section-id="w8b0br" data-start="2630">Recruitment &amp; Safeguarding Information</h2>

<p data-end="2949" data-start="2672">All applications will be managed by <strong data-end="2737" data-start="2708">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="2986" data-start="2951">Any appointment will be subject to:</p>

<ul data-end="3358" data-start="2988">
	<li data-end="3022" data-section-id="17hznvb" data-start="2988">
	<p data-end="3022" data-start="2990">A successful interview process</p>
	</li>
	<li data-end="3050" data-section-id="1ux3soo" data-start="3023">
	<p data-end="3050" data-start="3025">Satisfactory references</p>
	</li>
	<li data-end="3086" data-section-id="nofnys" data-start="3051">
	<p data-end="3086" data-start="3053">Safeguarding &amp; Prevent training</p>
	</li>
	<li data-end="3171" data-section-id="1kgx6ap" data-start="3087">
	<p data-end="3171" data-start="3089"><strong data-end="3126" data-start="3089">Education Workforce Council (EWC)</strong> registration in the appropriate categories</p>
	</li>
	<li data-end="3279" data-section-id="1w7iiq2" data-start="3172">
	<p data-end="3279" data-start="3174"><strong data-end="3201" data-start="3174">Enhanced DBS Disclosure</strong> (which may be chargeable at &pound;64.20 unless subscribed to the Update Service)</p>
	</li>
	<li data-end="3358" data-section-id="pthzmc" data-start="3280">
	<p data-end="3358" data-start="3282">Successful completion of a <strong data-end="3358" data-start="3309">12-week / 60 paid day employment trial period</strong></p>
	</li>
</ul>

<hr data-end="3363" data-start="3360">
<h2 data-end="3397" data-section-id="tm2xcc" data-start="3365">ELEMENTA CANDIDATE COMMITMENT</h2>

<ul data-end="4047" data-start="3399">
	<li data-end="3496" data-section-id="9eyyw9" data-start="3399">
	<p data-end="3496" data-start="3401"><strong data-end="3415" data-start="3401">Weekly pay</strong> &ndash; no waiting for monthly payroll cut-off dates; Elementa pays one week in lieu</p>
	</li>
	<li data-end="3586" data-section-id="b4hog3" data-start="3497">
	<p data-end="3586" data-start="3499"><strong data-end="3516" data-start="3499">PAYE contract</strong> &ndash; unless requested otherwise, providing full employment protections</p>
	</li>
	<li data-end="3735" data-section-id="1ooibr0" data-start="3587">
	<p data-end="3735" data-start="3589"><strong data-end="3611" data-start="3589">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="3825" data-section-id="1n49jei" data-start="3736">
	<p data-end="3825" data-start="3738"><strong data-end="3769" data-start="3738">Dedicated candidate manager</strong> providing regular welfare contact and ongoing support</p>
	</li>
	<li data-end="3917" data-section-id="oins6f" data-start="3826">
	<p data-end="3917" data-start="3828"><strong data-end="3847" data-start="3828">Fair pay policy</strong> &ndash; paid to scale; any variation agreed in writing prior to placement</p>
	</li>
	<li data-end="4047" data-section-id="11ufo7i" data-start="3918">
	<p data-end="4047" data-start="3920"><strong data-end="3957" data-start="3920">Additional staff support services</strong> &ndash; access to partner services including tax returns, accountancy, legal advice, and more</p>
	</li>
</ul>

<hr data-end="4052" data-start="4049">
<h2 data-end="4098" data-section-id="184gx53" data-start="4054">This Role Is Not Suitable For Applicants:</h2>

<ul data-end="4246" data-is-last-node="" data-is-only-node="" data-start="4099">
	<li data-end="4136" data-section-id="p6zssy" data-start="4099">
	<p data-end="4136" data-start="4101">Not currently based within the UK</p>
	</li>
	<li data-end="4192" data-section-id="56tdj8" data-start="4137">
	<p data-end="4192" data-start="4139">Requiring employer sponsorship for UK right to work</p>
	</li>
	<li data-end="4246" data-is-last-node="" data-section-id="ceb3e9" data-start="4193">
	<p data-end="4246" data-is-last-node="" data-start="4195">Without UK <strong data-end="4246" data-is-last-node="" data-start="4206">secondary school teaching experience</strong></p>
	</li>
	<li data-end="4246" data-is-last-node="" data-section-id="ceb3e9" data-start="4193">
	<p data-end="4246" data-is-last-node="" data-start="4195"><strong data-end="4246" data-is-last-node="" data-start="4206">Without fluency in Welsh</strong></p>
	</li>
</ul>
</article>
]]></description><link>https://vacancies.elementa.org.uk/job/teacher-of-music-and-drama-(fluent-welsh)-816.aspx</link><guid>https://vacancies.elementa.org.uk/job/teacher-of-music-and-drama-(fluent-welsh)-816.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/teacher-of-music-and-drama-(fluent-welsh)-816/apply.aspx</applyUrl><pubDate>Fri, 17 Apr 2026 09:42:13 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/teacher-of-music-and-drama-(fluent-welsh)-816/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>816</ffAdvert:ReferenceNumber><ffAdvert:Title>Teacher of Music &amp; Drama (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>MFL - Welsh medium</ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Fri, 17 Apr 2026 09:42:13 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Fri, 01 May 2026 09:42:13 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>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>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>Fri, 17 Apr 2026 09:42:13 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>Fri, 17 Apr 2026 09:42:13 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Fri, 01 May 2026 09:42:13 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>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>Fri, 17 Apr 2026 09:42:13 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>Fri, 17 Apr 2026 09:42:13 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Fri, 01 May 2026 09:42:13 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 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>Fri, 17 Apr 2026 09:42:13 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>Fri, 17 Apr 2026 09:42:13 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Fri, 01 May 2026 09:42:13 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>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>Fri, 17 Apr 2026 09:42:12 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>Fri, 17 Apr 2026 09:42:12 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Fri, 01 May 2026 09:42:12 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>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>Fri, 17 Apr 2026 09:42:12 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>Fri, 17 Apr 2026 09:42:12 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Fri, 01 May 2026 09:42:12 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>School Receptionist (Fluent Welsh Speaker)</title><description><![CDATA[<h2 data-end="224" data-start="154" style="text-align: center;"><strong data-end="222" data-start="157">School Receptionist (Fluent Welsh Required)</strong></h2>

<p data-end="460" data-start="256">&bull; Type: Contract / Long-term (depending on availability)<br data-end="315" data-start="312">
&bull; Location: Cardiff, South Wales<br data-end="350" data-start="347">
&bull; Start date: ASAP<br data-end="371" data-start="368">
&bull; Hours: Full-time (part-time considered)<br data-end="415" data-start="412">
&bull; Pay: Competitive, dependent on experience</p>

<p data-end="1101" data-start="462">Are you an organised, professional, and welcoming School Receptionist who takes pride in being the first point of contact for staff, students, and visitors? Elementa Support Services is working in partnership with a friendly and forward-thinking English-medium secondary school in Cardiff to recruit a dedicated Receptionist. <strong data-end="836" data-start="788">Fluent spoken and written Welsh is essential</strong> for this role, as you will communicate with staff, students, parents, and the wider community in both English and Welsh. This role offers the opportunity to be a central part of the school community and contribute to a safe, efficient, and welcoming environment.</p>

<hr data-end="1106" data-start="1103">
<h3 data-end="1128" data-start="1108">About the Role</h3>

<p data-end="1736" data-start="1130">As a School Receptionist, you will:<br data-end="1168" data-start="1165">
&bull; Act as the first point of contact for parents, students, visitors, and external agencies, communicating fluently in Welsh and English<br data-end="1306" data-start="1303">
&bull; Manage phone calls, emails, and general correspondence professionally<br data-end="1380" data-start="1377">
&bull; Support attendance monitoring and record-keeping as required<br data-end="1445" data-start="1442">
&bull; Assist with general administrative tasks for school staff<br data-end="1507" data-start="1504">
&bull; Maintain confidentiality and ensure accurate data entry<br data-end="1567" data-start="1564">
&bull; Contribute to the smooth running of school office procedures and daily operations<br data-end="1653" data-start="1650">
&bull; Support the wider pastoral and administrative team to enhance school efficiency</p>

<hr data-end="1741" data-start="1738">
<h3 data-end="1771" data-start="1743">What We&rsquo;re Looking For</h3>

<p data-end="2272" data-start="1773">To be considered, candidates must have:<br data-end="1815" data-start="1812">
&bull; <strong data-end="1852" data-start="1817">Fluent spoken and written Welsh</strong><br data-end="1855" data-start="1852">
&bull; Previous experience working in a school office or reception environment<br data-end="1931" data-start="1928">
&bull; Excellent written and spoken English<br data-end="1972" data-start="1969">
&bull; Enhanced DBS (or willingness to obtain; Elementa can assist)<br data-end="2037" data-start="2034">
&bull; Professional, friendly, and approachable manner<br data-end="2089" data-start="2086">
&bull; Strong organisational and communication skills<br data-end="2140" data-start="2137">
&bull; Proficiency in Microsoft Office (Word, Excel, Outlook)<br data-end="2199" data-start="2196">
&bull; Experience with school management systems (e.g., Arbor MIS) desirable</p>

<p data-end="2388" data-start="2274">Desirable:<br data-end="2287" data-start="2284">
&bull; Attendance administration experience<br data-end="2328" data-start="2325">
&bull; Experience supporting pastoral or safeguarding processes</p>

<hr data-end="2393" data-start="2390">
<h3 data-end="2439" data-start="2395">Recruitment &amp; Safeguarding Information</h3>

<p data-end="3044" data-start="2441">All applications will be managed by Elementa Support Services 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 pre-screen to assess their suitability for the role. Any appointment will be subject to:<br data-end="2765" data-start="2762">
&bull; A successful interview process<br data-end="2800" data-start="2797">
&bull; Satisfactory references<br data-end="2828" data-start="2825">
&bull; Safeguarding &amp; Prevent training<br data-end="2864" data-start="2861">
&bull; Enhanced DBS Disclosure (which may be chargeable at &pound;64.20 unless subscribed to the Update Service)<br data-end="2968" data-start="2965">
&bull; Successful completion of a 12-week / 60 paid day employment trial period</p>

<hr data-end="3049" data-start="3046">
<h3 data-end="3086" data-start="3051">ELEMENTA CANDIDATE COMMITMENT</h3>

<p data-end="3682" data-start="3088">&bull; Weekly pay &ndash; no waiting for monthly payroll cut-off dates; Elementa pays one week in lieu<br data-end="3182" data-start="3179">
&bull; PAYE contract &ndash; unless requested otherwise, providing full employment protections<br data-end="3268" data-start="3265">
&bull; Training &amp; Support &ndash; free or heavily discounted training including Safeguarding, SEND awareness, and administrative skills development<br data-end="3407" data-start="3404">
&bull; Dedicated candidate manager providing regular welfare contact and ongoing support<br data-end="3493" data-start="3490">
&bull; Fair pay policy &ndash; competitive and agreed prior to placement<br data-end="3557" data-start="3554">
&bull; Additional staff support services &ndash; access to partner services including tax returns, accountancy, legal advice, and more</p>

<hr data-end="3687" data-start="3684">
<h3 data-end="3736" data-start="3689">This Role Is Not Suitable For Applicants:</h3>

<p data-end="3932" data-start="3737">&bull; Not currently based within the UK<br data-end="3775" data-start="3772">
&bull; Requiring employer sponsorship for UK right to work<br data-end="3831" data-start="3828">
&bull; Without prior UK school office or reception experience<br data-end="3890" data-start="3887">
&bull; Not fluent in spoken and written Welsh</p>

<p data-end="4108" data-start="3934">Interested? 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/school-receptionist-(fluent-welsh-speaker)-730.aspx</link><guid>https://vacancies.elementa.org.uk/job/school-receptionist-(fluent-welsh-speaker)-730.aspx</guid><applyUrl>https://vacancies.elementa.org.uk/job/school-receptionist-(fluent-welsh-speaker)-730/apply.aspx</applyUrl><pubDate>Fri, 17 Apr 2026 09:42:12 GMT</pubDate><ffAdvert:applyUrl>https://vacancies.elementa.org.uk/job/school-receptionist-(fluent-welsh-speaker)-730/apply.aspx</ffAdvert:applyUrl><ffAdvert:ReferenceNumber>730</ffAdvert:ReferenceNumber><ffAdvert:Title>School Receptionist (Fluent Welsh Speaker)</ffAdvert:Title><ffAdvert:CompanyReferenceNumber>3354</ffAdvert:CompanyReferenceNumber><ffAdvert:JobType>Contract</ffAdvert:JobType><ffAdvert:Discipline>Secondary</ffAdvert:Discipline><ffAdvert:Role>Admin</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>Fri, 17 Apr 2026 09:42:12 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Fri, 01 May 2026 09:42:12 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>90.00</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>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>Fri, 17 Apr 2026 09:42:12 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>Fri, 17 Apr 2026 09:42:12 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Fri, 01 May 2026 09:42:12 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>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: Rhondda Cynon Taff &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>Fri, 17 Apr 2026 09:42:12 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>Rhondda Cynon Taf CBC</ffAdvert:Location><ffAdvert:Specialisation>SECONDARY</ffAdvert:Specialisation><ffAdvert:SubSpecialisation>Science - General Science</ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Fri, 17 Apr 2026 09:42:12 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Fri, 01 May 2026 09:42:12 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>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>Fri, 17 Apr 2026 09:42:12 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>Fri, 17 Apr 2026 09:42:12 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Fri, 01 May 2026 09:42:12 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>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>Fri, 17 Apr 2026 09:42:12 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>Fri, 17 Apr 2026 09:42:12 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Fri, 01 May 2026 09:42:12 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>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>Fri, 17 Apr 2026 09:42:12 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>Fri, 17 Apr 2026 09:42:12 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Fri, 01 May 2026 09:42:12 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>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>Fri, 17 Apr 2026 09:42:12 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>Fri, 17 Apr 2026 09:42:12 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Fri, 01 May 2026 09:42:12 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>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>Fri, 17 Apr 2026 09:42:12 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>Fri, 17 Apr 2026 09:42:12 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Fri, 01 May 2026 09:42:12 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>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>Fri, 17 Apr 2026 09:42:12 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>Fri, 17 Apr 2026 09:42:12 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Fri, 01 May 2026 09:42:12 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>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>Fri, 17 Apr 2026 09:42:12 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>Fri, 17 Apr 2026 09:42:12 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Fri, 01 May 2026 09:42:12 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>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>Fri, 17 Apr 2026 09:42:12 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>Fri, 17 Apr 2026 09:42:12 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Fri, 01 May 2026 09:42:12 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>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>Fri, 17 Apr 2026 09:42:12 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>Fri, 17 Apr 2026 09:42:12 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Fri, 01 May 2026 09:42:12 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>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>Fri, 17 Apr 2026 09:42:12 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>Fri, 17 Apr 2026 09:42:12 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Fri, 01 May 2026 09:42:12 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>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>Fri, 17 Apr 2026 09:42:11 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>Fri, 17 Apr 2026 09:42:11 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Fri, 01 May 2026 09:42:11 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>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>Fri, 17 Apr 2026 09:42:11 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>Fri, 17 Apr 2026 09:42:11 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Fri, 01 May 2026 09:42:11 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>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>Fri, 17 Apr 2026 09:42:11 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>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>Fri, 17 Apr 2026 09:42:11 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Fri, 01 May 2026 09:42:11 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>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>Fri, 17 Apr 2026 09:42:11 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>Fri, 17 Apr 2026 09:42:11 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Fri, 01 May 2026 09:42:11 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>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>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>Fri, 17 Apr 2026 09:42:11 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>Fri, 17 Apr 2026 09:42:11 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Fri, 01 May 2026 09:42:11 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>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>Fri, 17 Apr 2026 09:42:11 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>Fri, 17 Apr 2026 09:42:11 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Fri, 01 May 2026 09:42:11 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 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>Fri, 17 Apr 2026 09:42:11 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>Fri, 17 Apr 2026 09:42:11 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Fri, 01 May 2026 09:42:11 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>Fri, 17 Apr 2026 09:42:11 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>Fri, 17 Apr 2026 09:42:11 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Fri, 01 May 2026 09:42:11 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>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> Caerphilly<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>Fri, 17 Apr 2026 09:42:11 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>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>MFL - Welsh medium</ffAdvert:SubSpecialisation><ffAdvert:PostedDate>Fri, 17 Apr 2026 09:42:11 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Fri, 01 May 2026 09:42:11 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>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>Fri, 17 Apr 2026 09:42:11 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>Fri, 17 Apr 2026 09:42:11 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Fri, 01 May 2026 09:42:11 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>Fri, 17 Apr 2026 09:42:11 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>Fri, 17 Apr 2026 09:42:11 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Fri, 01 May 2026 09:42:11 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>Fri, 17 Apr 2026 09:42:11 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>Fri, 17 Apr 2026 09:42:11 GMT</ffAdvert:PostedDate><ffAdvert:ClosingDate>Fri, 01 May 2026 09:42:11 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></channel></rss>