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Visit our <a target="_blank" href="https://www.deakin.edu.au/footer/privacy" rel="noopener">privacy policy</a> for more information.</p> 234 </div> 235 236 <div id="site-wrapper"> 237 <main> 238 239<section class="page-banner"> 240 <div class="banner--image"> 241 <img data-align="" src="data:image/png;base64,R0lGODlhAQABAAD/ACwAAAAAAQABAAACADs=" data-src="https://greateraccessforall.com/wp-content/uploads/sites/32/2026/06/QsJtyP7J7o.png" srcset="https://greateraccessforall.com/wp-content/uploads/sites/32/2026/06/QsJtyP7J7o-180x77.png 180w,https://greateraccessforall.com/wp-content/uploads/sites/32/2026/06/QsJtyP7J7o-320x137.png 320w,https://greateraccessforall.com/wp-content/uploads/sites/32/2026/06/QsJtyP7J7o-480x206.png 480w,https://greateraccessforall.com/wp-content/uploads/sites/32/2026/06/QsJtyP7J7o-640x274.png 640w,https://greateraccessforall.com/wp-content/uploads/sites/32/2026/06/QsJtyP7J7o-800x343.png 800w,https://greateraccessforall.com/wp-content/uploads/sites/32/2026/06/QsJtyP7J7o-960x412.png 960w,https://greateraccessforall.com/wp-content/uploads/sites/32/2026/06/QsJtyP7J7o-1280x549.png 1280w,https://greateraccessforall.com/wp-content/uploads/sites/32/2026/06/QsJtyP7J7o-1600x686.png 1600w,https://greateraccessforall.com/wp-content/uploads/sites/32/2026/06/QsJtyP7J7o.png 1819w" sizes="100vw" loading="lazy" alt="" /> 242 </div> 243 <div class="row"> 244 <div class="col-lg-6"> 245 <div class="banner--content"> 246 <div class="breadcrumb"> 247 <a href="https://greateraccessforall.com/">Home</a> </div> 248 <div class="title"> 249 <h1>Outcomes</h1> 250 </div> 251 </div> 252 </div> 253 </div> 254</section> 255 256 <section class="default-page--body"> 257 <div class="row --gutter"> 258 <div class="content--wrap"> 259 260<div class="page-overview weight-bold highlight-first --wysiwyg"> 261 <p>Explore outcomes from our recent research, including contributions to policy and interactive maps for essential services.</p> 262</div> 263 264<div class="media-list --merge"> 265 <div class="grid-wrapper orientation-portrait type-icon text-default cols-1"> 266 <a class="media media--link link vid-0" href="https://onlinelibrary.wiley.com/doi/full/10.1111/ajr.13204?trk=public_post_comment-text" target="_blank"> 267 <div class="media--icon"></div> 268 <div class="title"> 269 <span>The collaborative potential of the rural health and student equity fields in higher education</span> 270 <div class="media--content --wysiwyg"><p>Publication – 13 December 2024</p> 271</div> 272 </div> 273 </a> 274 <a class="media media--file pdf vid-0" href="https://greateraccessforall.com/wp-content/uploads/sites/32/2026/06/SMART-User-Guidev1.5.pdf" target="_blank" download> 275 <div class="media--icon"></div> 276 <div class="title"> 277 <span>Spatial Methodology Appraisal of Research Tool (SMART) User Guide</span> 278 <i>(pdf, 174 KB)</i> <div class="media--content --wysiwyg"><p>This user guide outlines each item of the Spatial Methodology Appraisal of Research Tool (SMART) and provides a de
278scription for assessment.</p> 279</div> 280 </div> 281 </a> 282 <a class="media media--file pdf vid-0" href="https://greateraccessforall.com/wp-content/uploads/sites/32/2026/06/SMART-formv1.5.pdf" target="_blank" download> 283 <div class="media--icon"></div> 284 <div class="title"> 285 <span>Spatial Methodology Appraisal of Research Tool (SMART) </span> 286 <i>(pdf, 46 KB)</i> <div class="media--content --wysiwyg"><p>SMART is a quality appraisal tool specifically designed to evaluate the methodological quality of spatial research. The 16-item tool comprises four domains: (1) methods rationale, (2) data quality, (3) spatial data problems, and (4) spatial analysis methods.</p> 287</div> 288 </div> 289 </a> 290 <a class="media media--link link vid-0" href="https://deakin.maps.arcgis.com/apps/instant/insets/index.html?appid=32050212a591472ca22c7ab2db5a1713" target="_blank"> 291 <div class="media--icon"></div> 292 <div class="title"> 293 <span>Physical Access to Australian Primary Schools</span> 294 <div class="media--content --wysiwyg"><p>A national database of distances to education services and associated interactive maps completed for the annual report of the Australian Regional Education Commissioner.</p> 295</div> 296 </div> 297 </a> 298 <a class="media media--link link vid-0" href="https://deakin.maps.arcgis.com/apps/instant/insets/index.html?appid=34013af9687d4d49b441767a6cc42999" target="_blank"> 299 <div class="media--icon"></div> 300 <div class="title"> 301 <span>Physical Access to Australian Secondary Schools</span> 302 <div class="media--content --wysiwyg"><p>A national database of distances to education services and associated interactive maps completed for the annual report of the Australian Regional Education Commissioner</p> 303</div> 304 </div> 305 </a> 306 <a class="media media--link link vid-0" href="https://deakin.maps.arcgis.com/apps/instant/insets/index.html?appid=265612ba0b534c97a873b27d68a47150" target="_blank"> 307 <div class="media--icon"></div> 308 <div class="title"> 309 <span>Physical Access to Australian University Campuses Schools</span> 310 <div class="media--content --wysiwyg"><p>A national database of distances to education services and associated interactive maps completed for the annual report of the Australian Regional Education Commissioner</p> 311</div> 312 </div> 313 </a> 314 <a class="media media--link link vid-0" href="https://deakin.maps.arcgis.com/apps/instant/insets/index.html?appid=aff08675ff7a4f3babe1c2f244d2cafe" target="_blank"> 315 <div class="media--icon"></div> 316 <div class="title"> 317 <span>Physical Access to General Practice Services</span> 318 <div class="media--content --wysiwyg"><p>A national database of distances to General Practice Services and associated interactive maps completed for Deakin Rural Health.</p> 319</div> 320 </div> 321 </a> 322 <a class="media media--link link vid-0" href="https://deakin.maps.arcgis.com/apps/instant/insets/index.html?appid=0189250e1bde45458e19fb14dfcc76d1" target="_blank"> 323 <div class="media--icon"></div> 324 <div class="title"> 325 <span>Physical Access to Childcare Services in Australia</span> 326 <div class="media--content --wysiwyg"><p>A national database of distances to AQACE and associated interactive maps completed for Deakin Rural Health.</p> 327</div> 328 </div> 329 </a> 330 <a class="media media--link link vid-0" href="https://experience.arcgis.com/experience/77f9893b068d47f298428631884ffb38" target="_blank"> 331 <div class="media--icon"></div> 332 <div class="title"> 333 <span>Grampian Health</span> 334 <div class="media--content --wysiwyg"><p>Grampian Health SA1 Aggregates</p> 335</div> 336 </div> 337 </a> 338 </div> 339</div> 340 341 </div> 342 </div> 343 </section> 344 345 346 </main> 347 348 <footer class="site-footer" role="contentinfo"> 349 350 <div class="footer--body"> 351 <div class="row"> 352 <div class="col-lg-5-5"> 353 <div class="footer--logos"> 354 <svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" viewB
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
354pDmiShtW7IIFzCiDEr9N0INYTPj1ogSkqUD1uAmZWG+dU0QN9guTYJYU9Ec+70G2yM295OLIxb7knS2x8c4BrOYmphriBhs91psx6h81GI7EYzNujpusaw3WwERS68Z2QN7SuAiRR0AiPgdm5CR4dKUMKEjShgGJhkDK1DuA7viR3F2xY+qh39/hgQAxSeKoylXBQZN4BQJPJesX4wnnk+nqs/67NLpWPqm6tCN51yQt9BhJr6EyDPcgvSLnC2gjRqHI609ItQj5d/fBh43w8F+rHzxQzn2t8J8podVGF9hopDEMb7WEkBuH7x28GvhNdHWlApIapJvg0/c352jXBnMpcx8FVw8sB2519cnV8TqADwCfcuAcmSPP5DJB8HdGhbp9PVzuSL2AfCAl0acB2txYL6bhygxDVwgyXRVmQngo+JhhrR0oXKv7xG5IvZjGF+rOeAWGmZgAP4TQD+A75isY5bfAegBkCtgw+sAtlttvBBuHGLVfcohUmba1t5UDf65bNlybNy4oRaTPLV5a7g+Hry+bSEUZReDWHXUummoQTFVtUIVIJiqMzBN5o6UW4fQK1KWFKmqaheqgBEHlPUzyopa5VBD3MyY7RAlQGiWQ7lTkOaLCPYXh/49gR/GglV7ln1aliD/+GHxcaoXzbOfqUi8wOWtYrV9q+ULjiYw6SqY+64HxKNJpB9tB4zNP5MQUQtSE6QogPl2ixJCHKgVb0OMsXjJohORkkUnIpnxE8Sq60Kk1Cs/uA+LlGf32oliPq4bWgKa12HtDk1wyzakfvjC4GlaLE96hGWFOvnyC5//8SQ+zv2NO8Kypc5k8Zz+WhZdCLynkAtBzuBLJgmYLBc1ETwpDvOrCV5YN9eb1Mi9vgT45NaODBp9AD4o9/petqEtXeRe304A/25Tc30A/iPL/pWwFtQ1G/fJvb5v51Hvv6CfQcMKT0I/eOjnAOwYY9sqewD80Ka2kojPp1EQTC2bhbvPhKEoPBtHTc01EzmMvKmpqcHixfaIKg0NK6dU8E8twv3EK0mVgQkeSk5at9dHW3Y2VINYPRiLgqUcOFRxIul6oYk/kXqhiUsxylpCK1mk1Y0zsPVF5Jr/ne13yGZcNwB7RAnuwrFCzre+BSIG22uNKqjx6nI9YLwIEh/LgHMgWSzvLcAYJitei+WlAoxBi9dieakAYxgzIrzDQnCBN2KymgSgTQ3RkFWYIKI2pNwNojARMTRPAprXuczhteJESGySwP1XJCudiolfnXg7ZlNzpALlJSdGIlBgEzTBLcF/iBpFxpCx9CkjpXA2jUGcyYe4yXLSBMRLsItaC2Vzfm4FVvzCrPQ/WWm2Iw5NjqjTmZiNWGwlsrEtMW0mE3Kv73Xw39GxZNHoBhCQe31/s2dUxsi9vvvArSIGxtDMQQAL5V5fJEs/J8HdCDrG0A+Bu418Ns/6DwEYi9BzFMAn9FwsRAaSj8DYZcUsu8DPpSVrEAtsAJDIUWasxzBmiLBk3rx5U3ZCDgBr17agqqpqTG1UVlZNWWsJIBVvQ1EsBVieUNb9vqF93Y6GasZoIQibCIimjIG4AKFogmGm4k1w+4hUhg6CogoW6nY1YCaxMIEap5ew6m8/8sngt7abt1q4+6b7Awnm2jMmSwkU3IVDi5EL9oqx3MfmyOwWzrddDUaxHfwW27FafipjNWilZLA9arGduMF2v8V2fBbLjxsiiGU7Y2w+eNyyevA5UjRHVZmIAulBvKQ9XiA5md6F1KQ9isKJEkDqpt8wYF0mjKcJXYrU5EKCdXGiTfM6L1Pz/tpLpf6PXNx04iMX7em/4z21A3fdjuEHvhsFksLHHnABwSuqrAe3kmjNpz8tYtVXNTv0Iv14Ck3EQll/gcZQaKy4cYRNlmu30v8UFnUAGzL2aLDTpUYlDPMC20QEJC04Qpx4D4AvAzhhoSoB+CkAv9zr21OIsekh9/p+DuCtsG7RQODfvbfIvb5/mOjnpNzrWw4eNPM1i309DeBdcq/v6/nGXpB7fb8HcDmA7wGwahHwHIB3yr2+/VnaH5J7fZ8AcAusCyBHwWNnvL+QQSflXl8PMlxRMjgg9/r+Wqj+zcIY80+1YI+ZeDwebN7ckbc4MW/ePGzZ0jHlYmxoUeNtENF1uUtPLr6z/Y7w2p0r69Zub6hmicR8MDQCCBFYJGk5ISJjJlOCqr9MLJVxgxtasAiBtUNh9dNK2KxvP1K/8DuPNLSatZBQufvGTU1IKHkHulQhUhoL6cKRQavBdi/GtjhhVLfdJhdRozasTr6XjHEcU4lai+WNzo3Vv4FGsS2sxosIWCw/IWhEijrGWDX4Yli2hdxgEQDce+meAONfnMC3Lt2DH1//bPTmjW+WZs4uAfgENO8YDrnIiMtgOTcrYywofFqaRDt7iCgZA0OW9njLy7CK+EWUQIiDIe6/+ayopt+8TM2P117kTyiJXUz88NKrPaBXe6A889fAyU+/v4tO9ElsevIPdQR8oha22k82RMCR9eA+PQEiCtohepjASvTdACZ5QKlMcijcmWwz+/lhjMVFwBczbXvBxcFWk+OYLESREch1LGS4euXCbAok9Vpsg/k/CEGcOnE/kgiz+W/JFbENAD4N4GMA5hoUfwXArwH8QO71GWV40PJP6FsJ5T2hFP2+R66IXQueJvND4EEa9YiBpzf9odzrey6PvtrkitgD4N/DTwC4GvqWhv3gMTA2AfjfHILEb8EDjGaSlhZV7vUdAQ9GeS+4QHITgLdAPzNFAtx148cAfiGsInIi9/o2yxWxEIDbwK/7teABNTMh0f5mAO1yr++NHE3vhv7qiFHWEyN+DOMbwryCXtodX4KIvOpq+1SmsrISmzd3oKVlXTLbhhkaGlaisXH1lBYlVObOnYfOzk7/RI9jLHz795+KgN9vtqrbgte3SUU0IimMeV3EvG6XCwkFcLn4j8mIC9GRBKKtFqwhjAhef5/EEsVtIBsmToT194TqW8fcjknEPcEm6N8TBIkozhiztIgpshnWGew2a2mbixD0Y3AFiKiWMRbK1YCIf+e3aTxTAa/Z+VKOe9CQxX4j0P98BYgoYOa+WXymJIv9FgyxaOfV2RXP1A7UDIVEJIMv3GfWu5Lde+keiQFdma3NnF2C5T95c+TM6tKCiRJA0l2kTrytztcqQxykVpWs+/bciJcAmUhfsZ05uwTvXnVedO6HZ1m2BumvvVRKKIk9LIsaXPThOpSs/EocwHobV45HIT4Ue1564rj02PcP4aUnjkcBRAnY9OX989sL1GcdzFtoxBljRhOHSQkRtcJ8sMUIrFmQSDAveoQZY3mZMYof01Hf7QISBxcXDQO55oPFz1oEhbsWEWGaNumRK2Iy9FdpHpV7fQET9SvAxYlzwAMwHgHwnNzre9HGYdqCXBFjAC4CcCH47/EI+GfxWZF60s6+POCWDOeBB92Mg4sfz8q9vhE7+zLofyaAS0X/ZeDpQA8D+Kfc67Ni8WLU/jQAl4EHnZwFvhr0KoBnJiIlpzjfceiLMW/O5/NopzDh81UGidDy+OO7p7QrRya7d3eio6PDUKBQrQsaGlZOudSg2XjwwS1YvXo13G7Mj0YPRiZ6PFMJubbNGz8+sooUBAF4i0vdKCvLjN1ricg3tq4Y97+34r5Jb8KkIpsVJ8QEstVgd3tmVkGdeYxKvRoY0KAfL/i9nldndxw8NmA0S30JqaQCeqTdhwprcD2rxVHHlKXPXdC/9zI1D8xyX5g2hiznFDCRzMHEuUmON0tfzeocUFyrIwZtRZHDO0Es5u+C8ecz8/jroH+ems3OS4moCzrHzxiPsCtiHLboVF3PGAtmaVf3M1DEDG74jx4cwo9vePbRLz83P25i3GNBHZTplU49NNFAWwDgd195qV3Jcf9x9OAQ/vc/YtLDX4rVwuKqtEKJpmyiBACM/G872JHXFpb8R2vESttWYYzFfxB4JtR3aDgoNkkAJAYE/uuyPd4vPTu/tQDdhi2U9ZpVAicRVkza/Cic0hyYBKmqzBBHjj9+Y8CsQAQU9lr4p+DnOC/kXl8vgN6JHocZhHXC8+JR6L76ADxe6H6y9H8UY7A2MdH+SfBUoX8vVB8W+TD0RYnHJ4dIxiSPZ8YpJUoAPBDkggU1aGqSsW/fXvT0pPS9uXPnobKy6pSwkMhkwQIewDSRcPlhPdXiacuaRRtq48cSLTyWBIHAMDQwAhcDSkqtixMMiLpJWWr/SE30zbNzNEN/ogVwP/g6cPfvUfMWMfGsBV8VDxi0EYU9mcoAJC091kN/UuwFd3Nv1hM3RPwubVD+0wkvUuemNXOnEGDaYCxKWI5NmMNqWoLBtRKfqxVIDw0wWYgYbF9BRO16wo84HkmnTrwIWVYLZ1WVrKD9FAXPlBG1Ns7ciC+3OrAxmzQxxlqJKBJe+/LWf259w2t+HGi599I9kS/vnx/OXo4k8EmP1H/b1QE6Fs/Z9tCff+tHgf/A3XvpHkkjSqRBhBZZ2tMuR+0VmMSPdxjmV5vbiGj+FJhgqz9G0gQPQ0sQhXchCGG0yb0f5kUBL/gPuK1BqoQ67LezzTFSiynmluTgMIUxSgH7s3EdhQFEdOW8efMmehgFw+PxCIuIU8cqIhuVlZXweDw4erTPP9FjmQoE3//jOhBbkVB4BjEGQAFPNkoABgdGUFTsgsulpy3qI0SJheMYV2L0GPhcwg9jN08JYlFXLIhGxXYvzN071hdgTtUKfr/m1dknIZX1IAI+Xi/4/Yxe+dMJL4AWYd0SAY8B4YPq/p+dfMWlehhbM0uYYtdKhBSIYvT58kIILRA6ghAk/ODCX2Z5AIgUMYa4kavDjPNLvKJyCxFFwMUDO0UK9UsfzWamZIVvXRaJWvgNTCJibISBdAECPHiM+tqbLD9tOswIE8Ufur2JHvrqdeCTvnAhJuYuBn8269TSMtTCWtBFszwK88KEBH6Ox5qSVRc1taZNq9lWg9AUmlUovDDxlIGafiXMX+NCxDixYi0xHqwgIsvpfR0cHKwh3Iner7NrCGPLmGIbjDH/3LmnrjBxOlJZWYW+vmekiR7HZCV4fZvkUpQViqIEIeYORFyUSGbyEGUVhXDy+DDO8JSYansyiBLJsTBWJ9y+ct0PemFt8cS2+FtaxEp8I7K7vUqYXItukwlJPGpNls8rNiGQXNhthLFVjnY8U4V66Lv3eJHSEcy0s6mIuNige/M/94Oz4khNxv3ioYoU2y7ZvYUYKEBA1AVq3l9za9TsEWQEFwybrWeCgJHQkqve4RcH9pxZXSrBjCr1pkqg92DOYu631EjgMTTqAEBYGWzCGF1XtCgEbx5ajB20wlqk4iARRRhjdgX8AZAep4SI2jGGHwyh5tXZMzLbmEhXmEZwf0uzNAnTrbhN/QdsascuvOBjCk3oKBwcTn1ugX6g0d+ZCL6pi82BL71E5D3V3DhOd+bNm4d9+/ZazWZQMIKBNm8CQ3UArnMx5oeLxUEswqA8CjcirTzYZUH5wvU/CSiK6zoiCiAxEkj7GtFoXyuCuo0hkSAM9I+grLwoax+TSZRQEeJEFPakC48CWJotnsFYYYy1i7lVvuPNNVk+lWgFv9f35lF3zHEDTVjlZCMKPo+043NpC8JqohljG1M7Y6y9qLQU8uAAliBDmSmfVRSZf/PZ82k5+cEvnraM/3s9e/1M6KI8IzILgOcrNUSSu7zDxe5aAkm3/OrVKz//Tg+umVMG2BeZFoywRNcj1QQHIyf8Z1aXZm6OI2XeExWvI4l9f601is+RHAtD1H3p/AjSFbiAeED84IXA
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
354a6LgP76yZndcPNchZRkQ1woNjLF2IXJJFrpdqvms1YnnKHj8EG25OPjk32vhs1kH/iMva8YYFZ+ZXeCr/+2a8maunTrR1qq/68FFkFpYC0oUEc+riOhK8D8wYWbBKgTpIliteA6xDJcdIgrBWpDOAPj1lTXtaM9dJtsyxt0KLohKFvp0yOCVV165pLi4GE1NTZg5cyZwvgfxfS/hZOwEXPM8cDHAzQA3I1Dizegf/DzKi85CkYuh2O1CqduFy94RwD/Dv8X+v2zHW971Xux68Gd47H8fwPEjryf78c6uhvRWN+a8haHiounwzikHXIzHlABDvHcQm279Gwb6RvC2lRJc04sxQsAwAUNDwJHYCRx+9hgO7z2Kw/94AyPHRwAA0fX7cM4nFBwbGsC8efNw1lln4fDhwwCwAMAfsx27GZHAyuSbMcbstpwwK4qQMCMb776nKnxSZ8+l6urqivt8VZs6Orasamxcnbd1gMq8efPQ2cnTaFZVVaGvrw8//elGADBMldnYyONB5ArCuWjRYmzcuAH79u3F6tWj4zV0d/fgwQe3ZNS5ftQxzZs3Lxnf4qablqGmpgZ79+7FsWN9yTGqqUH1xJSJJhX00jCQ4KRCBIusrnvr9+sYoxVE5AcBYCxOGjHfBR6PRyyWSRrziCSKoqbuFLuYEDuExUNKV1ACdf4WL3cnSUdRmJ9YKvBmmhghzCgo+VpYbIDCYz0PpxB+g+0SbEjPKRaRJIPdT1lsLoQxJAIYR6I2l3MYZ/IWJsQkJA4+UV9CRFFkBHmcSm4buRCTYQmp1fGtd2x9tf7hff2y6UYITZLc1R6Vq+MZbUe15xI6aYOEr71fvF3PsvhQTRCPIuUOIZusI8E4KI9X8zqe14g0GFgmBGBsmuY106/GekavrNpn5hKP3lgy26wTb1dQKi+1V7PNtKgnhLWlSM/wASJqZYyZ8h3MEAPUcegpzk/BpDChOXdRnd162wDgiJm2HcxDRCXnnXfe9GnTpmH+/Pn47W9/i3mr3gPsewnHXzgGxs4DKTNw8uR1GKJ5KGUXYVpJEVyMwe1iKHIxFLkZ5l59LQDg1//zdfzyv7+cbP/8C+fhivfV4s3XfACl51SiqPTTAOsDQQS4JJ59I0FA+dllON/vxct74jjwh9fw5g+fjxECEsRAbmB69QyUSjPwpsWzMTxCOPxUHC/d/y/0R4/jpXv+jkDn9fjtLx5ATU0NHn74YQC4dKznJ5+Jud3ihFnBwRElJhaXa6S1r69v1caNG8YcoHHt2hbcfPMyrFmTakd1kTCKseDxeLB2bQvuuCO7u4PqzgFANxtHT0/3KMFiy5YqLFgw2kVFFUNaW9ehpqYDra3rRmXkaGxcrVt3omlpWQfGEH3ppYPtEz0WK7T/47PtMGnqX+dv87rcxwMKWC0DViRFA2hcLNTQD6RqCCllgTEGV1FxHXTuSxWQF6TRHaDRJEQKJQLA1OwgjECwtCAymVAtes0iwQZxwQa8BtsjFtuJj2kU48RUWOx2yM5YLCYAYBNGjq7CG38KUP+LcXbOUqB8DgCEM3zQAZGOhk2ewJaWYYypLgarAPj955W2Pbyv30oT3uFidy30/6BsA18l92eu1pMm2CWEq4O1kY8L7eDjX0VE7ZlCgEbUaUbqxz0O7h4QH6cxqqj9tzNNMM580IhKEhFJGccdyOjPLAGD1ypesT2k2ebP6MerrcC4y0mIUulrWwAEiWiTRcsJaPrRi1GxxGwjJs+dQ4H54x//6D906BCuu+46/OAHP8DBY0dRXs339e0/CmXkTLx+eA3K3bMwvcSN0hIXGBhcDHAxQBkZxuO/vR9/aG8FAAwOnERRUTHesXgJrlu+EufPezuODyZwciiBE8PPYwTHQCJKuzbbRoK45cSbF52Dl/fE0RV+DdKHzk9uHxHP3LoCUFwMZ/jPxNmvD6L7vv2obJqP0sNz8OKLL8Lv9+Phhx+G2+2uTiQSBkde+JgQdqKOdbzEgtNFlLDXauKV6Jw5leGNGzcExhJTAeBuEI891ol9+/air68PHo8HlZVVaW2uXbtulPXE4sWLsWVLR3J7Y+Nq3bgM27fvRF/f0VHbH3sse2YPbdsAF0O0bf3kJxuTYwa420euMVdWVmLLlg7MnTvPsN9ly5Zj8eLFtgW+7OnpUbOYTAlriXxpj9THIVJ0173tuyFG2ApiACORchRQlQkGLhSnvvoim4aCAHSECdV9WRU1UoKHJq4FS+0jAorYSLwwR1pwsmaRyGQK/WlxcJhUjEmYUP52wxH0PQ0MxwGglvZ/Bez8m6Psip/uwhR128gFYywozOEDz7827LdaX4FhDIkwUq4xfqSCDPoxOYNdpiEsaNaDizZ7iKgdXGzxgmcbCYrXR8U5VMu2EVGjmKQGwMWLMEsFvzRLXDyr1jveLBPukOinjoieQmpy7QefsLcyZikQlupisYuI6sGvUy3Sg1daYZV4XorRqnYA3AppFfhxhME/Ny1ikh8V+7xIfYYkMZZmcZ7DSKVv9Wa0n7R+ymLVFAI/TwEhQG4DP/+rYD4StUquc+dQYGKx2HwAKC8vBwA82vMCyt/MJxInD57E4e4ASko9gDu9HhHw3F+2448/+jreOBhN2/ex1U24oe7zODmUwMlhLgwQgBHWgxEeviKZ+lMBt5hQhOAw+51vQlH5v/Davj4cf30YRWeWpIsSydf8efrbzgYYw9Brgyh9z6W45ppr8MILLwBATmHCDIUSL/J1u8gcz+kiIEwViFhzX19fwA6rCQBZJ+tGVgja7XwiP3oyb7Q9F3p9ZrY11jHrke94jVCtJVyuRNi2Ric57X//XKjurd9tZgxNyWwZABiYGoYCSfMJAVdDeSBFI9RWSI0zoQl8mXTnUAUQNjVW3seJeJbtkbE2rln80cNnsTlpbKNxcDCH6eCXmdAjZRIO/0kWokRq+8ubJXrhHkm8DYNPpIOTcTI9BpYCiPYNKJYrMrBMs36VkOZ1AJj0wS5HwXjAxGbwyW4Q3IxtK7iFhxfcBSUoistIZWDoEjfbu8CPPZ8b7ZB4DoIHWK3NMs44UqlgW8DdA44glXnCku+dcKtZj5TpXhdSvniNFlV2P4T1A2MsxDLyOIMfZxxcFPAzni4qlNF3UJRRrUEC4K4hXUSkHmsAgDbDjPocFG2o7iN6xxsHN2uMg1/HPaJOHaz/MW0VdbTjb4G1GBoOY6C3t7cKAEpLSwEAsb434JpejPLKaQABr0dOJIUD/iC88dLz+M1XPoYHv9aANw5GUXaGBx/57FfxmW+3AQD++n+/xeCIgmFFwXCCMKIQEgpBUaZhmBiGiGFYYRgmhmGFx5AYFtuoxIVzrzoTIKCn83WMEMMIQTxY0rUjAS5UME8JSmZPw0DXMRwePAIAmD17NgAgkUgY/d6eMlAGdrR5uokddh4uTx3KQhs3bsgZ68FhYti9m8fuIEJzNHooOtHjGVeUkVZSkhJEWlDMlKWDqk0kA2t66/wt3lFNkQJFEZk4kLLAINGA3o9RzhRJpxdRg+1xxoPCj+mRo49ai2P1Wyzv4JAXeVtMKMwdNAoDTLHvg114V+NUdtvIBhNpRMuLXZmWISagWJY2o/TqQUk58M/rhmrn+sFXxtX2m7OsYE8ahLtLO/iP3pVi81PgbhNxTbk4gIXEA6MGwOMwxMCtJcKaJtdDn/XQrPYLi42Fot+ZSAkVaeU05SOifABIrgaMGqcOIfAf+rQywgokpOk/JtqK6tTVbsvECy7uhPV2is9JPTR/JBhjS4ln/vCLvtOOg/H4KGGkX5Ntwr1DbSNMRPPBxYWZSJ33TdCJJSHOn1reB+AouMgggZ9T9RjV41Dfh6A5B2KM88X41euwCVyseArpbj/NGC18qNujcMiLo0ePngUAw8PDAIDXB46BAMy4Yhb6e06i79kncc5VH4RChJGhATz9m5/guYd+DGVkGK6iIrzjpk/hfXWr4PWeiSKMYMass/H8nt14+eBBTDvzHAwlFAwnFC5OjFyEIVYEYESY/7I0dw5FiA7nvuMs9PzpNRx68gjOvX52SoxIWk2kW0+UVM/A0MGTGE7wCeasWbMATJ0JNmP2xaQYb5cPh9G43SONfX19tS0t69DUJE/0cBwyWLNm9ZSMLWEH7ZHGeN3874YVQkANMqGNEcEjSxBAIsYEknEjJOgsPPC4EcKdQyFof3VS7aoxJgp4YFMQ9b4fo+cRUqZL9xgIG2z3Ek9nb7Q/E8eK1WFcyD/4JXCl4V3UyFFg+6xQvm1PBRhj0XO/3lXPXK5dVuopihLW2061knfgM4ugvBwF+MRuT+Ku21Gy6l64zqlczyZfsEtDxGS81WTZEDJSy2bs121Hb7v4gQ2bqS/2RcHdONqzjzKtTggG49Xr32xds20YtSMsJ7LViSLHNRGuL0Gz7Yo25YzNUWjGn3k8RudA9JPZl6zZH9fpy3C7g3mGhoamAcCxY8cAABeUXYX+k5U44/JX8eojB3Hsn2GMjCRwpPsZPPnTu3BSLDDOnn8t3vOZ/8R51ReBFbswMJxAiduNKxZ+GI//pg2djzyIa5bficGEgsERwlBCwUjiDIyMfBpU0gZi/Rp3DhEEE1xwOPPtZ4K5GV5/6giGBhUoxW4RZwIaC4qUUFEszUD/9h6cOfRBAIDLxY0BT+e5eb6uIqcrzOZYE1VVVc0bN25oWrRoMWpqJl/gx9OVjo4tUyoTR0EgPAUgoEa+5DEgGFT3jpQ8ocoSQAJuPzKFCUXoF9DElYAqdKS+S6msHUCZ9ZTipzrbkHLf1RJEjnsbETOsxWD3JsZYmKUH18+kjYjm5xJARJw7KVsZBwe7yN+VI5u5O0Oc3RCP5tv2VOHQV6vDYOZXaqtmFuGVu6UmItpKRDIRBYnnIvafpJI25eWopC2vPPNXDH7zs4Az8XJwcCgQw8PDJwDg6FEevG56cQlejt6M8stnw1XsQuL4EXT99Ev457dux8lDURRNm4GrPvMtvPer7Sg/V8LAiIKBYQUnhxM4MZTAvPcuBQA88fADODmcQP9wAgMjCQyMKBhKEIYH345jR9bi8OH/h95XP4eeQ5/Ey69dj/7hM7hbh8LAphVj1uVeKEMKDu/r03flEKLECDG4zpmGxBtDmO46K+3YSkpKjozz6cwbJrCzzakU3PNUo6ioqJUxRFtb1030UBwEPT09aG1tAcDC3d2nn7WESgIsygUJEm4Ywp1DyBL8terikbSN9uo0FVfLAUjWURRRj1KihMpIwpngZhAy2N4kLIqz0QRutar3iGrKGVkeS+DxvSSjDoQo0ZpjHGMhbtCvv4B9Okxi8hYmFEqZgY/al7AUOHBK4yJlKTORRsdT5sKDt50DcGuIWvAflBYAu5SufXtg8ANEXc9iYOlFfpuG6+Dg4JCGoih9AL9pBwBvWREGBmfg1cM34Yy5XgDA0T2/BykKZl56Na655yGc965aDI4oGBxRMDCcEAIEFyfOung+ZlZUovfFZ9G1L4L+oQQGhrl4MTiiYGhEwdBIEfr7fTh+4hIcPXYlXn51MZ56/gs4evI8jBAwrABnvuNsAMAb/4wLQSIlSmiFigQBysxzgEQCJYNcXHnjjTcAAEVFRb3jfT7HiiNOTBx2nvqurq44kauxs7MTGzdusK1dh/xpaVmH7u5uuN0jY8rGNfVR4smAlGrWDBLBvdRfC+2vBgFMIW9mKwQWTU/HkVFPWzbpKuIe1c7pTA4r2a1E1JQpHBCRn4i2IsPCVUOmG3ErjOcpfnBxok0slEriUUdEu1BYUQIwdsPdSkS1Ykzqw1vgsThMAvJ25Si+4Xh45JHp9cxFLaCUkkqETcUfOBG0Y3BTgYN3VUdm39O1kJhrq5o6SYeo/D7vpqqZRT5whVJ9AACUrv1Z+6CE2w8nGKCDg0MBKCsriwJ8Mn/48GFUziwFlBG88WAYiaffSJZ70/vrIS39PFBSjMERhZu+Q8SFUAjDbkKRi4Ex4JL3fhRP/HI9/v7Q/Xjnv30TwwkFQwmFW1cIQaP/WByHD0RwrPsATvZ2YehILw4dfxXFyiGQQlCG+VJe7/aXceKlEyg5bxqK55yBEmkG3OdPwwhcSXHixMj7Afwes+g4gJTIoijKS+N6Mm1CK044wsL4YqdLx0svvRSaM6cq1NKyrnbx4uttS3XpYJ2Oji3o6NgCxtjpF/AyAzdYNCHUCCYyaKRSh6biQqi/8eLHyDuqIeIWE8l8HgS4XKOtJNRfM8aYoXBxmlMPHkTcq7NPBiATUQRcXJCQ3a0iigw3JRHLohnGbh8SUpYW482j0A+sKSE9+D/Ag66HCzsch4lmTOlCi2440U6PlIUTrmI/FMVLYNHiG46HbRrblOHgXdWRc+/tWghCgDH3CkbkJ4Y4uLncttIhpf3WK2fEb82oJ1RQifqO1kLfx4yXc1O0UGN3cHA4vXnllVd2q68PHDiAWefOBto/g8Sh59ILTvNiSGFwjSjJG00inm1jRGEoShDcLn7z6Vt4E5741f/g+V1bMe/WNWDlHgwlCK/u34ODT/4erz/9J5w8eEB3PJnJPUeODyP+xOtp21ipG6VzZ6Fk7iy4rrwIQ4mrADBUncFzmu7btw8AcOzYsb/mf2ZEXxMcpyGz/3yECifexMThdhfVHzt2LHDHHQ3eRx7ZMdHDOS1RXTh4wMseeaLHM/G44uovLQ9aCU0uNFJDTKSECu1uDW53IjKSSBlepwW+ZMgQOtRsHUrUpoM4ZRBxIJaCZyYzwm+iqTiApUwnExxjrFW4R6zIY4hAKsW83bQjy/zH4fRjTMIEALAbBqLAQHTsQ5naHPpydRQWAymC/4hcV1xbv2Lkt/eDXu0ZVYAxRKeFng+NfYSFRZhY+XV2RWyKLDxpIaIW8GOv1/uDYFBHAv8jFGeMzS/Y4Cwi/nB5wdOVRid0MA7jwi9/+cuny8rKaGBggEUiEfT27gAOPQe43HBf9
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354ZoYiKBnh3pcQP5xpmYKpoIa+rryc/3jqnt8IYppZRS6lsj/omKlBxjJEeEG43BLSI5l1KmMaYW8IKpgPDucNhUaCJCKaXUhdDERAd4dqTHbRlmhoU0y1B7+jTFmpBQSiml1KW4lIRF7DKmbrfb3djY6Lb3idsY0sCktVCn135n1SYlhb2Q4tUEhFJKqUv1/76/qXEa8xdVAAAAAElFTkSuQmCC" width="1062" height="121"/></svg> </div> 355 <div class="acknowledgement --wysiwyg"> 356 <p>We acknowledge the Traditional Custodians of the unceded lands and waterways on which Deakin University does business. We pay our deep respect to the Ancestors and Elders of Wadawurrung Country, Gunditjmara Country, Wurundjeri Country and Boon Wurrung Country.</p> 357 </div> 358 </div> 359 <div class="col-lg-5-5 offset-lg-1"> 360 <div class="row"> 361 <div class="col-7 col-sm-6"> 362 <div class="contact"> 363 <span class="footer--heading">Contact</span> 364 <p><a href="mailto:[email protected]">[email protected]</a><br /> 365</p> 366<p><strong>Deakin Rural Health<br /> 367</strong>Deakin University,<br /> 368Building D, Level 2<br /> 369Princes Hwy<br /> 370Warrnambool, VIC 3280</p> 371 <div class="socials"> 372 <a href="https://www.linkedin.com/company/centre-for-australian-research-into-access-cara" title="" target="_blank"><i class="fab fa-linkedin-in"></i></a> 373 </div> 374 </div> 375 </div> 376 <div class="col-5 col-sm-6"> 377 <div class="navigation"> 378 <span class="footer--heading">Navigation</span> 379 <nav class="footer-links" role="navigation" aria-label="Footer Navigation"> 380 <ul id="footer-menu" class="menu"><li class="menu-item menu-item-type-post_type menu-item-object-page menu-item-home menu-item-11"><a href="https://greateraccessforall.com/">Home</a></li> 381<li class="menu-item menu-item-type-post_type menu-item-object-page menu-item-77"><a href="https://greateraccessforall.com/about/">About</a></li> 382<li class="menu-item menu-item-type-post_type menu-item-object-page current-menu-item page_item page-item-40 current_page_item menu-item-51"><a href="https://greateraccessforall.com/outcomes/" aria-current="page">Outcomes</a></li> 383<li class="menu-item menu-item-type-post_type menu-item-object-page menu-item-49"><a href="https://greateraccessforall.com/news/">News</a></li> 384<li class="menu-item menu-item-type-post_type menu-item-object-page menu-item-50"><a href="https://greateraccessforall.com/contact/">Contact</a></li> 385</ul> </nav> 386 </div> 387 </div> 388 </div> 389 </div> 390 </div> 391 </div> 392 393 <div class="footer--copyright"> 394 <div class="row"> 395 <div class="col-lg-5-5 offset-lg-1 order-lg-2"> 396 <div class="quick-links"> 397 <a rel="noreferrer noopener" href="https://www.deakin.edu.au/footer/privacy" target="_blank">Privacy</a> 398 <a rel="noreferrer noopener" href="https://www.deakin.edu.au/footer/copyright" target="_blank">Copyright</a> 399 <a rel="noreferrer noopener" href="https://www.deakin.edu.au/footer/disclaimer" target="_blank" >Disclaimer</a> 400 <a rel="noreferrer noopener" href="https://www.deakin.edu.au/about-deakin/values-and-culture/accessibility" target="_blank">Accessibility</a> 401 <a rel="noreferrer noopener" href="https://www.deakin.edu.au/about-deakin/locations/campuses/safety-and-security" target="_blank">Safety and security</a> 402 </div> 403 </div> 404 <div class="col-lg-5-5 order-lg-1"> 405 <p><i class="far fa-copyright"></i> Copyright Deakin University 2026. Deakin University CRICOS Provider Code: 00113B.</p> 406 </div> 407 </div> 408 </div> 409 410 </footer> 411 412</div><!-- #site-wrapper --> 413
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