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		<title>Thomas’s Battersea: A Dynamic Prep School with a Unique Spirit</title>
		<link>https://gabbitas.com/thomass-battersea-a-dynamic-prep-school-with-a-unique-spirit/</link>
		
		<dc:creator><![CDATA[Sarah Oshun-Williams]]></dc:creator>
		<pubDate>Fri, 15 Nov 2024 11:55:03 +0000</pubDate>
				<category><![CDATA[Blog]]></category>
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					<description><![CDATA[<p>Tucked away in the vibrant heart of Battersea, Thomas’s Battersea is a distinguished co-educational prep school with a legacy rooted in creativity and kindness. Established within a historic Victorian building—once an art school—the school showcases its commitment to artistic and dramatic expression. Despite its urban location, Thomas’s Battersea boasts a spacious environment that combines period&#8230;</p>
<p>The post <a href="https://gabbitas.com/thomass-battersea-a-dynamic-prep-school-with-a-unique-spirit/">Thomas’s Battersea: A Dynamic Prep School with a Unique Spirit</a> appeared first on <a href="https://gabbitas.com">Gabbitas</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p data-pm-slice="1 1 []">Tucked away in the vibrant heart of Battersea, <a href="https://www.thomas-s.co.uk/thomass-battersea/">Thomas’s Battersea</a> is a distinguished co-educational prep school with a legacy rooted in creativity and kindness. Established within a historic Victorian building—once an art school—the school showcases its commitment to artistic and dramatic expression.</p>
<p>Despite its urban location, Thomas’s Battersea boasts a spacious environment that combines period charm with modern facilities. The main school building houses not only classrooms but also a purpose-built dining hall, dedicated gym, specialised art rooms (including a pottery studio), and drama and music rooms. The expansive on-site playground is a rare find among London schools, providing students with ample space to play and unwind. The campus is divided by a tranquil courtyard that adds a touch of calm to the lively atmosphere.</p>
<h4><strong>An Ethos of Kindness and Academic Breadth</strong></h4>
<p>The guiding principles at Thomas’s Battersea are encapsulated in its ethos: “Be Kind, Broad Curriculum, Academic Success.” This vision, dating back to founders Joanna and David Thomas in the 1970s—an actress and a Gurkha officer, respectively—originally emphasised “Be Kind and Don’t Run.” While the school achieves impressive academic outcomes, it is far from being an exam factory. The 11+ and 13+ assessments are acknowledged as significant milestones but are described as “bottlenecks” within the broader educational journey. Academic success is underscored by a holistic approach, preparing students for senior schools with confidence.</p>
<p>The school organises three classes per year up to Year Six and four classes in the final two years, with academic setting commencing from Year Three. While some students, predominantly girls, depart at 11+ to join senior London day schools, this is offset by a notable Year Seven intake from Thomas’s Fulham and Thomas’s Kensington. The Upper School (Years Seven to Eight) is distinct in its preparation for the rigours of senior school life, featuring specialised subject classrooms. Year Eight focuses heavily on Common Entrance and scholarship preparation.</p>
<p><img fetchpriority="high" decoding="async" class="alignnone wp-image-22698" src="https://gabbitas.com/wp-content/uploads/2024/11/23.jpg" alt="thomas's battersea, school, gabbitas " width="606" height="321" srcset="https://gabbitas.com/wp-content/uploads/2024/11/23.jpg 1384w, https://gabbitas.com/wp-content/uploads/2024/11/23-300x159.jpg 300w, https://gabbitas.com/wp-content/uploads/2024/11/23-1024x542.jpg 1024w, https://gabbitas.com/wp-content/uploads/2024/11/23-768x407.jpg 768w" sizes="(max-width: 606px) 100vw, 606px" /></p>
<h4 style="font-weight: 400;"><strong>Entry Points and Admissions</strong></h4>
<p style="font-weight: 400;">The main entry points for Thomas’s Battersea are at Reception (4+) and Year 7 (11+). The school also welcomes applications for ‘Occasional Places’ in Years 1 to 6 and Year 8, accommodating families looking to join the school community mid-course.</p>
<p><img decoding="async" class="alignnone size-full wp-image-22699" src="https://gabbitas.com/wp-content/uploads/2024/11/45.jpg" alt="thomas's battersea, school, gabbitas" width="604" height="456" srcset="https://gabbitas.com/wp-content/uploads/2024/11/45.jpg 604w, https://gabbitas.com/wp-content/uploads/2024/11/45-300x226.jpg 300w" sizes="(max-width: 604px) 100vw, 604px" /></p>
<h4 data-pm-slice="1 1 []"><strong>Thomas’s Outdoors and Enrichment</strong></h4>
<p>Outdoor learning and enrichment are embedded in the curriculum. Older students participate in week-long residential trips, and Thomas’s Daheim, the school’s hostel in Austria, offers memorable ski trips—a notable highlight when former head Ben Thomas joined Year 5 on the slopes. Core sports include hockey, rugby, netball, football, and cricket—all played by both boys and girls—at facilities such as Barn Elms Sports Centre, with swimming at Latchmere Leisure Centre.</p>
<p>Thomas’s Battersea also offers a wide range of extracurricular clubs through which pupils can discover new passions and explore their physical, creative, social, global, moral, and cultural interests with like-minded peers. Some of the diverse activities available include ballet, debating, karate, gardening, swimming, and judo, ensuring students have ample opportunity to broaden their horizons beyond academics.</p>
<h4><strong>A Prep School with a Forward Vision</strong></h4>
<p>Thomas’s Battersea is currently refocusing on its identity as a 4 to 13 prep school after an ambitious, yet ultimately paused, plan to expand into senior education on-site. The next chapter will see the launch of Thomas’s College in Richmond, an 11 to 18 school set to open in September 2025. Pupils at the existing Putney Vale site will transition there in 2025.</p>
<h4><strong>Cosmopolitan Setting with Community Awareness</strong></h4>
<p>The cosmopolitan neighbourhood adds an eclectic charm, with nearby institutions like St John Bosco (a voluntary-aided RC school for ages 11-18) and L’Ecole de Battersea, an “École Homologuée” situated almost directly opposite. Despite being a part of an elite educational circuit, Thomas’s Battersea maintains a grounded atmosphere, blending privilege with a keen awareness of its surroundings. The school incorporates activities like cycling classes on local streets and fosters strong community connections.</p>
<p>While it may not appear as the archetypal elite West London prep school—and it might be hard to picture Prince George among its pupils—Thomas’s Battersea thrives on a mix of international backgrounds, reflecting Battersea’s diversity.</p>
<p>In essence, Thomas’s Battersea balances academic achievement with the nurturing of creativity, character, and community—remaining true to its motto: “Be Kind.</p>
<p><a href="https://gabbitas.com/worldwide-locations/">Contact us today to discover how our relationship with top schools like Thomas&#8217;s Battersea can elevate your child’s educational experience.</a></p>
<p style="font-weight: 400;"><em>(Images Credit: Thomas’s Battersea; Front Image: The Times)</em></p>
<p>&nbsp;</p>
<p>The post <a href="https://gabbitas.com/thomass-battersea-a-dynamic-prep-school-with-a-unique-spirit/">Thomas’s Battersea: A Dynamic Prep School with a Unique Spirit</a> appeared first on <a href="https://gabbitas.com">Gabbitas</a>.</p>
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		<post-id xmlns="com-wordpress:feed-additions:1">22695</post-id>	</item>
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		<title>Brentwood School: Exceptional Education Rooted in History</title>
		<link>https://gabbitas.com/brentwood-school-exceptional-education-rooted-in-history-and-innovation/</link>
		
		<dc:creator><![CDATA[Sarah Oshun-Williams]]></dc:creator>
		<pubDate>Wed, 09 Oct 2024 15:38:32 +0000</pubDate>
				<category><![CDATA[Blog]]></category>
		<category><![CDATA[School Visits]]></category>
		<category><![CDATA[boarding school]]></category>
		<category><![CDATA[co ed schools]]></category>
		<category><![CDATA[school visits]]></category>
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					<description><![CDATA[<p>The post <a href="https://gabbitas.com/brentwood-school-exceptional-education-rooted-in-history-and-innovation/">Brentwood School: Exceptional Education Rooted in History</a> appeared first on <a href="https://gabbitas.com">Gabbitas</a>.</p>
]]></description>
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			<h3 style="font-weight: 400;"><strong>Overview</strong></h3>
<p style="font-weight: 400;"><a href="https://www.brentwoodschool.co.uk">Brentwood School</a> is a co-educational day and boarding school located in the heart of Brentwood. Founded in 1568 as an all-boys institution, Brentwood now educates 1,900 pupils aged 3-18, maintaining a near-even gender balance of 55% boys and 45% girls. With such a long history, Brentwood stands as one of the UK&#8217;s leading independent schools.</p>
<p style="font-weight: 400;">The school employs the &#8216;diamond model&#8217; teaching method and is one of only 16 co-educational independent schools in the country to adopt single-sex lessons for seniors. This approach combines the benefits of gender-specific learning with co-educational socialisation.</p>
<p style="font-weight: 400;">Pupils aged 3-11 and 16-18 study in mixed classes of up to 20 pupils—a size that strikes a balance between classroom energy and individual attention. Boys and girls are taught separately until Sixth Form, fostering freedom of expression and individual identity. Meanwhile, social integration is maintained and developed outside the classroom.</p>
<p style="font-weight: 400;">Parents are often initially drawn to Brentwood&#8217;s impressive architecture and convenient proximity to London, but soon discover its true value lies in its forward-thinking curriculum. In partnership with parents, Brentwood encourages a growth mindset, challenging conventional thinking and promoting active learning. This approach yields impressive results both in and out of the classroom, with many alumni surpassing their own expectations in leadership roles.</p>
<h3 style="font-weight: 400;"><strong>Entrance</strong></h3>
<p style="font-weight: 400;">Brentwood School offers a range of entry points, including 48 nursery places for 3-year-olds, 12 additional spots for 4-year-olds via assessment, and around 20 places at 7+ through tests in English, Maths, and non-verbal reasoning. Over 90% of pupils progress to the senior school at 11+, often with scholarships. The school&#8217;s academic results in 2023 were impressive: 57% of GCSE/iGCSE grades were A*-A (9-7), 41.4% of A-levels were A*-A, and there was strong performance in International Baccalaureate and BTEC qualifications. On average, six students secure places at Oxbridge each year, while five enter medicine, underscoring Brentwood&#8217;s success in preparing pupils for diverse academic pathways and future careers.</p>
<p>&nbsp;</p>
<h3><strong>UKiset Entrance Examination for Brentwood School</strong></h3>
<p>As a UKiset partner school, Brentwood School requires UKiset results as part of its entrance examination process.</p>
<p><a href="https://ukiset.com/">UKiset (UK Independent Schools’ Entry Test)</a> is an adaptive online assessment designed for international students who are looking to enter the UK education system. It evaluates a student’s academic abilities and English language proficiency.</p>
<p><strong>Why UKiset?</strong></p>
<ul>
<li><strong>In-person and Online Invigilation:</strong> UKiset can be taken in approved test centres worldwide, making it accessible to students from many different countries.</li>
<li><strong>Comprehensive Evaluation:</strong> The test covers a wide range of skills, providing a holistic view of a student’s academic abilities.</li>
<li><strong>Streamlined Admissions:</strong> Using UKiset scores can simplify the admissions process for international students, as they only need to take one standardised test.</li>
</ul>
<p>In conclusion, the entrance examination for Brentwood School is a comprehensive process designed to identify students who will thrive in their academic environment. For international applicants, UKiset provides a valuable and standardised assessment tool that helps streamline the admissions process while ensuring candidates meet the high standards expected at Brentwood.</p>
<p><img decoding="async" class="alignnone wp-image-22528" src="https://gabbitas.com/wp-content/uploads/2024/10/Picture-1.png" alt="Brentwood school students playing chess " width="605" height="364" srcset="https://gabbitas.com/wp-content/uploads/2024/10/Picture-1.png 904w, https://gabbitas.com/wp-content/uploads/2024/10/Picture-1-300x181.png 300w, https://gabbitas.com/wp-content/uploads/2024/10/Picture-1-768x462.png 768w" sizes="(max-width: 605px) 100vw, 605px" /></p>
<h3 style="font-weight: 400;"><strong>Learning/Academic Ethos</strong></h3>
<p style="font-weight: 400;">The school&#8217;s ethos, rooted in the founding pillars of Virtue, Learning, and Manners from 1622, continues to shape its educational philosophy, fostering an inclusive atmosphere where pupils from diverse backgrounds can thrive.</p>
<p style="font-weight: 400;">The school&#8217;s commitment to innovation is exemplified by its multimillion-pound, RIBA-awarded STEAM facility, which opened in 2020. This state-of-the-art complex, combining refurbished historic buildings with modern structures, has revolutionised the campus landscape and heightened the focus on Science, Technology, Engineering, Arts, and Mathematics. An impressive array of specialist classrooms—including a high-tech music room, cutting-edge science laboratories, an IT suite, a spacious art loft, and a design technology workshop equipped with laser cutters and 3D printers—offers pupils the opportunity to study a wide range of subjects, from traditional disciplines to modern languages.</p>
<p style="font-weight: 400;">The quality of teaching at Brentwood is highly regarded by parents, who praise the school&#8217;s ability to stretch the most able pupils while providing robust support for those with specific learning needs. The Learning and Development team offers tailored assistance for pupils with dyslexia, dyspraxia, ADHD, and autism, as well as English as an Additional Language (EAL) support.</p>
<h3 style="font-weight: 400;"><strong>Extracurricular Activities</strong></h3>
<p style="font-weight: 400;">Beyond the classroom, Brentwood offers a rich array of extracurricular activities. Each year group participates in a weekly academic enrichment programme, encompassing outdoor education, STEAM projects, dance, languages, and age-appropriate courses such as first aid. The school&#8217;s commitment to holistic development is further evidenced by its extensive selection of over 100 lunchtime clubs, ranging from karate to yoga.</p>
<p><img loading="lazy" decoding="async" class="alignnone wp-image-22529" src="https://gabbitas.com/wp-content/uploads/2024/10/Picture-2.jpg" alt="students playing sports " width="606" height="307" srcset="https://gabbitas.com/wp-content/uploads/2024/10/Picture-2.jpg 904w, https://gabbitas.com/wp-content/uploads/2024/10/Picture-2-300x152.jpg 300w, https://gabbitas.com/wp-content/uploads/2024/10/Picture-2-768x389.jpg 768w" sizes="auto, (max-width: 606px) 100vw, 606px" /></p>
<h3 style="font-weight: 400;"><strong>Sport</strong></h3>
<p style="font-weight: 400;">Brentwood School&#8217;s sporting programme is both comprehensive and impressive. Pupils engage in at least four hours of sport weekly, guided by specialist teachers and coaches. The curriculum includes rugby, football, hockey, and cricket for both boys and girls, taught separately but with opportunities for integration. Additional activities encompass netball, swimming, fencing, and athletics. The school boasts exceptional facilities, including a 25m indoor pool, extensive sports pitches, netball/tennis courts, a sports hall, cricket pavilion, and a fencing salle that has nurtured Commonwealth champions. Water polo and archery are particularly popular among students. The school&#8217;s commitment to sporting excellence is evident in its regular fixtures, with teams A-E competing against other IAPS, ISFA, and local schools.</p>
<p style="font-weight: 400;">Brentwood School also boasts a vibrant arts programme encompassing music, drama, and visual arts. As a Steinway School, it houses 11 pianos and boasts extensive music facilities, including a recording studio and technology suite. The school&#8217;s partnership with Junior Guildhall elevates its music education to conservatoire standards, with over 150 prep pupils learning instruments and all expected to read, write, and compose music digitally by Year 6. Two orchestras and a junior choir provide ample performance opportunities. Drama thrives through end-of-year musicals and collaborative productions with senior pupils, utilising three dedicated performance spaces and filming facilities. Art education, led by specialists, begins in earnest from Year 3, with pupils&#8217; creativity displayed throughout the campus, exemplified by the striking recycled bottle-top sculpture adorning the STEAM building atrium. This comprehensive approach to the arts ensures pupils develop a well-rounded appreciation and skill set across multiple creative disciplines.</p>
<p><img loading="lazy" decoding="async" class="alignnone wp-image-22530" src="https://gabbitas.com/wp-content/uploads/2024/10/Picture-3.jpg" alt="Brentwood school students in art class" width="606" height="361" srcset="https://gabbitas.com/wp-content/uploads/2024/10/Picture-3.jpg 1384w, https://gabbitas.com/wp-content/uploads/2024/10/Picture-3-300x179.jpg 300w, https://gabbitas.com/wp-content/uploads/2024/10/Picture-3-1024x610.jpg 1024w, https://gabbitas.com/wp-content/uploads/2024/10/Picture-3-768x458.jpg 768w" sizes="auto, (max-width: 606px) 100vw, 606px" /></p>
<h3 style="font-weight: 400;"><strong>Boarding</strong></h3>
<p style="font-weight: 400;">Brentwood School offers a vibrant boarding experience for up to 70 students, primarily international pupils from regions such as Hong Kong and Western Europe. The girls&#8217; accommodation, housed in a charming Victorian building a short walk from classrooms, currently hosts 26 boarders. Boys reside in a centrally located 1950s facility, enjoying views of the playing fields and pitches. While boarding is a popular option for international students, the majority of Brentwood&#8217;s pupils are local day students, with the school operating a private bus service covering areas like Brentwood, Shenfield, and Billericay.</p>
<p>&nbsp;</p>
<h3 style="font-weight: 400;"><strong>Last Word</strong></h3>
<p style="font-weight: 400;">Brentwood School is ideal for those seeking a balanced educational experience. Its unique approach of single-sex lessons from ages 11-16 allows pupils to pursue their academic interests free from gender stereotyping, while maintaining a co-educational social environment.</p>
<p style="font-weight: 400;">Parents praise the strong pastoral care, noting that despite the school&#8217;s size, teachers know pupils and their families well. The school community is described as down-to-earth, with ample opportunities for parental involvement in school and social events. Communication between school and home is efficient, utilising various platforms such as email, Tapestry, and Google Classroom, with daily digests and weekly blogs sent via SchoolPost. Overall, Brentwood School offers a comprehensive educational package that caters to a wide range of interests and abilities.</p>
<p><em>Want to learn more about Brentwood? </em></p>
<p style="font-weight: 400;"><em><a href="https://gabbitas.com/worldwide-locations/">Contact us today.Images Credit: Brentwood School</a></em></p>
<p>Images Credit: Brentwood School</p>
<p>&nbsp;</p>

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</div><p>The post <a href="https://gabbitas.com/brentwood-school-exceptional-education-rooted-in-history-and-innovation/">Brentwood School: Exceptional Education Rooted in History</a> appeared first on <a href="https://gabbitas.com">Gabbitas</a>.</p>
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		<title>Discover Berkhamsted School: excellence in education and progressive curriculum</title>
		<link>https://gabbitas.com/discover-berkhamsted-school-excellence-in-education-and-progressive-curriculum/</link>
		
		<dc:creator><![CDATA[Sarah Oshun-Williams]]></dc:creator>
		<pubDate>Tue, 17 Sep 2024 11:22:20 +0000</pubDate>
				<category><![CDATA[Blog]]></category>
		<category><![CDATA[School Visits]]></category>
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		<guid isPermaLink="false">https://gabbitas.com/?p=22415</guid>

					<description><![CDATA[<p>Berkhamsted School Overview Berkhamsted School, a prestigious independent day and boarding school based in Hertfordshire and Buckinghamshire, offers high-quality education for boys and girls from 5 months to 18 years. The school prides itself on delivering excellent education and care, focusing on nurturing each child to thrive and flourish through a progressive curriculum. The school’s&#8230;</p>
<p>The post <a href="https://gabbitas.com/discover-berkhamsted-school-excellence-in-education-and-progressive-curriculum/">Discover Berkhamsted School: excellence in education and progressive curriculum</a> appeared first on <a href="https://gabbitas.com">Gabbitas</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p><strong>Berkhamsted School Overview</strong></p>
<p><a href="https://www.berkhamsted.com/">Berkhamsted School</a>, a prestigious independent day and boarding school based in Hertfordshire and Buckinghamshire, offers high-quality education for boys and girls from 5 months to 18 years. The school prides itself on delivering excellent education and care, focusing on nurturing each child to thrive and flourish through a progressive curriculum. The school’s diamond structure includes co-educational prep, single-sex senior schools, and a co-educational sixth form, ensuring that the educational experience is tailored to meet the needs of students at different stages of their development.</p>
<p><strong>Early Years Education (5 months to Reception)</strong></p>
<p>The Early Years curriculum is an evolving and developmental programme that highlights key milestones in a child&#8217;s growth from birth to five years old. This curriculum adheres to the Early Years Foundation Stage framework, emphasising seven areas of learning: Personal, Social, and Emotional Development; Physical Development; Communication and Language; Literacy; Mathematics; Understanding the World; and Expressive Arts and Design. The goal is to establish a solid foundation for lifelong learning and well-being. The move to Pre-Prep is carefully handled to ensure a smooth transition and preparedness for the next phase of education.</p>
<p><strong>Pre-Prep</strong></p>
<p>The Pre-Prep is a co-educational independent day school for pupils aged 3 to 7. The curriculum follows the National Curriculum but is enriched by specialist instruction in Art, Drama, French, Music, and PE. The school actively encourages pupils in Years 1 and 2 to develop personal responsibility and serve as role models for younger children. Their personal, social, and emotional education continues to prioritise the well-being of the pupils, helping them reflect on the qualities needed to be part of a community and further developing their self-esteem and resilience. Pupils in Years 1 and 2 take on positions of responsibility, such as serving on the School Council and as House Captains, to cultivate their early leadership skills.</p>
<p><strong>Prep School</strong></p>
<p>Junior school education at Berkhamsted is crafted to nurture and develop each child&#8217;s potential. The curriculum emphasises opportunities for pupils to cultivate life skills, critical thinking abilities, and fluency in technology, media, and the creative arts. Simplified neuroscientific concepts and metacognitive strategies are integrated into the curriculum to foster self-aware learners who take active control of their education. These skills ensure that pupils grow into remarkable individuals, well-prepared for their transition to Senior School and laying the groundwork for life beyond Berkhamsted.</p>
<p><strong>Senior School</strong></p>
<p>Senior School education at Berkhamsted is single-sex (one school for boys and one for girls) for pupils aged 11 to 16.</p>
<p><strong>Berkhamsted Girls</strong></p>
<p>At Berkhamsted Girls Senior School, the focus is on academic excellence, personal development, and extracurricular involvement. The GCSE programme includes core subjects and offers additional options such as the Learning Pathway Programme and the HPQ project. The school aims to foster a supportive environment where girls can excel both academically and personally. The curriculum emphasises life skills, critical thinking, and fluency in technology, media, and the creative arts. Incorporating simplified neuroscientific concepts and metacognitive strategies, the curriculum helps develop self-aware learners who take charge of their education. These skills ensure that pupils grow into outstanding individuals, well-prepared for the transition to further education and laying a strong foundation for life beyond Berkhamsted.</p>
<p><strong><img loading="lazy" decoding="async" class="alignnone wp-image-22429" src="https://gabbitas.com/wp-content/uploads/2024/09/Screenshot-2024-09-17-at-12.20.32.png" alt="" width="624" height="415" srcset="https://gabbitas.com/wp-content/uploads/2024/09/Screenshot-2024-09-17-at-12.20.32.png 1616w, https://gabbitas.com/wp-content/uploads/2024/09/Screenshot-2024-09-17-at-12.20.32-300x200.png 300w, https://gabbitas.com/wp-content/uploads/2024/09/Screenshot-2024-09-17-at-12.20.32-1024x682.png 1024w, https://gabbitas.com/wp-content/uploads/2024/09/Screenshot-2024-09-17-at-12.20.32-768x511.png 768w, https://gabbitas.com/wp-content/uploads/2024/09/Screenshot-2024-09-17-at-12.20.32-1536x1023.png 1536w" sizes="auto, (max-width: 624px) 100vw, 624px" /></strong></p>
<p><strong>Berkhamsted Boys</strong></p>
<p>Berkhamsted Boys Senior School focuses on holistic development and nurturing lifelong learners. The GCSE programme comprises core subjects and a range of optional subjects, with a special focus on languages, humanities, and creative disciplines. The school provides a supportive environment that encourages boys to reach their full potential both academically and personally.</p>
<p>From September 2021, Berkhamsted introduced innovative changes to the Key Stage 4 curriculum. Pupils now take three core GCSE subjects (English Literature, English Language, and Maths) and can choose six additional subjects, one of which must be a Science. To ensure a broad academic portfolio, pupils are encouraged to select at least one language, one humanities subject, and one creative subject among their options. Alongside their GCSE subjects, pupils participate in the Learning Pathway Programme, an in-house curriculum designed to develop key skills for A-level study and beyond. Some pupils are also invited to complete an HPQ project, equivalent to half a GCSE.</p>
<p><img loading="lazy" decoding="async" class="alignnone wp-image-22418" src="https://gabbitas.com/wp-content/uploads/2024/09/Picture4.jpg" alt="" width="614" height="345" srcset="https://gabbitas.com/wp-content/uploads/2024/09/Picture4.jpg 1292w, https://gabbitas.com/wp-content/uploads/2024/09/Picture4-300x169.jpg 300w, https://gabbitas.com/wp-content/uploads/2024/09/Picture4-1024x576.jpg 1024w, https://gabbitas.com/wp-content/uploads/2024/09/Picture4-768x432.jpg 768w" sizes="auto, (max-width: 614px) 100vw, 614px" /></p>
<p><strong>Latest Results</strong></p>
<p>In 2023, 65 per cent achieved grades 9-7 at GCSE, and 40 per cent attained A*/A at A level (74 per cent at A*-B). In 2019 (the last pre-pandemic results), 65 per cent achieved grades 9-7 at GCSE, and 47 per cent attained A*/A at A level (79 per cent at A*-B). All results are combined with those of the girls’ school.</p>
<p><strong>UKiset Entrance Examination for Berkhamsted School</strong></p>
<p>As a UKiset partner school, Berkhamsted School requires UKiset results as part of its entrance examination process. UKiset (UK Independent Schools&#8217; Entry Test) is an adaptive online assessment designed for international students who are looking to enter the UK education system. It evaluates a student’s academic abilities and English language proficiency.</p>
<p><strong>Why UKiset?</strong></p>
<ul>
<li><strong>In-person and Online Invigilation:</strong> UKiset can be taken in approved test centres worldwide, making it accessible to students from many different countries.</li>
<li><strong>Comprehensive Evaluation:</strong> The test covers a wide range of skills, providing a holistic view of a student&#8217;s academic abilities.</li>
<li><strong>Streamlined Admissions:</strong> Using UKiset scores can simplify the admissions process for international students, as they only need to take one standardised test.</li>
</ul>
<p>In conclusion, the entrance examination for Berkhamsted School is a comprehensive process designed to identify students who will thrive in their academic environment. For international applicants, UKiset provides a valuable and standardised assessment tool that helps streamline the admissions process while ensuring candidates meet the high standards expected at Berkhamsted.</p>
<p><a href="https://ukiset.com/">Learn more about UKiset here.</a></p>
<p><strong>Sixth Form at Berkhamsted</strong></p>
<p>The Sixth Form at Berkhamsted School is now co-educational. It offers thorough preparation for university and life beyond. Combining academic rigour with personal development opportunities, the school ensures that students are well-equipped for their future careers and personal lives. Berkhamsted students are encouraged to set ambitious goals, reflect on their strengths and weaknesses, and work with teachers and pastoral staff to monitor their progress and achieve their potential. The school promotes high academic performance, offering a choice of 27 A-Level subjects and the option of an EPQ. It takes pride in the consistently high academic achievements of Sixth Form students each year, with the majority studying three core linear A-Levels. Approximately 15 per cent of students leave post-GCSEs for various reasons, including a desire for change, interest in more vocational subjects like criminology, financial considerations, or not meeting academic requirements. Most Sixth Formers proceed to university, with around half attending Russell Group institutions. Popular choices currently include Exeter, Nottingham, Bristol, Leeds, and Nottingham Trent. Berkhamsted boasts a dynamic and diverse community that provides a stimulating and supportive transition between school and university.</p>
<p>&nbsp;</p>
<p><img loading="lazy" decoding="async" class="alignnone wp-image-22419" src="https://gabbitas.com/wp-content/uploads/2024/09/Picture5.jpg" alt="" width="653" height="367" srcset="https://gabbitas.com/wp-content/uploads/2024/09/Picture5.jpg 1333w, https://gabbitas.com/wp-content/uploads/2024/09/Picture5-300x169.jpg 300w, https://gabbitas.com/wp-content/uploads/2024/09/Picture5-1024x576.jpg 1024w, https://gabbitas.com/wp-content/uploads/2024/09/Picture5-768x432.jpg 768w" sizes="auto, (max-width: 653px) 100vw, 653px" /></p>
<p><strong>Boarding</strong></p>
<p>Berkhamsted School provides a flexible boarding experience for both UK and international students, offering options for full-term boarding, weekly boarding from Year 9 (Sunday to Thursday nights), flexi-boarding from Year 7, and short-term boarding. The boarding facilities are designed for comfort and community, featuring spacious rooms accommodating 2-3 students. Sixth Formers have access to single or double rooms, some with en-suites. The school has two boarding houses: St John’s for girls and Incents for boys, both located on Chesham Road, within a short walk of the Senior and Sixth Form campuses and the town centre. Each house has a common room and kitchen facilities, and the large gardens are shared by both houses. Dining facilities allow boys and girls to meet, and joint house outings are regularly organised. Boarders also enjoy free private membership at the Knox-Johnston Sports Centre, which includes a fitness suite, sports hall, and 25m swimming pool. Boarders can participate in a variety of evening and weekend classes, from aqua aerobics to pilates. The school places a strong emphasis on community life, fostering lifelong friendships and a supportive network for students. Meals are nutritious and cater to diverse dietary needs, ensuring all students feel welcome and included.</p>
<p><img loading="lazy" decoding="async" class="alignnone wp-image-22420" src="https://gabbitas.com/wp-content/uploads/2024/09/Picture6.jpg" alt="" width="660" height="440" srcset="https://gabbitas.com/wp-content/uploads/2024/09/Picture6.jpg 1377w, https://gabbitas.com/wp-content/uploads/2024/09/Picture6-300x200.jpg 300w, https://gabbitas.com/wp-content/uploads/2024/09/Picture6-1024x683.jpg 1024w, https://gabbitas.com/wp-content/uploads/2024/09/Picture6-768x512.jpg 768w" sizes="auto, (max-width: 660px) 100vw, 660px" /></p>
<p><strong>The Arts and Extracurricular</strong></p>
<p>Berkhamsted School offers a diverse range of extracurricular activities alongside its rigorous academic programmes. The arts and music departments are particularly strong at the school. Students can engage in private lessons, orchestras, choirs, and joint productions. The comprehensive curricular and extracurricular options include LAMDA classes and exhibitions showcasing various techniques such as watercolours, acrylics, textiles, ceramics, digital media, and photography.</p>
<p>The outdoor education programme is equally robust, featuring activities like high ropes courses, bushcraft, climbing trips, and international skiing expeditions. This diverse range of offerings ensures students have ample opportunities to explore their interests and develop new skills beyond the classroom.</p>
<p>The school is also known for its outstanding sports performance in rugby, football, cricket, and netball, supported by tailored training programmes for aspiring athletes.</p>
<p><strong>Final Thoughts</strong></p>
<p>Berkhamsted School offers a nurturing environment where ambitious, eager learners are bound to flourish. It is particularly well-suited for families seeking a consistent, all-through education with a sense of familiarity throughout the years. The school caters to those progressing from Berkhamsted Pre-Prep, providing continuity in their educational journey. Parents who appreciate extensive facilities and a convenient town centre location will find it appealing. Berkhamsted is ideal for go-getters who strive to distinguish themselves and maximise their educational opportunities, offering a wealth of experiences that help pupils stand out from the crowd.</p>
<p><a href="https://gabbitas.com/worldwide-locations/">Contact us today to discover how our relationship with top schools like Berkhamsted can elevate your child’s educational experience.</a></p>
<p>The post <a href="https://gabbitas.com/discover-berkhamsted-school-excellence-in-education-and-progressive-curriculum/">Discover Berkhamsted School: excellence in education and progressive curriculum</a> appeared first on <a href="https://gabbitas.com">Gabbitas</a>.</p>
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		<title>Sibford School: A Hidden Gem in the Heart of Oxfordshire</title>
		<link>https://gabbitas.com/sib-ford-school-hidden-gem-uk-oxfordshire/</link>
		
		<dc:creator><![CDATA[Sarah Oshun-Williams]]></dc:creator>
		<pubDate>Wed, 14 Aug 2024 13:53:40 +0000</pubDate>
				<category><![CDATA[Blog]]></category>
		<category><![CDATA[School Visits]]></category>
		<guid isPermaLink="false">https://gabbitas.com/?p=22285</guid>

					<description><![CDATA[<p>&#160; Background and Overview: Sibford School, established in 1842, is a non-selective, co-educational independent institution for students ages 3 to 18. Originally founded for Quaker families, the school now welcomes all while retaining its Quaker ethos of &#8220;seeking that of God in everyone.&#8221; The school&#8217;s guiding principles, derived from Quaker beliefs, focus on respect, integrity,&#8230;</p>
<p>The post <a href="https://gabbitas.com/sib-ford-school-hidden-gem-uk-oxfordshire/">Sibford School: A Hidden Gem in the Heart of Oxfordshire</a> appeared first on <a href="https://gabbitas.com">Gabbitas</a>.</p>
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										<content:encoded><![CDATA[<p>&nbsp;</p>
<p><strong>Background and Overview:</strong></p>
<p style="text-align: left;"><a href="https://www.sibfordschool.co.uk">Sibford School</a>, established in 1842, is a non-selective, co-educational independent institution for students ages 3 to 18. Originally founded for Quaker families, the school now welcomes all while retaining its Quaker ethos of &#8220;seeking that of God in everyone.&#8221; The school&#8217;s guiding principles, derived from Quaker beliefs, focus on respect, integrity, simplicity, equality, peace, truth, and sustainability. In keeping with Quaker tradition, teachers are addressed by their forenames and surnames rather than the usual Mr. and Miss, with surnames often dropped in higher grades</p>
<p style="font-weight: 400;">The school hosts 440 students across Reception, Junior, and Senior school faculties, including 62 in the Sixth Form. Both the Junior School and Sixth Form enjoy the range of facilities available on 50-acre campus. Class sizes are intentionally small, maximum 15-18 students. This allows individualised attention and fosters an inclusive, nurturing environment. Sibford truly excels in providing a vibrant and enriching extracurricular program, boasting an impressive array of over 90 clubs and activities with the facilities to cater for this.</p>
<p style="font-weight: 400;"><strong>Location:</strong></p>
<p style="font-weight: 400;">Nestled in the heart of the picturesque Oxfordshire countryside, the school is close to major airports—Heathrow, Gatwick, and Birmingham—just over an hour’s drive from Heathrow Airport. The school is conveniently situated 55 minutes by train from London. It is also handy to know that Sibford will arrange collection and drop-off from Banbury train station, located just 10 miles from the campus.</p>
<p><strong>Leadership and Curriculum:</strong></p>
<p>Rebecca Evans, who took on the role of head in September 2023, is just the 12th leader in the school&#8217;s 177-year history. Her appointment involved students&#8217; participation, and parents recognise her kindness, empathy, and dedication. Under her dynamic leadership, the senior management team has not only grown stronger but has also been revitalized with fresh teaching talent.</p>
<p>Sibford&#8217;s educational approach emphasizes anxiety-free academic learning. They don’t do SATs or teach to age-related expectations. Instead, the school tailors the curriculum to each student&#8217;s individual abilities. The transition from junior to senior school is handled with care, with most juniors progressing to the senior school. Year 7 typically comprises an even split of new joiners and those advancing from the junior school.</p>
<p><img loading="lazy" decoding="async" class="alignnone wp-image-22287" src="https://gabbitas.com/wp-content/uploads/2024/08/sibford-1.jpg" alt="" width="740" height="493" srcset="https://gabbitas.com/wp-content/uploads/2024/08/sibford-1.jpg 1732w, https://gabbitas.com/wp-content/uploads/2024/08/sibford-1-300x200.jpg 300w, https://gabbitas.com/wp-content/uploads/2024/08/sibford-1-1024x683.jpg 1024w, https://gabbitas.com/wp-content/uploads/2024/08/sibford-1-768x512.jpg 768w, https://gabbitas.com/wp-content/uploads/2024/08/sibford-1-1536x1024.jpg 1536w" sizes="auto, (max-width: 740px) 100vw, 740px" /></p>
<p>In the senior school, English, Maths, and Science are taught in ability-based sets. Students can opt for dual award or separate sciences. Language options include French and Spanish, with German available as an extracurricular choice. Year 7 is divided into four teaching groups, averaging 15 pupils each. The smaller cohort encourages broader participation in sports, music, and arts, giving every student the opportunity to excel.</p>
<p>The Sixth Form curriculum is diverse, offering 28 courses, including traditional A-levels and subjects like textiles and product design. BTECs at levels 2 and 3 are available in areas such as business studies, sport, ICT, and media. The school is committed to running courses even with low enrollment numbers. Additionally, students can pursue Extended Project Qualifications (EPQs) for UCAS application credits.</p>
<p><img loading="lazy" decoding="async" class="alignnone wp-image-22288" src="https://gabbitas.com/wp-content/uploads/2024/08/sibford-2.jpg" alt="" width="756" height="504" srcset="https://gabbitas.com/wp-content/uploads/2024/08/sibford-2.jpg 1753w, https://gabbitas.com/wp-content/uploads/2024/08/sibford-2-300x200.jpg 300w, https://gabbitas.com/wp-content/uploads/2024/08/sibford-2-1024x683.jpg 1024w, https://gabbitas.com/wp-content/uploads/2024/08/sibford-2-768x513.jpg 768w, https://gabbitas.com/wp-content/uploads/2024/08/sibford-2-1536x1025.jpg 1536w" sizes="auto, (max-width: 756px) 100vw, 756px" /></p>
<p><strong>Learning Support and Special Educational Needs:</strong></p>
<p>Approximately 30% of students receive support for various learning needs. The school typically arranges for support during language lessons. For students with autism or other conditions requiring emotional support, the school creates a network of key staff members available throughout the day for immediate assistance. The school also employs two Gifted &amp; Talented coordinators and a Head of Support for Learning. An improved data tracking system has also been implemented to monitor student progress.</p>
<p><strong>Arts and Extracurricular Activities:</strong></p>
<p>Sibford puts great emphasis on creativity and imagination across all disciplines. The music department serves as a vibrant hub, featuring a grand piano, individual practice rooms, and a recording studio. Students can participate in various choirs, orchestras, and bands. The school boasts a well-equipped performance hall with professional lighting and sound systems and a dedicated music building housing an ensemble room and practice spaces. Several senior choirs, string and chamber groups, and a monthly full symphony orchestra rehearsal with the Sibford Community Orchestra are available</p>
<p>Drama is another strong suit, with LAMDA training being particularly popular. The department stages impressive annual musicals. Food and nutrition, as well as design technology, are also favored subjects among students.</p>
<p>The art department is a point of pride, featuring separate studios for painting, textiles, ceramics, and sculpture, plus a dedicated Sixth Form art studio. The design technology suite is equally impressive in scale.</p>
<p><img loading="lazy" decoding="async" class="alignnone wp-image-22289" src="https://gabbitas.com/wp-content/uploads/2024/08/sibford-3.jpg" alt="" width="760" height="508" srcset="https://gabbitas.com/wp-content/uploads/2024/08/sibford-3.jpg 1796w, https://gabbitas.com/wp-content/uploads/2024/08/sibford-3-300x200.jpg 300w, https://gabbitas.com/wp-content/uploads/2024/08/sibford-3-1024x684.jpg 1024w, https://gabbitas.com/wp-content/uploads/2024/08/sibford-3-768x513.jpg 768w, https://gabbitas.com/wp-content/uploads/2024/08/sibford-3-1536x1026.jpg 1536w" sizes="auto, (max-width: 760px) 100vw, 760px" /></p>
<p>Sibford offers a wide range of before-school, lunchtime, after-school, and evening clubs. Activities include climbing, sailing, horse riding, golf, and swimming. The school also organizes various talks and trips, including an annual ski expedition.</p>
<p><strong>Boarding:</strong></p>
<p>From Year 7 onwards, students can opt for full-time, weekly, or flexible boarding arrangements. Two boarding houses are available: Fielding House for weekly and full-time boarders, offering shared twin rooms, and Margaret Fell House for flexible boarders. House Parents live at opposite ends of the boarding houses and get to know their boarders well. Like parents, they stay updated on their academic progress and offer a secure home environment away from the pressures of academic work. They organise a range of cultural activities for evenings and weekends, alongside quiet times for relaxation</p>
<p><strong>Final Thoughts and Parental Perspective:</strong></p>
<p>Sibford School attracts a diverse parent body united by their belief in Quaker values and a desire for their children to be happy, included, and to achieve their potential. Many students come from local primary schools and the state sector, with parents working hard to afford these opportunities for their children.</p>
<p>The school is often described as a hidden gem, focusing on personal development and academic achievement without the stress of a highly competitive environment. Its rural setting, spacious campus, and high level of pastoral care make it an attractive option for parents seeking a nurturing educational environment. The convenience of a through-school model (from ages 3-18) is particularly appealing to families who prefer a consistent educational journey without the need for multiple transitions</p>
<p><a href="https://gabbitas.com/worldwide-locations/">Contact us today to discover how our relationship with top schools like Sibford can elevate your child’s educational experience.</a></p>
<p><em>Credit: All photos kindly provided by Sibford School</em></p>
<p>The post <a href="https://gabbitas.com/sib-ford-school-hidden-gem-uk-oxfordshire/">Sibford School: A Hidden Gem in the Heart of Oxfordshire</a> appeared first on <a href="https://gabbitas.com">Gabbitas</a>.</p>
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		<title>MPW Fifth and Sixth Form: Premier Education in South Kensington</title>
		<link>https://gabbitas.com/mpw-london-premier-education/</link>
		
		<dc:creator><![CDATA[Sarah Oshun-Williams]]></dc:creator>
		<pubDate>Mon, 05 Aug 2024 15:05:19 +0000</pubDate>
				<category><![CDATA[Blog]]></category>
		<category><![CDATA[School Visits]]></category>
		<category><![CDATA[british education]]></category>
		<category><![CDATA[school visits]]></category>
		<category><![CDATA[uk]]></category>
		<guid isPermaLink="false">https://gabbitas.com/?p=22232</guid>

					<description><![CDATA[<p>Situated in the vibrant heart of South Kensington, Mander Portman Woodward (MPW) London combines the tranquility of its serene campus with the bustling energy of Central London. Just a stone&#8217;s throw from iconic parks and museums, and a mere ten-minute walk from South Kensington Underground Station, MPW is perfectly positioned for students desiring a comprehensive&#8230;</p>
<p>The post <a href="https://gabbitas.com/mpw-london-premier-education/">MPW Fifth and Sixth Form: Premier Education in South Kensington</a> appeared first on <a href="https://gabbitas.com">Gabbitas</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p style="text-align: left;">
<p style="text-align: left;">Situated in the vibrant heart of South Kensington, <a href="https://www.mpw.ac.uk/locations/london/">Mander Portman Woodward (MPW) London</a> combines the tranquility of its serene campus with the bustling energy of Central London. Just a stone&#8217;s throw from iconic parks and museums, and a mere ten-minute walk from South Kensington Underground Station, MPW is perfectly positioned for students desiring a comprehensive educational experience in the capital.</p>
<p style="text-align: left;">Established in 1973, MPW is a premier Fifth and Sixth Form College catering to both UK and international students. In addition to its Central London grounds, MPW has campuses in Birmingham and Cambridge, providing a diverse choice for students wishing to join the school. MPW annually educates an estimated 1,200 students representing 72 different nationalities, offering a culturally inclusive and diverse education. As a co-educational institution, MPW offers a comprehensive curriculum of courses, including GCSEs, IGCSEs, A-Levels, and Easter Revision Courses.</p>
<p style="font-weight: 400; text-align: left;"><strong>School Ethos:</strong></p>
<p style="font-weight: 400; text-align: left;">At MPW, their ethos strongly focuses on 1-to-1 individual attention by tailoring their classrooms to fewer students. The school stands out for its commitment to student well-being, academic growth and personal development. Their emphasis on embodying smaller class sizes ensures each student receives individualised support, fostering a tailored, attentive learning environment. The approach complementing 1-to-1 tutoring, reinforces the school&#8217;s dedication for their students to strive for academic excellence.</p>
<p style="font-weight: 400; text-align: left;">It is further important to understand MPW’s philosophy, which extends a strong focus on societal values and community engagement. The school encourages students to participate in various extracurricular activities, ranging from sports and arts to volunteering and leadership opportunities. MPW embodies a holistic approach for their students, aimed at cultivating well-rounded individuals prepared for academic and personal success.</p>
<div><span lang="EN-US"><img loading="lazy" decoding="async" class="alignleft" 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" alt="MPW London Independent Fifth and Sixth Form College | GCSE &amp; A Level" width="508" height="272" /></span></div>
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<p><strong>Courses / Facilities:</strong></p>
<p style="text-align: left;">MPW London offers both one-year and two-year GCSE courses for over 30 subjects, providing ample choice to their students. To ensure a hands-on approach for GCSE courses, classes have an average of six students, guaranteeing tailored and focused support. Classrooms are designed with a specific focus, with many academic facilities, including multiple science laboratories, several computer rooms, and an impressive emphasis on their art and photography studios. For students passionate about art, MPW offers a remarkable variety of art studios, including 3D design and ceramics, textile design, and art and design studios, as well as a dedicated photography room.</p>
<p><img loading="lazy" decoding="async" class="wp-image-22234 alignleft" src="https://gabbitas.com/wp-content/uploads/2024/08/mpw-pic.jpg" alt="" width="515" height="343" srcset="https://gabbitas.com/wp-content/uploads/2024/08/mpw-pic.jpg 990w, https://gabbitas.com/wp-content/uploads/2024/08/mpw-pic-300x200.jpg 300w, https://gabbitas.com/wp-content/uploads/2024/08/mpw-pic-768x512.jpg 768w" sizes="auto, (max-width: 515px) 100vw, 515px" /></p>
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<p><strong>Boarding:</strong></p>
<p style="text-align: left;">A short walk down Queen&#8217;s Gate leads us to the new boarding house where international students reside. This new facility now features modern en-suite bedrooms providing quiet, relaxing views of South Kensington. Each room is designed to be compact yet still spacious enough to move around, along with other important features, including bed comfort, ample desk space, and well-appointed bathroom amenities. Boarding students benefit from a well-balanced experience, enjoying personal space with en-suite facilities while also engaging in social development with their fellow boarding peers.</p>
<p><img loading="lazy" decoding="async" class=" wp-image-22235 alignleft" src="https://gabbitas.com/wp-content/uploads/2024/08/mpw-2-.jpg" alt="" width="515" height="344" srcset="https://gabbitas.com/wp-content/uploads/2024/08/mpw-2-.jpg 919w, https://gabbitas.com/wp-content/uploads/2024/08/mpw-2--300x200.jpg 300w, https://gabbitas.com/wp-content/uploads/2024/08/mpw-2--768x513.jpg 768w" sizes="auto, (max-width: 515px) 100vw, 515px" /></p>
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<p><strong>MPW London Foundation Programme:</strong></p>
<p style="text-align: left;">MPW London offers an Academic Foundation Programme ideal for students planning to study at top universities in the UK or abroad. MPW’s University Foundation Programme provides a supportive pathway for students to meet the UK&#8217;s university application requirements. Upon completion, students achieve results comparable to A-levels, giving them a strong foundation for university success and beyond.</p>
<p><img loading="lazy" decoding="async" class="wp-image-22236 alignleft" src="https://gabbitas.com/wp-content/uploads/2024/08/mpw-3.jpg" alt="" width="520" height="279" srcset="https://gabbitas.com/wp-content/uploads/2024/08/mpw-3.jpg 1100w, https://gabbitas.com/wp-content/uploads/2024/08/mpw-3-300x161.jpg 300w, https://gabbitas.com/wp-content/uploads/2024/08/mpw-3-1024x548.jpg 1024w, https://gabbitas.com/wp-content/uploads/2024/08/mpw-3-768x411.jpg 768w" sizes="auto, (max-width: 520px) 100vw, 520px" /></p>
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<p style="font-weight: 400;"><strong>Summary:</strong></p>
<p style="font-weight: 400; text-align: left;">A distinctive feature of MPW is the absence of a uniform requirement. MPW embraces a holistic approach to education, prioritising robust academic development and personal growth over a strict uniform policy. This philosophy allows students to focus on their studies without uniform constraints, fostering a relaxed learning environment where individuality and self-expression are encouraged.</p>
<p>Overall, MPW offers a comprehensive and enriching educational experience, allowing students to pursue academic excellence along with personal and community development. The combination of individualised support, diverse extracurricular activities, and a supportive environment makes MPW a desirable choice for students seeking education in the heart of South Kensington.</p>
<p><a href="https://gabbitas.com/navigating-sixth-form/">If you’re interested in the importance of making the right choice for Sixth Form registration, check out our previous blog for detailed guidance.</a></p>
<p><a href="https://gabbitas.com/worldwide-locations/">Contact us today to discover how our relationship with top schools like MPW can elevate your child’s educational experience.</a></p>
<p><em><strong>Credit:</strong> All photos kindly provided by MPW</em></p>
<p>The post <a href="https://gabbitas.com/mpw-london-premier-education/">MPW Fifth and Sixth Form: Premier Education in South Kensington</a> appeared first on <a href="https://gabbitas.com">Gabbitas</a>.</p>
]]></content:encoded>
					
		
		
		<post-id xmlns="com-wordpress:feed-additions:1">22232</post-id>	</item>
		<item>
		<title>Kingswood School, Bath &#8211; a countryside serene with city access</title>
		<link>https://gabbitas.com/kingswood-school-bath-a-countryside-serene-with-city-access/</link>
		
		<dc:creator><![CDATA[Sarah Oshun-Williams]]></dc:creator>
		<pubDate>Thu, 01 Aug 2024 10:57:51 +0000</pubDate>
				<category><![CDATA[Blog]]></category>
		<category><![CDATA[School Visits]]></category>
		<category><![CDATA[boarding school]]></category>
		<category><![CDATA[independent school]]></category>
		<category><![CDATA[school visits]]></category>
		<category><![CDATA[uk]]></category>
		<guid isPermaLink="false">https://gabbitas.com/?p=22198</guid>

					<description><![CDATA[<p>Kingswood School in Bath uniquely combines countryside serenity with city accessibility, situated on 120 acres of picturesque land just under two hours by train from London. Founded by the Methodist, John Wesley, this co-educational institution serves 900 students, aged 11 to 18, with a linked prep school and diverse student body representing 23 different countries,&#8230;</p>
<p>The post <a href="https://gabbitas.com/kingswood-school-bath-a-countryside-serene-with-city-access/">Kingswood School, Bath &#8211; a countryside serene with city access</a> appeared first on <a href="https://gabbitas.com">Gabbitas</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p style="text-align: left;">
<p style="text-align: left;"><span data-contrast="auto"><a href="https://www.kingswood.bath.sch.uk">Kingswood School</a> in Bath uniquely combines countryside serenity with city accessibility, situated on 120 acres of picturesque land just under two hours by train from London. Founded by the Methodist, John Wesley, this co-educational institution serves 900 students, aged 11 to 18, with a linked prep school and diverse student body representing 23 different countries, enriching the school’s cultural environment. </span></p>
<p style="font-weight: 400; text-align: left;">Kingswood offers day schooling, alongside flexible boarding options. As part of the Kingswood Foundation, the school includes a Prep and Nursey School on the same campus. The state-of-the-art Nursery welcomes children from 9 months old and is open for 45 weeks of the year, providing a nurturing and enriching environment where children can develop, learn and play.</p>
<p><img loading="lazy" decoding="async" class=" wp-image-22201 alignleft" src="https://gabbitas.com/wp-content/uploads/2024/08/2.jpg" alt="" width="552" height="368" srcset="https://gabbitas.com/wp-content/uploads/2024/08/2.jpg 594w, https://gabbitas.com/wp-content/uploads/2024/08/2-300x200.jpg 300w" sizes="auto, (max-width: 552px) 100vw, 552px" /></p>
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<p style="font-weight: 400; text-align: left;">Focused on fostering a holistic and inclusive community, students are able to develop their confidence and personal motivation, allowing them to reach their full potential. By encouraging a broad and balanced education, Kingswood aims to cultivate not only academic excellence but also the social, moral and personal development of each student. This comprehensive approach ensures students are well-prepared to face the real world with resilience and kindness.</p>
<p><img loading="lazy" decoding="async" class="size-full wp-image-22202 alignleft" src="https://gabbitas.com/wp-content/uploads/2024/08/3.jpg" alt="" width="428" height="340" srcset="https://gabbitas.com/wp-content/uploads/2024/08/3.jpg 428w, https://gabbitas.com/wp-content/uploads/2024/08/3-300x238.jpg 300w" sizes="auto, (max-width: 428px) 100vw, 428px" /></p>
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<p style="font-weight: 400; text-align: left;"><strong>Academic Ethos</strong></p>
<p style="font-weight: 400;">Kingswood School is dedicated to fostering holistic development in its students, placing a strong emphasis on personal growth, responsibility, service, and a commitment to academic excellence.</p>
<p style="font-weight: 400;">Admissions for years 7 and 8 involve assessments in maths, English, and non-verbal reasoning, with additional subjects for years 9 and 10.  Sixth form entry requires specific GCSE grades and an interview with the head.</p>
<p style="font-weight: 400;">The school offers a diverse curriculum of 20 GCSE subjects and 23 at A Level, including traditional and modern disciplines, such as computing, design and technology, economics, politics, psychology, drama, theatre studies and sports BTEC Level 3<strong>.</strong> Social sciences and the arts are popular, with biology performing exceptionally well. Students can combine an art with two sciences. Maximum class sizes are 24 in years 7-8, 20 in years 9-11 and 14 in the sixth form, with ability-based sets in Maths and English.</p>
<p style="text-align: left;"><img loading="lazy" decoding="async" class="alignnone wp-image-22203" src="https://gabbitas.com/wp-content/uploads/2024/08/4.png" alt="" width="545" height="386" srcset="https://gabbitas.com/wp-content/uploads/2024/08/4.png 843w, https://gabbitas.com/wp-content/uploads/2024/08/4-300x213.png 300w, https://gabbitas.com/wp-content/uploads/2024/08/4-768x545.png 768w" sizes="auto, (max-width: 545px) 100vw, 545px" /></p>
<p style="font-weight: 400; text-align: left;">At A-Level, Kingswood demonstrates impressive academic results with over 50% of students achieving A* or A grades, and 83% attaining A*-B grades. The school maintains a 100% pass rate, reflecting their commitment to supporting all students in achieving their academic goals. Furthermore, Kingswood prepares their students for higher education, with 90% successfully securing places at their preferred universities, often within the prestigious Russell Group. Popular destinations include Exeter and Birmingham, with Nottingham, Cardiff, Manchester, Southampton and Leeds, also frequently chosen. In 2023, nine students secured places in medical schools, while three gained admissions to Oxbridge.</p>
<p><img loading="lazy" decoding="async" class="wp-image-22204 alignleft" src="https://gabbitas.com/wp-content/uploads/2024/08/5.png" alt="" width="493" height="296" srcset="https://gabbitas.com/wp-content/uploads/2024/08/5.png 556w, https://gabbitas.com/wp-content/uploads/2024/08/5-300x180.png 300w" sizes="auto, (max-width: 493px) 100vw, 493px" /></p>
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<p style="font-weight: 400;"><strong>Facilities</strong></p>
<p style="font-weight: 400; text-align: left;">Kingswood School features an expansive campus that blends traditional 1920s buildings contrasted with contemporary classrooms. Students have access to three big AstroTurf&#8217;s, tennis and netball courts, a strength and conditioning gym, a spacious theatre and Harry Potter themed dining hall. The campus also offers a dedicated art and design studio tailored for enthusiastic art students.</p>
<p><img loading="lazy" decoding="async" class="size-full wp-image-22205 alignleft" src="https://gabbitas.com/wp-content/uploads/2024/08/6.png" alt="" width="494" height="350" srcset="https://gabbitas.com/wp-content/uploads/2024/08/6.png 494w, https://gabbitas.com/wp-content/uploads/2024/08/6-300x213.png 300w" sizes="auto, (max-width: 494px) 100vw, 494px" /></p>
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<p style="font-weight: 400; text-align: left;"><strong>Co-Curriculars</strong></p>
<p style="font-weight: 400; text-align: left;">At Kingswood, students engage in a rich tapestry of over 100 extracurricular activities, encompassing sports, music, drama, and the Duke of Edinburgh Award.</p>
<p style="font-weight: 400; text-align: left;">The music department, fondly regarded as a sanctuary by pupils, provides 240 individual lessons weekly, alongside numerous choirs, orchestras, and ensembles. Students showcase their talents in various venues, from school events to Bath Abbey and regional festivals. Drama thrives in the school&#8217;s 366-seat theatre, hosting two major productions annually and the recent addition of LAMDA exams.</p>
<p><img loading="lazy" decoding="async" class=" wp-image-22206 alignleft" src="https://gabbitas.com/wp-content/uploads/2024/08/7.jpg" alt="" width="516" height="292" srcset="https://gabbitas.com/wp-content/uploads/2024/08/7.jpg 396w, https://gabbitas.com/wp-content/uploads/2024/08/7-300x170.jpg 300w" sizes="auto, (max-width: 516px) 100vw, 516px" /></p>
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<p style="font-weight: 400; text-align: left;">Kingswood&#8217;s sporting ethos is inclusive yet competitive, catering to casual participants and elite athletes alike. The school&#8217;s impressive 57-acre campus boasts extensive facilities, including astro fields, an athletics track, and cross-country trails. With 30 active weekly teams and strong links to Bath&#8217;s city and university clubs, students have ample opportunities to excel in sports at national and international levels. Popular sports include rugby, hockey, cricket, athletics, tennis, netball and basketball. This comprehensive approach to extracurricular activities complements Kingswood&#8217;s academic rigour, ensuring students develop a broad range of skills and interests during their educational journey.</p>
<p><img loading="lazy" decoding="async" class="wp-image-22207 alignleft" src="https://gabbitas.com/wp-content/uploads/2024/08/8.jpg" alt="" width="582" height="388" srcset="https://gabbitas.com/wp-content/uploads/2024/08/8.jpg 618w, https://gabbitas.com/wp-content/uploads/2024/08/8-300x200.jpg 300w" sizes="auto, (max-width: 582px) 100vw, 582px" /></p>
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<p style="font-weight: 400; text-align: left;"><strong>Boarding</strong></p>
<p style="font-weight: 400; text-align: left;">Kingswood School provides a variety of boarding arrangements, including full, weekly and flexi boarding, accommodating 140 boarders across five well-appointed boarding houses. Each house is managed by a House Parent and supported by a dedicated team of matrons and tutors who ensure to provide daily care and support. There are no exeat weekends, allowing students to experience continuous community life at the school. With dedicated house staff and exciting weekend adventures, students can apply to board from the age of 11, ensuring a nurturing and enriching experience. The boarding houses have a blend of traditional and modern decor, while gradually undergoing renovations to include outdoor decking, ensuite bathrooms and state-of-the-art technology.</p>
<p style="font-weight: 400; text-align: left;">Pastoral care is exemplary at Kingswood, infused with inclusivity and kindness. While an academically achieving school, a holistic approach to students’ wellbeing and personal development is provided. Lots of mental health support is available with the health and wellness centre always open, a mindfulness programme with integrated yoga, counsellors on-site and visible safeguarding staff.</p>
<p style="font-weight: 400;"><strong><img loading="lazy" decoding="async" class="wp-image-22208 alignleft" src="https://gabbitas.com/wp-content/uploads/2024/08/9.png" alt="" width="513" height="404" srcset="https://gabbitas.com/wp-content/uploads/2024/08/9.png 873w, https://gabbitas.com/wp-content/uploads/2024/08/9-300x236.png 300w, https://gabbitas.com/wp-content/uploads/2024/08/9-768x604.png 768w" sizes="auto, (max-width: 513px) 100vw, 513px" /></strong></p>
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<p style="font-weight: 400; text-align: left;"><strong>Summary</strong></p>
<p style="font-weight: 400; text-align: left;">Overall, Kingswood is committed to academic excellence while fostering a supportive and inclusive atmosphere. The school prepares students for successful careers, but it’s focus extends beyond academics. For those seeking to excel in co-curricular activities, Kingswood offers opportunities for holistic development. Kingswood stands out for their comprehensive approach to education combining rigorous academic standard with a nurturing environment encouraging personal and intellectual growth. Providing the best of both worlds, the school boasts a serene countryside setting with easy access to the city centre.</p>
<p style="font-weight: 400; text-align: left;"><a href="https://gabbitas.com/worldwide-locations/">Contact us today to discover how our relationship with top schools like Kingswood can elevate your child’s educational experience.</a></p>
<p><em><strong>Credit:</strong> All photos kindly provided by Kingswood School</em></p>
<p>The post <a href="https://gabbitas.com/kingswood-school-bath-a-countryside-serene-with-city-access/">Kingswood School, Bath &#8211; a countryside serene with city access</a> appeared first on <a href="https://gabbitas.com">Gabbitas</a>.</p>
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		<post-id xmlns="com-wordpress:feed-additions:1">22198</post-id>	</item>
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		<title>Discover all-round excellence at St Joseph’s Ipswich</title>
		<link>https://gabbitas.com/discovering-all-round-excellence-at-st-josephs-day-and-boarding-school/</link>
		
		<dc:creator><![CDATA[Sarah Oshun-Williams]]></dc:creator>
		<pubDate>Thu, 25 Jul 2024 10:58:47 +0000</pubDate>
				<category><![CDATA[Blog]]></category>
		<category><![CDATA[School Visits]]></category>
		<category><![CDATA[boarding school]]></category>
		<category><![CDATA[day school]]></category>
		<category><![CDATA[school visits]]></category>
		<category><![CDATA[uk]]></category>
		<guid isPermaLink="false">https://gabbitas.com/?p=22156</guid>

					<description><![CDATA[<p>Secluded just an hour by train from London, St Joseph’s Day and Boarding School is nestled in the heart of Ipswich. This modern campus sits on Belstead Road and is a short 7-minute drive from the train station and 10-minute drive from the city centre. Accommodating just under 600 students, St Joseph’s offers both day&#8230;</p>
<p>The post <a href="https://gabbitas.com/discovering-all-round-excellence-at-st-josephs-day-and-boarding-school/">Discover all-round excellence at St Joseph’s Ipswich</a> appeared first on <a href="https://gabbitas.com">Gabbitas</a>.</p>
]]></description>
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<p><p style="text-align: left;">Secluded just an hour by train from London, <a href="https://www.stjos.co.uk">St Joseph’s Day and Boarding School</a> is nestled in the heart of Ipswich. This modern campus sits on Belstead Road and is a short 7-minute drive from the train station and 10-minute drive from the city centre. Accommodating just under 600 students, St Joseph’s offers both day schooling and boarding. The student body is diverse, with international students representing over 93 different nationalities, as well as local students from surrounding towns. St Joseph’s takes paramount importance for the safety and convenience of its students by providing a return minibus service from Essex and Suffolk, and a return shuttle from the train station each morning.</p></p>



<p>Dedicated to recognising the individuality and uniqueness of each child, St Joseph’s ensures personalised care and attention to each student. The school prioritises its students through actively safeguarding their students and offering equal educational opportunities. The school environment is full of integrity, kindness, respect, courtesy and enjoyment, providing an inclusive and welcoming atmosphere and community feel, allowing each student can reach their potential. Reflecting this ethos, St Joseph’s offers a continuous and comprehensive educational journey, starting with nursery and prep school, and continuing through to senior school and Sixth Form.</p>





<p><p style="text-align: left;"><strong>Academic Ethos</strong></p></p>



<p><p style="text-align: left;">At St Joseph&#8217;s, all students are empowered to become successful learners and take pride in their achievements. Each subject is taught using innovative and creative methods to ensure an engaging and dynamic learning experience. From a young age, students are encouraged to exhibit good manners and attentiveness. In return, the school provides a supportive environment that promotes responsibility and independence in their work. As students’ progress to senior school and Sixth Form, they are guided by this foundation of responsibility, with supportive staff available to assist them on their journey towards academic and personal growth. &nbsp;</p></p>



<p><p style="text-align: left;">In senior school, class sizes typically range from 15 to 18 students varying for GCSEs depending on the subject, though they do not exceed 20. For A-Levels, class sizes also vary by subject, with some subjects being by invitation only, limiting class sizes to a maximum of 5 students. Popular subjects include Business, Economics, Maths, Engineering, Art and Design, and Photography. The art and photography department are particularly strong as staff are highly qualified with over 15 years’ experience.</p></p>



<p><p style="text-align: left;">Recent A-Level Results are impressive, with 50% of students achieve A*/A grades and 32% achieved two A* and one A. Students have an average of 128 UCAS points, with university destinations including UCL, Warwick, Kings, Loughborough, Edinburgh and Sheffield,</p></p>


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<figure class="aligncenter size-full is-resized"><img decoding="async" class="wp-image-22164 alignleft" style="width: 513px;" src="https://gabbitas.com/wp-content/uploads/2024/07/Screenshot-2024-06-24-at-12.42.28-pm-edited.png" alt="" height="342" srcset="https://gabbitas.com/wp-content/uploads/2024/07/Screenshot-2024-06-24-at-12.42.28-pm-edited.png 998w, https://gabbitas.com/wp-content/uploads/2024/07/Screenshot-2024-06-24-at-12.42.28-pm-edited-300x200.png 300w, https://gabbitas.com/wp-content/uploads/2024/07/Screenshot-2024-06-24-at-12.42.28-pm-edited-768x513.png 768w" sizes="(max-width: 998px) 100vw, 998px" /></figure>
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<p><p style="text-align: left;"></p><p> <strong style="word-spacing: normal;">Sport Curriculars</strong></p></p>



<p><p style="text-align: left;">St Joseph’s is renowned for its exceptional performance and sporting achievements. The school attracts international students with its outstanding sports programme, many of whom aspire to pursue professional sport careers. St Joseph’s offers tailored training programmes for its athletes, including strength training, after-school sessions, and meal plans, all designed to complement their academic schedules. With an incredibly talented performance squad of boys and girls, the school excels in rugby and football. Last year, the girls U18 football team won every major trophy in the UK, highlighting the school’s commitment to excellence in both academics and athletics. However, not limited to football and rugby, students also excel in cricket and netball with impressive cricket pavilion grounds and netball courts for these sports to be played year-round.</p></p>


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<figure class="aligncenter size-large is-resized"><img decoding="async" class="wp-image-22169 alignleft" style="width: 522px;" src="https://gabbitas.com/wp-content/uploads/2024/07/Screenshot-2024-06-24-at-12.44.44-pm-1024x707.png" alt="" height="360" srcset="https://gabbitas.com/wp-content/uploads/2024/07/Screenshot-2024-06-24-at-12.44.44-pm-1024x707.png 1024w, https://gabbitas.com/wp-content/uploads/2024/07/Screenshot-2024-06-24-at-12.44.44-pm-300x207.png 300w, https://gabbitas.com/wp-content/uploads/2024/07/Screenshot-2024-06-24-at-12.44.44-pm-768x531.png 768w, https://gabbitas.com/wp-content/uploads/2024/07/Screenshot-2024-06-24-at-12.44.44-pm-1536x1061.png 1536w, https://gabbitas.com/wp-content/uploads/2024/07/Screenshot-2024-06-24-at-12.44.44-pm.png 2012w" sizes="(max-width: 1024px) 100vw, 1024px" /></figure>
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<p><p style="text-align: left;"> </p><p><strong>Boarding</strong></p></p>



<p>St Joseph’s offers a unique and flexible boarding experience for both UK and international students. Whether students are looking for weekly, flexi or short-term options, St Joseph’s accommodates adaptable needs for students with flexible entry, accepting applications all year round.</p>



<p>The traditional boarding facilities are designed with comfort and community in mind. The spacious rooms, with high ceilings and large windows, accommodates 2-3 students, with the youngest boarder accepted from the age of 9. Each student has their own personal space within the room, complete with a desk and wardrobe. Shared rooms foster a sense of camaraderie and friendship while maintain a perfect balance between personal space and social development. For those in Sixth Form, there are a few single rooms available, for more privacy and independence.</p>



<p>The communal lifestyle for boarders at St Joseph’s fosters a strong sense of community. Life is not just about academics, it’s about building lifelong friendships, creating a supportive network, and guiding students to reach their full potential.</p>



<p>St Joseph’s ensures every boarder is well-nourished with three meals a day during the week. Catering to diverse dietary needs, the school provides alternative milks, Halal meat options and always a vegetarian choice. For those on the go, grab-and-go options are available with a well-stocked salad bar also available. The inclusive dining experience, with long tables, ensures all students feel like they belong.&nbsp;</p>


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<figure class="aligncenter size-full is-resized"><img decoding="async" class="wp-image-22163 alignleft" style="width: 524px;" src="https://gabbitas.com/wp-content/uploads/2024/07/Picture-1.png" alt="" height="324" srcset="https://gabbitas.com/wp-content/uploads/2024/07/Picture-1.png 1035w, https://gabbitas.com/wp-content/uploads/2024/07/Picture-1-300x186.png 300w, https://gabbitas.com/wp-content/uploads/2024/07/Picture-1-1024x634.png 1024w, https://gabbitas.com/wp-content/uploads/2024/07/Picture-1-768x476.png 768w" sizes="(max-width: 1035px) 100vw, 1035px" /></figure>
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<p><p> <span style="word-spacing: normal;">Overall, St Joseph’s is a perfect balance for well-rounded students. St Joseph’s stands out as an institution that does not limit students to their academic excellence, but provides a holistic development of their students, ensuring they are well-prepared for future success in all aspects of their life. With robust academic programmes complemented by a wide range of extra curriculars, St Joseph’s nurtures the intellectual, physical, personal and social development of their students. Not only does this school provide a supportive and inclusive environment, but also fosters a sense of belonging and community, allowing St Joseph’s students to feel valued and encouraged.</span></p></p>


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<figure class="aligncenter size-full is-resized"><img loading="lazy" decoding="async" width="626" height="500" class="wp-image-22162 alignleft" style="width: 501px; height: 400px;" src="https://gabbitas.com/wp-content/uploads/2024/07/Picture-2.png" alt="" srcset="https://gabbitas.com/wp-content/uploads/2024/07/Picture-2.png 626w, https://gabbitas.com/wp-content/uploads/2024/07/Picture-2-300x240.png 300w" sizes="auto, (max-width: 626px) 100vw, 626px" /></figure>
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<p><p> <a style="word-spacing: normal;" href="https://gabbitas.com/worldwide-locations/">Please get in touch with us if you are interested in knowing more information about St Joseph&#8217;s Ipswich.</a></p></p>



<p>&nbsp;</p>
<p>The post <a href="https://gabbitas.com/discovering-all-round-excellence-at-st-josephs-day-and-boarding-school/">Discover all-round excellence at St Joseph’s Ipswich</a> appeared first on <a href="https://gabbitas.com">Gabbitas</a>.</p>
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		<post-id xmlns="com-wordpress:feed-additions:1">22156</post-id>	</item>
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		<title>School Review: Brighton College Prep Kensington </title>
		<link>https://gabbitas.com/school-review-brighton-college-prep-kensington/</link>
		
		<dc:creator><![CDATA[Kim Hollamby]]></dc:creator>
		<pubDate>Mon, 07 Aug 2023 09:56:58 +0000</pubDate>
				<category><![CDATA[Featured]]></category>
		<category><![CDATA[School Visits]]></category>
		<category><![CDATA[london]]></category>
		<category><![CDATA[Prep Schools]]></category>
		<category><![CDATA[school reviews]]></category>
		<category><![CDATA[school visits]]></category>
		<guid isPermaLink="false">https://gabbitas.com/?p=19852</guid>

					<description><![CDATA[<p>The post <a href="https://gabbitas.com/school-review-brighton-college-prep-kensington/">School Review: Brighton College Prep Kensington </a> appeared first on <a href="https://gabbitas.com">Gabbitas</a>.</p>
]]></description>
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			<p>Our education consultant, <em>Sarah OshunWilliams</em>, recently visited Brighton College Prep Kensington to find out more about the school’s all-rounded, top education in the heart of Central London. Read our consultant&#8217;s comprehensive review.</p>
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<li><strong>Head </strong>Mrs Lois Gaffney</li>
<li><strong>Gender </strong>Co-educational</li>
<li><strong>Age</strong> 2-13 years</li>
<li><strong>Day/Boarding</strong> Day</li>
<li><strong>Location </strong>10 &#8211; 13 Prince’s Gardens, London, SW7 1ND</li>
<li><strong>Fees</strong> Contact us</li>
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<h3><!-- wp:paragraph --><strong>The School</strong></h3>
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<p><!-- wp:paragraph -->Brighton College Prep Kensington (BCPK) is an impressive and innovative school with high expectations and even higher standards. As the name suggests, the school is located in the heart of Kensington and is within walking distance to a number of local attractions, which has been expanded upon below. BCPK is a Cognita Group school, meaning that it has international links thanks to its global network of schools, teachers and education professionals.</p>
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<h3><!-- wp:paragraph --><strong><img loading="lazy" decoding="async" class="aligncenter wp-image-19870 size-large" src="https://gabbitas.com/wp-content/uploads/2023/08/bcpk3-1024x683.jpg" alt="" width="1024" height="683" srcset="https://gabbitas.com/wp-content/uploads/2023/08/bcpk3-1024x683.jpg 1024w, https://gabbitas.com/wp-content/uploads/2023/08/bcpk3-300x200.jpg 300w, https://gabbitas.com/wp-content/uploads/2023/08/bcpk3-768x512.jpg 768w, https://gabbitas.com/wp-content/uploads/2023/08/bcpk3-1536x1024.jpg 1536w, https://gabbitas.com/wp-content/uploads/2023/08/bcpk3-2048x1365.jpg 2048w" sizes="auto, (max-width: 1024px) 100vw, 1024px" /></strong></h3>
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<h3><strong>Location &amp; Facilities</strong></h3>
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<p><!-- wp:paragraph -->Located on a nice residential street in Kensington by the stunning Prince’s Gardens, BCPK is a stone’s throw away from various educational attractions, such as the V&amp;A, the Science Museum and the Natural History Museum.</p>
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<p><!-- wp:paragraph -->The school is also a 5-to-10 minute walk away from Hyde Park, where the children are sometimes taken for Physical Education and Forest School. When they don’t want to leave the school, though, they are fortunate to have 2-acres of green space behind the school, known as their ‘Secret Garden’. They utilise this space for, again, PE and outdoor learning but also for concerts and performances for parents, which was taking place on the day we visited.</p>
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<p><!-- wp:paragraph -->The school consists of four beautiful Grade II listed Victorian townhouses, with many original features. The townhouses are owned by Imperial College London which has forged a link between the two educational institutions, and this has only been strengthened by the children having access to the Imperial College Sports Centre next door. This facility is also used for PE, namely swimming and water polo, thanks to the indoor pool within.</p>
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<p><!-- wp:paragraph -->Their summer renovations will also see the additions of a senior grade Science Lab, an Art Studio space and an extra library. The school is also very proud of their <strong>Music Room</strong> due to its abundance of equipment, as well as its domed ceiling, provides great acoustics.</p>
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<h3><!-- wp:paragraph --><strong>Academics</strong></h3>
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<p><!-- wp:paragraph -->Whilst there is a certain scholastic threshold children have to meet upon admission to the school, they also take pride in the exploration and refinement of holistic, creative and technological skills. The school is exceedingly proud of their <em>Makerspace</em>, a classroom specifically designed to facilitate an all-rounded approach to education.</p>
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<p><!-- wp:paragraph -->The <em>Makerspace</em> contains two 3D printers which the children can use from Year 3 and there is even an area for the children to take apart and put back together various devices and pieces of technology – even through glue-gunning &amp; metal wielding.</p>
<p><!-- /wp:paragraph --></p>
<p><!-- wp:paragraph -->The art curriculum has been completely redesigned by the head of the department to incorporate even more creative learning. With the help from specialist music tutors from the <em>Royal College of Music,</em> the school ensures that the children are only being taught by the very best. In fact, the school delivers a robust training and development programme for the teachers so that the pupils are being taught the ‘Brighton Way’.</p>
<p>&nbsp;</p>
<p><img loading="lazy" decoding="async" class="aligncenter wp-image-19867 size-large" src="https://gabbitas.com/wp-content/uploads/2023/08/BCPK2-1024x683.jpg" alt="" width="1024" height="683" srcset="https://gabbitas.com/wp-content/uploads/2023/08/BCPK2-1024x683.jpg 1024w, https://gabbitas.com/wp-content/uploads/2023/08/BCPK2-300x200.jpg 300w, https://gabbitas.com/wp-content/uploads/2023/08/BCPK2-768x512.jpg 768w, https://gabbitas.com/wp-content/uploads/2023/08/BCPK2-1536x1024.jpg 1536w, https://gabbitas.com/wp-content/uploads/2023/08/BCPK2-2048x1365.jpg 2048w" sizes="auto, (max-width: 1024px) 100vw, 1024px" /></p>
<p><!-- /wp:paragraph --></p>
<p>&nbsp;</p>
<p><!-- wp:paragraph /--></p>
<h3><strong>School Ethos</strong></h3>
<p><!-- /wp:paragraph --></p>
<p><!-- wp:paragraph -->The school puts a strong emphasis on three pillars: Confidence, curiosity &amp; kindness. They are passionate about their pupils being individuals with the self-confidence to make their own decisions on things and step out of their comfort zone for any opportunities that come their way. They want the children to be comfortable being themselves, not the “second version of someone else”, no matter how quirky or unique they may be.</p>
<p><!-- /wp:paragraph --></p>
<p><!-- wp:paragraph -->Kindness is also an integral part of their ethos, they even promote that ‘kindness is the currency at Brighton College’. They aim to instil kindness in the children towards all things; towards themselves, towards each other, towards the environment and towards society itself. The hope is that this kindness will then be extended to those who were not fortunate or privileged enough to be able to attend a school like BCPK.</p>
<p><!-- /wp:paragraph --></p>
<p><!-- wp:paragraph -->The school also stresses the importance of children having access to nature and the outdoors, as it allows them the space to run, grow and be free. From every window you looked out of, there was always lots of greenery which is unique for Central London and good for those who may not have a garden at home.</p>
<p>&nbsp;</p>
<p><!-- /wp:paragraph --></p>
<p>&nbsp;</p>
<p><!-- wp:paragraph --><!-- /wp:paragraph --></p>
<h3><!-- wp:paragraph --><strong>Entry Requirements </strong></h3>
<p><!-- /wp:paragraph --></p>
<p><!-- wp:paragraph -->The school likes to meet every candidate and entrance is subject to testing at every stage.</p>
<p><!-- /wp:paragraph --></p>
<p><!-- wp:paragraph -->For the younger years, the school administer age-appropriate focus tests, and candidates must have a certain level of English or they may have to undergo an intensive English language course through Cognita.</p>
<p><!-- /wp:paragraph --></p>
<p><!-- wp:paragraph -->As they get older, the entrance exams include an English element, a Maths element and both verbal/non-verbal reasoning. Whilst the school is quite academically selective, they stress that so long as they pass a threshold, they will also be considering the candidate’s personality, social skills and characteristics. Prospective candidates are also required to attend interviews and provide references before admission.</p>
<p>&nbsp;</p>
<p><!-- /wp:paragraph --></p>
<p>&nbsp;</p>
<p><!-- wp:paragraph --><!-- /wp:paragraph --></p>
<h3><!-- wp:paragraph --><strong>Our Takeaway </strong></h3>
<p><!-- /wp:paragraph --></p>
<p><!-- wp:paragraph -->Brighton College Prep Kensington is a very impressive school that provides many sought-after amenities. The extensive outside space, the <em>Makerspace</em>, the partnership with Imperial College and the central location are all very unique features aimed at developing an all-rounded student.</p>
<p><!-- /wp:paragraph --></p>
<p>The pupils themselves seem very content and the original features of the townhouses were a sight to behold, especially with the abundance of natural light. It has the traditional feel of an independent school with some contemporary twists.</p>
<p><!-- /wp:paragraph --></p>
<p><!-- wp:paragraph -->For children and families looking for an academically rigorous environment with plenty of outdoor activities in the heart of London, Brighton College Prep Kensington is a serious contender.</p>
<p>&nbsp;</p>
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<p>&nbsp;</p>
<p><!-- wp:paragraph --><!-- /wp:paragraph --></p>
<p>&nbsp;</p>
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<p>&nbsp;</p>
<p><!-- wp:paragraph --><!-- /wp:paragraph --></p>
<h3><!-- wp:paragraph --><strong><em>Want to apply to this school?</em></strong></h3>
<p><!-- /wp:paragraph --></p>
<p>&nbsp;</p>
<p><!-- wp:buttons --></p>
<div class="wp-block-buttons"><!-- wp:button --></p>
<div class="wp-block-button"><a target="_blank" href="https://gabbitas.com/worldwide-locations/" rel="noopener" class="wp-block-button__link wp-element-button">Contact our Consultants</a></div>
<p><!-- /wp:button --></p>
</div>
<p><!-- /wp:buttons --> </p>

		</div>
	</div>
</div></div></div></div></div><p>The post <a href="https://gabbitas.com/school-review-brighton-college-prep-kensington/">School Review: Brighton College Prep Kensington </a> appeared first on <a href="https://gabbitas.com">Gabbitas</a>.</p>
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		<post-id xmlns="com-wordpress:feed-additions:1">19852</post-id>	</item>
		<item>
		<title>Bradfield College Visit</title>
		<link>https://gabbitas.com/bradfield-college-visit/</link>
		
		<dc:creator><![CDATA[Kim Hollamby]]></dc:creator>
		<pubDate>Mon, 24 Jun 2019 16:16:13 +0000</pubDate>
				<category><![CDATA[School Visits]]></category>
		<guid isPermaLink="false">https://gabbitas.com//?p=4185</guid>

					<description><![CDATA[<p>The post <a href="https://gabbitas.com/bradfield-college-visit/">Bradfield College Visit</a> appeared first on <a href="https://gabbitas.com">Gabbitas</a>.</p>
]]></description>
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			<p>Set in picturesque Berkshire countryside, Bradfield College is a mere hour away from London, spread around the village of Bradfield in Berkshire, making it a significant part of the local community. It was founded in 1850 to provide education for choirboys of the local church. That church, in which the Duchess of Cambridge was baptised, is now closed, and the school has its own Chapel.</p>
<p>The school has changed considerably since its nineteenth century foundation. Today it is a co-educational boarding school numbering 810 pupils, and offering IB as well as A-levels.</p>
<p>We started our visit to Bradfield College with meeting the headmaster, Dr Christopher Stevens. He’s been at the helm for 4 years, during which time his liberal educational ideas and business savvy helped to improve the school in both reputation and ratings: academically, it&#8217;s now three-times oversubscribed and in a good position to select the best students; on the business side, it has international expansion plans. Bradfield’s ethos is to provide an outstanding education for life, equipping the young people in its care to flourish personally and professionally after they leave school. Dr Stevens told us that he encourages his students to follow their calling, even if it goes against their parents’ wishes; and last year’s graduates destinations are the proof of that: while many of last year’s graduates went to Oxbridge and Russell Group Universities, one of the boys joined the youth team of Burnley FC! With his encouragement, decisions in Bradfield are taken by the staff asking themselves ‘what is in the best interests of their pupils?”</p>

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			<div class="vc_single_image-wrapper   vc_box_border_grey"><img loading="lazy" decoding="async" width="819" height="1024" src="https://gabbitas.com/wp-content/uploads/2019/05/Bradfield-College-2-min-819x1024.jpg" class="vc_single_image-img attachment-large" alt="" title="Bradfield College 2-min" srcset="https://gabbitas.com/wp-content/uploads/2019/05/Bradfield-College-2-min-819x1024.jpg 819w, https://gabbitas.com/wp-content/uploads/2019/05/Bradfield-College-2-min-240x300.jpg 240w, https://gabbitas.com/wp-content/uploads/2019/05/Bradfield-College-2-min-768x960.jpg 768w, https://gabbitas.com/wp-content/uploads/2019/05/Bradfield-College-2-min.jpg 1814w" sizes="auto, (max-width: 819px) 100vw, 819px"  data-dt-location="https://gabbitas.com/bradfield-college-visit/bradfield-college-2-min/" /></div><figcaption class="vc_figure-caption">The Art studio</figcaption>
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			<p>After our meeting with the Headmaster, we were taken on a tour of the school, and saw the science and IT labs, the art studio, sports facilities, which impressed us, all being well maintained and intelligently used.</p>
<p>Then came the icing on the cake – the Greek amphitheatre, or ‘the Greeker’ as it is lovingly known at the school. It was built in 1882 in the disused chalk pit by the then headmaster H.B.Gray. When Gray became the headmaster, the college was in decline, and would probably not have made it into the 20<sup>th</sup> century had it not been for Gray’s imaginative initiative of introducing the Greek Play. It became so popular, it was talked about in academic circles, reported in <em>The Illustrated London News </em>and brought the school fame, finances and secured its future.</p>

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			<div class="vc_single_image-wrapper   vc_box_border_grey"><img loading="lazy" decoding="async" width="819" height="1024" src="https://gabbitas.com/wp-content/uploads/2019/05/Bradfield-College-3-min-819x1024.jpg" class="vc_single_image-img attachment-large" alt="" title="Bradfield College 3-min" srcset="https://gabbitas.com/wp-content/uploads/2019/05/Bradfield-College-3-min-819x1024.jpg 819w, https://gabbitas.com/wp-content/uploads/2019/05/Bradfield-College-3-min-240x300.jpg 240w, https://gabbitas.com/wp-content/uploads/2019/05/Bradfield-College-3-min-768x960.jpg 768w, https://gabbitas.com/wp-content/uploads/2019/05/Bradfield-College-3-min.jpg 1814w" sizes="auto, (max-width: 819px) 100vw, 819px"  data-dt-location="https://gabbitas.com/bradfield-college-visit/bradfield-college-3-min/" /></div><figcaption class="vc_figure-caption">Bradfield amphitheatre, known as ‘The Greeker’</figcaption>
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			<p>If the Greeker transformed the school’s fortunes, the opening of the Faulkner’s boarding house revolutionised its pastoral set-up. This is where pupils come when they first join the school, they start the year together and do all their activities together as a year group. This allows the new pupils to integrate into the school, before moving to senior boarding houses for the remaining 4 years at the school. The facilities at Faulkner’s are modern, clean, with the homey feel. The house has its own Dining Hall too.</p>

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			<div class="vc_single_image-wrapper   vc_box_border_grey"><img loading="lazy" decoding="async" width="1024" height="676" src="https://gabbitas.com/wp-content/uploads/2019/05/Bradfield-College-4-min-1024x676.jpg" class="vc_single_image-img attachment-large" alt="" title="Bradfield College 4-min" srcset="https://gabbitas.com/wp-content/uploads/2019/05/Bradfield-College-4-min-1024x676.jpg 1024w, https://gabbitas.com/wp-content/uploads/2019/05/Bradfield-College-4-min-300x198.jpg 300w, https://gabbitas.com/wp-content/uploads/2019/05/Bradfield-College-4-min-768x507.jpg 768w" sizes="auto, (max-width: 1024px) 100vw, 1024px"  data-dt-location="https://gabbitas.com/bradfield-college-visit/bradfield-college-4-min/" /></div><figcaption class="vc_figure-caption">The Faulkner boarding house revolutionised pastoral care</figcaption>
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			<p>We were impressed with Bradfield: it is a modern school with history and tradition, it has excellent leadership, dedicated staff, great facilities and provides excellent education.</p>

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			<div class="vc_single_image-wrapper   vc_box_border_grey"><img loading="lazy" decoding="async" width="819" height="1024" src="https://gabbitas.com/wp-content/uploads/2019/05/Bradfield-College-5-min-819x1024.jpg" class="vc_single_image-img attachment-large" alt="" title="Bradfield College 5-min" srcset="https://gabbitas.com/wp-content/uploads/2019/05/Bradfield-College-5-min-819x1024.jpg 819w, https://gabbitas.com/wp-content/uploads/2019/05/Bradfield-College-5-min-240x300.jpg 240w, https://gabbitas.com/wp-content/uploads/2019/05/Bradfield-College-5-min-768x960.jpg 768w, https://gabbitas.com/wp-content/uploads/2019/05/Bradfield-College-5-min.jpg 1814w" sizes="auto, (max-width: 819px) 100vw, 819px"  data-dt-location="https://gabbitas.com/bradfield-college-visit/bradfield-college-5-min/" /></div><figcaption class="vc_figure-caption">Brand-new Apple computers at IT lab</figcaption>
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</div><p>The post <a href="https://gabbitas.com/bradfield-college-visit/">Bradfield College Visit</a> appeared first on <a href="https://gabbitas.com">Gabbitas</a>.</p>
]]></content:encoded>
					
		
		
		<post-id xmlns="com-wordpress:feed-additions:1">4185</post-id>	</item>
		<item>
		<title>Stonar School Visit</title>
		<link>https://gabbitas.com/stonar-school-visit/</link>
		
		<dc:creator><![CDATA[Kim Hollamby]]></dc:creator>
		<pubDate>Mon, 24 Jun 2019 16:15:40 +0000</pubDate>
				<category><![CDATA[School Visits]]></category>
		<guid isPermaLink="false">https://gabbitas.com//?p=4075</guid>

					<description><![CDATA[<p>The post <a href="https://gabbitas.com/stonar-school-visit/">Stonar School Visit</a> appeared first on <a href="https://gabbitas.com">Gabbitas</a>.</p>
]]></description>
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ready to ride"><img loading="lazy" decoding="async" class="preload-me aspect" src="https://gabbitas.com/wp-content/uploads/2019/05/Stoner-School-raw-image-5-1151x1151.jpg" srcset="https://gabbitas.com/wp-content/uploads/2019/05/Stoner-School-raw-image-5-1151x1151.jpg 1151w" style="--ratio: 1151 / 1151" sizes="auto, (max-width: 1151px) 100vw, 1151px" alt="" width="1151" height="1151"  /><span class="gallery-rollover"><span class="gallery-zoom-ico icomoon-the7-font-the7-zoom-06"><span></span></span></span></a></figure></div><div data-post-id="4119" data-date="2019-05-23T11:13:35+01:00" data-name="In a girls’ boarding house – unequivocally equestrian"><figure class="post"><a href="https://gabbitas.com/wp-content/uploads/2019/05/Stoner-School-raw-image-6.jpg" class="rollover dt-pswp-item" data-large_image_width="1440" data-large_image_height="1671" data-dt-img-description="" title="In a girls’ boarding house – unequivocally equestrian"><img loading="lazy" decoding="async" class="preload-me aspect" src="https://gabbitas.com/wp-content/uploads/2019/05/Stoner-School-raw-image-6-1440x1440.jpg" srcset="https://gabbitas.com/wp-content/uploads/2019/05/Stoner-School-raw-image-6-1440x1440.jpg 1440w" style="--ratio: 1440 / 1440" sizes="auto, (max-width: 1440px) 100vw, 1440px" alt="" width="1440" height="1440"  /><span class="gallery-rollover"><span class="gallery-zoom-ico icomoon-the7-font-the7-zoom-06"><span></span></span></span></a></figure></div><div data-post-id="4120" data-date="2019-05-23T11:14:05+01:00" data-name="In the Art studio – a fusion of design and photography"><figure class="post"><a href="https://gabbitas.com/wp-content/uploads/2019/05/Stoner-School-raw-image-7.jpg" class="rollover dt-pswp-item" data-large_image_width="3024" data-large_image_height="4032" data-dt-img-description="" title="In the Art studio – a fusion of design and photography"><img loading="lazy" decoding="async" class="preload-me aspect" src="https://gabbitas.com/wp-content/uploads/2019/05/Stoner-School-raw-image-7-3024x3024.jpg" srcset="https://gabbitas.com/wp-content/uploads/2019/05/Stoner-School-raw-image-7-3024x3024.jpg 3024w" style="--ratio: 3024 / 3024" sizes="auto, (max-width: 3024px) 100vw, 3024px" alt="" width="3024" height="3024"  /><span class="gallery-rollover"><span class="gallery-zoom-ico icomoon-the7-font-the7-zoom-06"><span></span></span></span></a></figure></div><div data-post-id="4121" data-date="2019-05-23T11:14:13+01:00" data-name="Joint heads miss Gladys Crook, miss Isabel Blackwell and miss Edith Joslin, known as “The Three”"><figure class="post"><a href="https://gabbitas.com/wp-content/uploads/2019/05/Stoner-School-raw-image-8.jpg" class="rollover dt-pswp-item" data-large_image_width="1440" data-large_image_height="1671" data-dt-img-description="" title="Joint heads miss Gladys Crook, miss Isabel Blackwell and miss Edith Joslin, known as “The Three”"><img loading="lazy" decoding="async" class="preload-me aspect" src="https://gabbitas.com/wp-content/uploads/2019/05/Stoner-School-raw-image-8-1440x1440.jpg" srcset="https://gabbitas.com/wp-content/uploads/2019/05/Stoner-School-raw-image-8-1440x1440.jpg 1440w" style="--ratio: 1440 / 1440" sizes="auto, (max-width: 1440px) 100vw, 1440px" alt="" width="1440" height="1440"  /><span class="gallery-rollover"><span class="gallery-zoom-ico icomoon-the7-font-the7-zoom-06"><span></span></span></span></a></figure></div><div data-post-id="4122" data-date="2019-05-23T11:14:22+01:00" data-name="At Stonar, horses have priority of passage"><figure class="post"><a href="https://gabbitas.com/wp-content/uploads/2019/05/Stoner-School-raw-image-1.jpg" class="rollover dt-pswp-item" data-large_image_width="1423" data-large_image_height="1423" data-dt-img-description="" title="At Stonar, horses have priority of passage"><img loading="lazy" decoding="async" class="preload-me aspect" src="https://gabbitas.com/wp-content/uploads/2019/05/Stoner-School-raw-image-1.jpg" srcset="https://gabbitas.com/wp-content/uploads/2019/05/Stoner-School-raw-image-1.jpg 1423w" style="--ratio: 1423 / 1423" sizes="auto, (max-width: 1423px) 100vw, 1423px" alt="" width="1423" height="1423"  /><span class="gallery-rollover"><span class="gallery-zoom-ico icomoon-the7-font-the7-zoom-06"><span></span></span></span></a></figure></div></div></div></div></div></div><div class="vc_row wpb_row vc_row-fluid"><div class="wpb_column vc_column_container vc_col-sm-12"><div class="vc_column-inner"><div class="wpb_wrapper">
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			<p>Stonar is a school like no other. It is a boarding school with a high educational ethos and good facilities, but it is also an equestrian centre of excellence, teaching some young people to ride for pleasure while training others to become champions. As we entered the school, we noticed the sign on the other side, for exit: “Please give way to horses”.  Inside the school, reminders of its equestrian focus are everywhere: there are cabinets full of trophies, awards for winning equestrian competitions displayed on the walls and stands throughout the school. There is an enclosed dressage arena, with a viewers’ gallery above and a line of comfy chairs, for parents and visitors to observe students in training. In an adjacent classroom, a teacher and a group of students were looking at the TV screen, studying minute details of the dressage practice, analysing which gaits were good and which could be improved. As we walked around the school, we had a strong feeling that we were somewhere unusual.</p>
<div id="attachment_4115" style="width: 1034px" class="wp-caption aligncenter"><img loading="lazy" decoding="async" aria-describedby="caption-attachment-4115" class="wp-image-4115 size-large" src="https://gabbitas.com///wp-content/uploads/2019/05/Stoner-School-raw-image-2-1024x831.jpg" alt="" width="1024" height="831" srcset="https://gabbitas.com/wp-content/uploads/2019/05/Stoner-School-raw-image-2-1024x831.jpg 1024w, https://gabbitas.com/wp-content/uploads/2019/05/Stoner-School-raw-image-2-300x243.jpg 300w, https://gabbitas.com/wp-content/uploads/2019/05/Stoner-School-raw-image-2-768x623.jpg 768w" sizes="auto, (max-width: 1024px) 100vw, 1024px" /><p id="caption-attachment-4115" class="wp-caption-text">Analyzing the steps of the dressage</p></div>
<p>And yet, it is a school like any other good school in terms of academic performance. Stonar educates boys and girls from the age of 2 to 18, and is a part of the NACE educational group, with 20 international partners. One of the parents had this to say about the school: “My two daughters have had opportunities to visit other NACE schools, in Spain and Mallorca, with sport, academic and choir groups. Stonar offers them the opportunity to ride every day at the school equestrian centre. The school develops each child and encourages them to achieve their full potential, as well as offering them immense opportunities to develop as individuals.” Isn&#8217;t this what we all want for our children? The latest Independent Schools’ inspection report described Stonar as ‘Excellent’, praising pupils’ academic progress and social development. Like the parent’s praise quoted above, the report is a testimony to the quality of academic and pastoral support pupils receive here.</p>
<p>Stonar wasn’t always an equestrian school. It was established at Stour House in Sandwich, Kent, in 1895. In 1920, the school was taken over by three joint heads Miss Gladys Crook, Miss Isabel Blackwell and Miss Edith Joslin, affectionately known by Stonarians as &#8220;the Three&#8221;. They expanded the school and moved it to a more spacious House.  From then on, it has been known as Stonar House School. The story has it that the first pony called Tufty arrived when the school acquired its new, extensive grounds. Riding was firmly established there by 1934. Stonar House remained the school&#8217;s home until the outbreak of the Second World War, when the school had to move. One of the Heads had relatives in Wiltshire who alerted her to Cottles Park. The school was packed up, and, together with the ponies, a goat called Ambrosia, a dog, a cat and a bowl of goldfish, moved to its current location near Bath. In the words of Miss Blackwell: &#8220;We were a tired and almost exhausted group of Stonarites who arrived late evening at our new domicile – Cottles Park – was it to be worth it in the future? Time has proved that it was.</p>
<div id="attachment_4116" style="width: 858px" class="wp-caption aligncenter"><img loading="lazy" decoding="async" aria-describedby="caption-attachment-4116" class="wp-image-4116 size-large" src="https://gabbitas.com///wp-content/uploads/2019/05/Stoner-School-raw-image-3-848x1024.jpg" alt="" width="848" height="1024" srcset="https://gabbitas.com/wp-content/uploads/2019/05/Stoner-School-raw-image-3-848x1024.jpg 848w, https://gabbitas.com/wp-content/uploads/2019/05/Stoner-School-raw-image-3-248x300.jpg 248w, https://gabbitas.com/wp-content/uploads/2019/05/Stoner-School-raw-image-3-768x927.jpg 768w" sizes="auto, (max-width: 848px) 100vw, 848px" /><p id="caption-attachment-4116" class="wp-caption-text">Mrs Blackwell, one of the three founders</p></div><br />
<div id="attachment_4117" style="width: 892px" class="wp-caption aligncenter"><img loading="lazy" decoding="async" aria-describedby="caption-attachment-4117" class="wp-image-4117 size-large" src="https://gabbitas.com///wp-content/uploads/2019/05/Stoner-School-raw-image-4-882x1024.jpg" alt="" width="882" height="1024" srcset="https://gabbitas.com/wp-content/uploads/2019/05/Stoner-School-raw-image-4-882x1024.jpg 882w, https://gabbitas.com/wp-content/uploads/2019/05/Stoner-School-raw-image-4-259x300.jpg 259w, https://gabbitas.com/wp-content/uploads/2019/05/Stoner-School-raw-image-4-768x891.jpg 768w, https://gabbitas.com/wp-content/uploads/2019/05/Stoner-School-raw-image-4.jpg 1440w" sizes="auto, (max-width: 882px) 100vw, 882px" /><p id="caption-attachment-4117" class="wp-caption-text">Well looked after in the school’s stables</p></div>
<p>Since then Stonar and its unique Equestrian Centre have flourished within its superb parkland setting. We found it heart-warming to see students walking around the territory of the school in their riding gear, carrying saddles and bridles.  The stables were well-appointed, the horses clean and well looked after. There was even a facility for walking the horses, a bit like a hamster wheel or a revolving door of a hospital, only larger; a handsome chocolate-brown Arabian horse with a well-groomed black main slowly did the rounds of his daily exercise routine. We loved the proximity of the stables to the main school, the way the children behaved around the animals, one could feel that, like with children growing on a farm, looking after the horses gave them a particular kind of maturity and confidence. Looking after animals helps the children develop emotionally, gain a sense of responsibility. But with horses, there’s also something else – to ride them, children have to learn to work together, to understand another creature’s needs and concerns and adapt to them. We had a strong sense that horses were a part of the educational process.</p>
<div id="attachment_4118" style="width: 1034px" class="wp-caption aligncenter"><img loading="lazy" decoding="async" aria-describedby="caption-attachment-4118" class="wp-image-4118 size-large" src="https://gabbitas.com///wp-content/uploads/2019/05/Stoner-School-raw-image-5-1024x909.jpg" alt="" width="1024" height="909" srcset="https://gabbitas.com/wp-content/uploads/2019/05/Stoner-School-raw-image-5-1024x909.jpg 1024w, https://gabbitas.com/wp-content/uploads/2019/05/Stoner-School-raw-image-5-300x266.jpg 300w, https://gabbitas.com/wp-content/uploads/2019/05/Stoner-School-raw-image-5-768x682.jpg 768w, https://gabbitas.com/wp-content/uploads/2019/05/Stoner-School-raw-image-5.jpg 1296w" sizes="auto, (max-width: 1024px) 100vw, 1024px" /><p id="caption-attachment-4118" class="wp-caption-text">In the school’s courtyard &#8211; ready to ride</p></div>
<p>Walking around Stonar, one can feel its warm, supportive ethos. It is not the most modern or best equipped of schools, some of the facilities may seem a bit tired. But the overwhelming atmosphere is happy and positive, children are relaxed and friendly, the stuff open-minded, and as so often the case, when there is competitive sport involved, there is an atmosphere of camaraderie and focus. We visited two boarding houses – a boys’ and a girls’. These were not super modern, but everything was clean and in good working order; the sofas soft and cosy, the kitchen sufficiently equipped and well-stocked with fresh fruit, tea and biscuits, reflecting the caring nature of the school. Many beds sported duvet covers with horses, many bed-side tables had riding trophies on them. We also visited the art studio, and their art is exceptional.</p>
<div id="attachment_4119" style="width: 892px" class="wp-caption aligncenter"><img loading="lazy" decoding="async" aria-describedby="caption-attachment-4119" class="wp-image-4119 size-large" src="https://gabbitas.com///wp-content/uploads/2019/05/Stoner-School-raw-image-6-882x1024.jpg" alt="" width="882" height="1024" srcset="https://gabbitas.com/wp-content/uploads/2019/05/Stoner-School-raw-image-6-882x1024.jpg 882w, https://gabbitas.com/wp-content/uploads/2019/05/Stoner-School-raw-image-6-259x300.jpg 259w, https://gabbitas.com/wp-content/uploads/2019/05/Stoner-School-raw-image-6-768x891.jpg 768w, https://gabbitas.com/wp-content/uploads/2019/05/Stoner-School-raw-image-6.jpg 1440w" sizes="auto, (max-width: 882px) 100vw, 882px" /><p id="caption-attachment-4119" class="wp-caption-text">In a girls’ boarding house – unequivocally equestrian</p></div>
<p>As we were leaving the school, in the once grand reception, now showing signs of wear and tear, we noticed a sculpture. When we got closer, we realised that it was of “The Three”, the founders of the school, as popular in their time as they are today, and warmly remembered. They would have been pleased to know that their impact on the school ethos remains very much alive.</p>

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