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ents><Contents><Key>Images/content-validator-video/maths7_ch11_standard_v1/M1.S1.T1.VID1/5df137d5-c43d-4067-847d-ffed3621d8d2</Key><Generation>1777530263031401</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-04-30T06:24:23.034Z</LastModified><ETag>"546566237a6efabc405e524273c6c650"</ETag><Size>2401780</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch11_standard_v1/M1.S1.T1.VID1/9659b8f6-ebf9-4007-8b18-cf447fdf9c9d</Key><Generation>1777530263356221</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-04-30T06:24:23.359Z</LastModified><ETag>"62712f8aeb223382ee31f118b8d1ed42"</ETag><Size>87067</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch11_standard_v1/M1.S1.T1.VID1/b0b6d93a-159a-4788-a537-df710c84ba3c</Key><Generation>1777530262397620</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-04-30T06:24:22.402Z</LastModified><ETag>"9dab51e62dffb324c8d66f3160b56550"</ETag><Size>2472091</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch11_standard_v1/M1.S1.T1.VID1/bc58b58f-f742-443c-a03d-a46301830663</Key><Generation>1777530262873894</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-04-30T06:24:22.876Z</LastModified><ETag>"edb28f95c165d8f10ef206ff7b6d016a"</ETag><Size>2339701</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch11_standard_v1/M1.S1.T2.VID1/41d9e4d7-c348-450d-bfd1-e2cb5442bc76</Key><Generation>1777531296781404</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-04-30T06:41:36.784Z</LastModified><ETag>"f0030a90564ea0587d83c74e5f512f50"</ETag><Size>2156130</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch11_standard_v1/M1.S1.T2.VID1/900a9cb0-e639-4ed2-846a-4eedf44f2c51</Key><Generation>1777531296931677</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-04-30T06:41:36.934Z</LastModified><ETag>"abf26136e4831d8e041c648ba51eb2be"</ETag><Size>2285465</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch11_standard_v1/M1.S1.T2.VID1/b11fb88c-2054-49ac-b8e7-f26fa6cc03eb</Key><Generation>1777531296610574</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-04-30T06:41:36.615Z</LastModified><ETag>"33c608912a5ad1c6ab0ff24254d4d77c"</ETag><Size>2198138</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch11_standard_v1/M1.S1.T3.VID1/20e7eec8-6f47-4129-9bcb-38715a97b52d</Key><Generation>1777531900076915</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-04-30T06:51:40.079Z</LastModified><ETag>"ebf342bd02f76947618bb1453525d7e2"</ETag><Size>2424641</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch11_standard_v1/M1.S1.T3.VID1/83cceee4-d247-43c4-9eaf-963cdac703cd</Key><Generation>1777531900325622</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-04-30T06:51:40.329Z</LastModified><ETag>"1135bb1206a1cde00e9741a7ad965d3a"</ETag><Size>89948</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch11_standard_v1/M1.S1.T3.VID1/978b17be-1ad4-494c-b887-5ee55c2aa2d8</Key><Generation>1777531900208989</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-04-30T06:51:40.212Z</LastModified><ETag>"e31783558ccabcd968ad21c26ea355dc"</ETag><Size>37024</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch11_standard_v1/M1.S1.T3.VID1/cfdbf558-416b-4f33-94b4-508bf6cb981b</Key><Generation>1777531899908820</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-04-30T06:51:39.913Z</LastModified><ETag>"685f1fa9d0cb48fc80626399dcc43c49"</ETag><Size>2274805</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch11_standard_v1/M1.S2.T4.VID1/3851a3ec-6a73-456f-8788-0d8a5c71f4e9</Key><Generation>1777532203822431</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-04-30T06:56:43.827Z</LastModified><ETag>"87b3df401e6c1cf089f25910e16b68f0"</ETag><Size>2273237</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch11_standard_v1/M1.S2.T4.VID1/6153a3b9-8542-49ef-b605-4a164ca8c025</Key><Generation>1777532203958902</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-04-30T06:56:43.962Z</LastModified><ETag>"a8314512bbc84f955c87a1c4c47c5a98"</ETag><Size>55045</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch11_standard_v1/M1.S2.T5.VID1/0dc44293-b526-462c-8c99-7a608267fcbd</Key><Generation>1777533561100736</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-04-30T07:19:21.103Z</LastModified><ETag>"3a0cbb27851a2767e27fba198f06907c"</ETag><Size>49439</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch11_standard_v1/M1.S2.T5.VID1/297aa3a8-05ae-4980-94b5-9cc11d3f9e5f</Key><Generation>1777533560694890</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-04-30T07:19:20.699Z</LastModified><ETag>"65846774a5ee0559b144290031f80e16"</ETag><Size>2267854</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch11_standard_v1/M1.S2.T5.VID1/8acdc2b5-5775-470a-bb05-5d9eaf10b155</Key><Generation>1777533561208624</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-04-30T07:19:21.211Z</LastModified><ETag>"3bb09e1a36a345efc1b0f691e231e6fc"</ETag><Size>86401</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch11_standard_v1/M1.S2.T5.VID1/a31cceb6-5205-4fde-90a0-ee3b258f2f22</Key><Generation>1777533560979235</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-04-30T07:19:20.982Z</LastModified><ETag>"c22d8eb8b495fd8a2c73df91bc554578"</ETag><Size>2152313</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch11_standard_v1/M1.S2.T5.VID1/d676a2b1-5ff2-4025-a7b9-84e62a478143</Key><Generation>1777533560839816</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-04-30T07:19:20.842Z</LastModified><ETag>"e4488b7ff77b5743ccd0766e788e3d58"</ETag><Size>123849</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch11_standard_v1/M2.S3.T7.VID1/0ba7b161-4058-40bc-a400-25ff13d902a0</Key><Generation>1777534436701305</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-04-30T07:33:56.704Z</LastModified><ETag>"bbc874739a16bd4bf9e4407d74f660b1"</ETag><Size>61566</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch11_standard_v1/M2.S3.T7.VID1/1f1ea34d-7abb-4934-b65d-5da5635c94bd</Key><Generation>1777534436300785</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-04-30T07:33:56.305Z</LastModified><ETag>"631026a2f61202ee5c317956bfed606a"</ETag><Size>2205711</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch11_standard_v1/M2.S3.T7.VID1/2c109f7b-29c1-4712-ab9a-8dfc13b2578a</Key><Generation>1777534436462212</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-04-30T07:33:56.465Z</LastModified><ETag>"7b09de545e0b7a533593dd647a27842e"</ETag><Size>2392252</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch11_standard_v1/M2.S3.T7.VID1/574cdb13-ff9c-499d-a7f8-8aab4e2c0433</Key><Generation>1777534436599500</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-04-30T07:33:56.602Z</LastModified><ETag>"97bf00e424b729c24a15187971524e9c"</ETag><Size>17408</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch11_standard_v1/M2.S4.T8.VID1/7ae7e961-d84a-4301-b248-ef5040a58d7c</Key><Generation>1777534864949067</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-04-30T07:41:04.951Z</LastModified><ETag>"78f6e197bdc32f18312a65d105713926"</ETag><Size>2059863</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch11_standard_v1/M2.S4.T8.VID1/a0457ee2-36d9-4317-b8d1-317d1a7d1230</Key><Generation>1777534864800260</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-04-30T07:41:04.804Z</LastModified><ETag>"1f32f7d6396ab7dd210b9465a4c7ffa5"</ETag><Size>2257574</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch11_standard_v1/M2.S4.T9.VID1/32a7144b-8ca1-40ce-b7e3-bf5b96a223e9</Key><Generation>1777535730330861</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-04-30T07:55:30.335Z</LastModified><ETag>"a526c9354adb2927ef88c74983982229"</ETag><Size>2207699</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch11_standard_v1/M2.S4.T9.VID1/4088da42-f031-494d-83db-c888e7059d74</Key><Generation>1777535730690648</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-04-30T07:55:30.693Z</LastModified><ETag>"acc7c3e41282f6a21ebcf51b92164666"</ETag><Size>87645</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch11_standard_v1/M2.S4.T9.VID1/751d8a8c-89dc-4c32-b01d-aa13f40e8eb3</Key><Generation>1777535730448760</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-04-30T07:55:30.452Z</LastModified><ETag>"4507c704387e92ebf73b0576d4af060e"</ETag><Size>66980</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch11_standard_v1/M2.S4.T9.VID1/aff7562d-7213-4a4d-8c7f-fbaf9feac176</Key><Generation>1777535730581392</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-04-30T07:55:30.584Z</LastModified><ETag>"1f32f7d6396ab7dd210b9465a4c7ffa5"</ETag><Size>2257574</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch11_standard_v1/M3.S5.T11.VID1/17c73dc1-1c43-44cf-8fab-d816a3ee53fa</Key><Generation>1777536323736207</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-04-30T08:05:23.741Z</LastModified><ETag>"5aad604a40abf3e1a14d6aac0afd529c"</ETag><Size>2255356</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch11_standard_v1/M3.S5.T11.VID1/3f8da63f-770e-4a36-9176-9508511acbea</Key><Generation>1777536323888346</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-04-30T08:05:23.891Z</LastModified><ETag>"ef4d49cda32d30a55fbc1c06d547bbdd"</ETag><Size>2259999</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch11_standard_v1/M3.S5.T11.VID1/7a62ee88-2663-47c2-9a34-eeb92361d4d8</Key><Generation>1777536324130310</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-04-30T08:05:24.133Z</LastModified><ETag>"a06b19aca9c6de7350f2ced0705448e3"</ETag><Size>54049</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch11_standard_v1/M3.S5.T11.VID1/ee6c772a-8f09-4d97-8197-e2444b9a7039</Key><Generation>1777536324010896</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-04-30T08:05:24.014Z</LastModified><ETag>"6c7c46f5ed586cbb7e8b61193881de22"</ETag><Size>44011</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch11_standard_v1/M3.S5.T12.VID1/35c59774-86ed-43ad-889d-4375e96c6d2e</Key><Generation>1777536542711585</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-04-30T08:09:02.714Z</LastModified><ETag>"37ec3d08f0e5c61855b4a26cde169925"</ETag><Size>2356093</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch11_standard_v1/M3.S5.T12.VID1/c5a0f4d7-7f6c-4aa3-8ff8-2d6b7cab16a5</Key><Generation>1777536542571135</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-04-30T08:09:02.574Z</LastModified><ETag>"ab80da1774752777cd9bb70c8be74dcf"</ETag><Size>2318279</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch11_standard_v1/M3.S6.T13.VID1/0474d983-11b0-4f73-9f6d-ac52f3c76b8c</Key><Generation>1777537176573786</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-04-30T08:19:36.577Z</LastModified><ETag>"b3917e9cbd3f8e7d00df7a3061b74835"</ETag><Size>82101</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch11_standard_v1/M3.S6.T13.VID1/51ae5ae4-a6e0-426c-962e-738938ca108e</Key><Generation>1777537176445778</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-04-30T08:19:36.448Z</LastModified><ETag>"00796b019e5268c5f53808bf6b27856b"</ETag><Size>2265146</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch11_standard_v1/M3.S6.T13.VID1/d12ea374-0c2c-4ffe-b57f-5d70eb9b7455</Key><Generation>1777537176287797</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-04-30T08:19:36.292Z</LastModified><ETag>"5a30a90d077382a6dac64f76640b526e"</ETag><Size>2275901</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch11_standard_v1/M4.S7.T15.VID1/11287010-d680-44e3-8f78-70b4d8c548a1</Key><Generation>1777612106454279</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-05-01T05:08:26.458Z</LastModified><ETag>"46745015c61d749501533eb82ee5c878"</ETag><Size>48819</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch11_standard_v1/M4.S7.T15.VID1/65e6bf80-db80-48f1-a67d-db5505b88a84</Key><Generation>1777612106167258</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-05-01T05:08:26.171Z</LastModified><ETag>"2c96ed15e30e79b4362887f8d4cf764b"</ETag><Size>2160117</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch11_standard_v1/M4.S7.T15.VID1/f0d901d6-6da7-4085-a35c-66d35b105c05</Key><Generation>1777612106322462</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-05-01T05:08:26.326Z</LastModified><ETag>"5842a2834bfc5d5401c5809d3849a333"</ETag><Size>2212587</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch11_standard_v1/M4.S7.T15.VID1/f3c9bfd2-b1ab-4a83-b43f-9902da479ec5</Key><Generation>1777612105846990</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-05-01T05:08:25.851Z</LastModified><ETag>"1b2e3d59d537f6fab0eeab8f993f6739"</ETag><Size>2386913</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch11_standard_v1/M4.S7.T15.VID1/f5a16566-e11a-46ee-8c0f-cd45103cf1db</Key><Generation>1777612106010490</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-05-01T05:08:26.013Z</LastModified><ETag>"eaf922bd1af570160f0bb3b140e1afb2"</ETag><Size>2141904</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch11_standard_v1/M4.S7.T16.VID1/0a5dd15b-d685-4ab8-9361-528675211cbb</Key><Generation>1777613051499914</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-05-01T05:24:11.504Z</LastModified><ETag>"94a64b6bf0af48d9d04eac0ed7e20274"</ETag><Size>2292863</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch11_standard_v1/M4.S7.T16.VID1/48a6fc65-40ab-40d5-a6c6-2892162157b2</Key><Generation>1777613051816361</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-05-01T05:24:11.819Z</LastModified><ETag>"84d079c2490b270a93c6eebf5406630a"</ETag><Size>2045490</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch11_standard_v1/M4.S7.T16.VID1/f39ea023-1322-4722-bb37-d4850acb1a2b</Key><Generation>1777613051672056</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-05-01T05:24:11.675Z</LastModified><ETag>"13b6de3690700b8925709060c11b3a0f"</ETag><Size>2333595</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch11_standard_v1/M4.S8.T17.VID1/330b6e45-fafc-43ad-8a8b-4cbdf689218e</Key><Generation>1777614850934860</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-05-01T05:54:10.939Z</LastModified><ETag>"082722fb6790c8c79652ab19d99d646f"</ETag><Size>82743</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch11_standard_v1/M4.S8.T17.VID1/6674a261-5fcf-40d2-8074-a966b4e36ffa</Key><Generation>1777614886044801</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-05-01T05:54:46.047Z</LastModified><ETag>"2c972f3de8ff46ddbd13383de579c96b"</ETag><Size>2460252</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch11_standard_v1/M4.S8.T17.VID1/68de4f53-c42b-4524-92b4-e064b21f984b</Key><Generation>1777614851197878</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-05-01T05:54:11.201Z</LastModified><ETag>"2c972f3de8ff46ddbd13383de579c96b"</ETag><Size>2460252</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch11_standard_v1/M4.S8.T17.VID1/964374a4-a53a-489e-afb7-7f99414b5c76</Key><Generation>1777614885799378</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-05-01T05:54:45.802Z</LastModified><ETag>"082722fb6790c8c79652ab19d99d646f"</ETag><Size>82743</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch11_standard_v1/M4.S8.T17.VID1/b5c9e5ae-b65f-4c13-9bda-e191bbed370e</Key><Generation>1777614885909143</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-05-01T05:54:45.912Z</LastModified><ETag>"43d8e4fc6e8aa679daa606c0e9fe9170"</ETag><Size>29526</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch11_standard_v1/M4.S8.T17.VID1/b9ab185d-894e-4a3b-8e56-4c8a66d2ea81</Key><Generation>1777614851053760</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-05-01T05:54:11.057Z</LastModified><ETag>"43d8e4fc6e8aa679daa606c0e9fe9170"</ETag><Size>29526</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch11_standard_v1/M5.S10.T19.VID1/34800209-e8e6-4ba3-929e-12779e5927ac</Key><Generation>1777616456976447</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-05-01T06:20:56.979Z</LastModified><ETag>"7bbc3d4501cd744ddf9681700bd1f3da"</ETag><Size>72143</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch11_standard_v1/M5.S10.T19.VID1/6800d70e-75cc-4639-b3aa-86f191a6d977</Key><Generation>1777616456859126</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-05-01T06:20:56.863Z</LastModified><ETag>"416dbf742a2de2ef0124f0437b5e811b"</ETag><Size>2249686</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch11_standard_v1/M5.S10.T19.VID1/8cdd430c-68ec-42a5-a33d-bbbfd2cac615</Key><Generation>1777616457239015</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-05-01T06:20:57.242Z</LastModified><ETag>"050fcbb2f04a2c9c5c848bbdbb2fac6a"</ETag><Size>67046</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch11_standard_v1/M5.S10.T19.VID1/bb9574be-c447-4eb7-8839-9255d9aac78f</Key><Generation>1777616457118851</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-05-01T06:20:57.122Z</LastModified><ETag>"0c15fdd750f4510af544075deb4b6452"</ETag><Size>2358719</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch11_standard_v1/M5.S10.T20.VID1/450d6d0b-0e50-4c8e-981c-6b66a7091bcb</Key><Generation>1777617079851994</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-05-01T06:31:19.856Z</LastModified><ETag>"a1a0c4bb4c1d57bbcf51e5276e1a986f"</ETag><Size>2235556</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch13_standard_v1/M2.S2.T4.VID1/067f8129-7dbf-494f-ab74-ff7f836c024c</Key><Generation>1777620043484967</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-05-01T07:20:43.490Z</LastModified><ETag>"3dc531a362ee9f3ebdd1ea759c4091fb"</ETag><Size>1211478</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch13_standard_v1/M2.S2.T4.VID1/1595e279-17ee-4671-94ba-f0d0877844f3</Key><Generation>1777620043760824</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-05-01T07:20:43.776Z</LastModified><ETag>"f3ad280faa774048857e6430203b243e"</ETag><Size>1154873</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch13_standard_v1/M2.S2.T4.VID1/fb020d31-b90b-4e26-98b0-4de490808422</Key><Generation>1777620043622114</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-05-01T07:20:43.625Z</LastModified><ETag>"31d05ded45c088449a9f43814756a716"</ETag><Size>1277418</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch13_standard_v1/M2.S3.T6.VID1/8e3eeb95-1199-43ea-aac3-f5f2bb6de80d</Key><Generation>1777620297112830</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-05-01T07:24:57.118Z</LastModified><ETag>"0550a3c1238ea71c8ae0677b0c539417"</ETag><Size>1227041</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch13_standard_v1/M2.S5.T8.VID1/040e0ac7-b908-41a5-a875-f1abeca911a3</Key><Generation>1777620794685089</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-05-01T07:33:14.689Z</LastModified><ETag>"06d02bc177b66a1c2e8aefa40655e0f1"</ETag><Size>1748683</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch13_standard_v1/M2.S5.T8.VID1/b8e112b9-b142-4a5c-8a9f-bac1b963f8d4</Key><Generation>1777620794806992</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-05-01T07:33:14.809Z</LastModified><ETag>"616a4333e71153935e3fac844890a500"</ETag><Size>53514</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch13_standard_v1/M2.S5.T9.VID1/61816259-a95f-46c4-a301-cfa8bee4448c</Key><Generation>1777621722554416</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-05-01T07:48:42.559Z</LastModified><ETag>"57a7f9799690fa6966300d3a163034f3"</ETag><Size>1389863</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch13_standard_v1/M2.S5.T9.VID1/b12436f2-5e3b-4af6-ac39-b9f1fdbbf6e7</Key><Generation>1777621722672657</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-05-01T07:48:42.675Z</LastModified><ETag>"3674c311b30a987e0380046fc8606ede"</ETag><Size>66500</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch13_standard_v1/M2.S5.T9.VID1/cd32e4b2-4a4d-4e2a-b7d3-af9169619e4f</Key><Generation>1777621722798111</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-05-01T07:48:42.804Z</LastModified><ETag>"19a9715d25f28a8f5b7c63a7b66b944b"</ETag><Size>1450186</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch13_standard_v1/M2.S5.T9.VID1/dd63268b-1b10-43f0-ad57-bd85bbc6478f</Key><Generation>1777621722902051</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-05-01T07:48:42.905Z</LastModified><ETag>"a1613888cb7ef549df6e282735092462"</ETag><Size>107214</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch13_standard_v1/M3.S6.T11.VID1/16115bf3-3deb-4037-a50d-d1c66cfa561f</Key><Generation>1777622331673856</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-05-01T07:58:51.676Z</LastModified><ETag>"dfb1589e47df5253d22cbdb3ce5ec909"</ETag><Size>1691623</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch13_standard_v1/M3.S6.T11.VID1/3ec3bac6-d2ed-45fc-9e4a-7ddb356ad244</Key><Generation>1777622331465834</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-05-01T07:58:51.468Z</LastModified><ETag>"77e0f684bc224b9d6a8ac2d013c98bfd"</ETag><Size>1472631</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch13_standard_v1/M3.S6.T11.VID1/6ce3bd3b-5206-4421-bab8-b2f9cfc1f058</Key><Generation>1777622331340981</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-05-01T07:58:51.345Z</LastModified><ETag>"802872f95e16c5dd6c0788b316cae9b8"</ETag><Size>1612329</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch13_standard_v1/M3.S6.T11.VID1/b80c19a0-144e-4d1e-b2ba-22bae289cb1a</Key><Generation>1777622331570478</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-05-01T07:58:51.573Z</LastModified><ETag>"f99ab90f1cce5d561b97cecd7b37aaf6"</ETag><Size>25045</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch13_standard_v1/M3.S6.T12.VID1/3f78964e-a7e1-4512-a59e-e9f6d8c944c7</Key><Generation>1777622806261957</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-05-01T08:06:46.264Z</LastModified><ETag>"7ead7684e30cb9f155d90eef1c6f367d"</ETag><Size>37764</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch13_standard_v1/M3.S6.T12.VID1/62dccf5a-dfef-4c5c-922c-0f811392f3d9</Key><Generation>1777622806147713</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-05-01T08:06:46.152Z</LastModified><ETag>"cfce6cef57261a4e2c60d2976470aee3"</ETag><Size>1436109</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch13_standard_v1/M3.S6.T12.VID1/c5b1f6a4-1f0b-41ae-b7ce-57c1f0d8131d</Key><Generation>1777622806383056</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-05-01T08:06:46.385Z</LastModified><ETag>"264ebd0df18f47c6f2d6ba400124c716"</ETag><Size>1740673</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch13_standard_v1/M3.S7.T13.VID1/3d0fb20e-8d3e-4227-9406-02f7ac10a7c2</Key><Generation>1777623296448330</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-05-01T08:14:56.453Z</LastModified><ETag>"2457d5c8bd97f5f981b61214dacce18e"</ETag><Size>1286530</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch13_standard_v1/M3.S7.T13.VID1/e01ae8ec-3a20-4e02-9cb9-4b1ac36c86a7</Key><Generation>1777623296566388</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-05-01T08:14:56.569Z</LastModified><ETag>"9e8ec55e8b2fec9e13782ae99f790ad1"</ETag><Size>34005</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch13_standard_v1/M3.S7.T14.VID1/25144c0d-34f3-4605-99c4-ef37cb1058ac</Key><Generation>1777870526987150</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-05-04T04:55:26.990Z</LastModified><ETag>"28e59acfe983042f7175bf367737f83d"</ETag><Size>47715</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch13_standard_v1/M3.S7.T14.VID1/ec65aa78-3cb4-45bc-b429-340d77c652bc</Key><Generation>1777870526845011</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-05-04T04:55:26.850Z</LastModified><ETag>"e7e2332eede4accdbda651983eadbadb"</ETag><Size>1307012</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch13_standard_v1/M3.S8.T15.VID1/00fb8cab-ddd6-497a-92ab-d81318c228a5</Key><Generation>1777871485856514</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-05-04T05:11:25.859Z</LastModified><ETag>"18058f33595cf0b48e018083e652f21a"</ETag><Size>1154562</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch13_standard_v1/M3.S8.T15.VID1/0e605c7c-55e5-479e-ac8e-258850829b35</Key><Generation>1777871485332993</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-05-04T05:11:25.338Z</LastModified><ETag>"c033287766b5d7485dbfaf43772d702e"</ETag><Size>1263017</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch13_standard_v1/M3.S8.T15.VID1/5f5d035e-4350-4bda-ab20-8f6e058f22ea</Key><Generation>1777871485461276</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-05-04T05:11:25.464Z</LastModified><ETag>"4459b3f7db60f05c93b952da6b580b1d"</ETag><Size>41068</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch13_standard_v1/M3.S8.T15.VID1/c86d16b7-0cf6-4e7a-ae93-bff1b19df58a</Key><Generation>1777871485722481</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-05-04T05:11:25.725Z</LastModified><ETag>"3be2d21385c87a171e656ed44ff2577a"</ETag><Size>265216</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch13_standard_v1/M3.S8.T15.VID1/e8b91bcc-51c9-435e-a3c9-bd6d0e2bd28e</Key><Generation>1777871485994142</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-05-04T05:11:25.997Z</LastModified><ETag>"b1ea2d475d5f16c07c6f384f71f73343"</ETag><Size>431177</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch13_standard_v1/M3.S8.T15.VID1/ef58472b-8168-4017-b5fa-e6a8783dd4f1</Key><Generation>1777871485601730</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-05-04T05:11:25.605Z</LastModified><ETag>"8d16de3cc4fa2897e8f22316493e233a"</ETag><Size>1463466</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch13_standard_v1/M3.S8.T16.VID1/04c72732-6846-4516-82ab-bf0bcd58c2b4</Key><Generation>1777872895026246</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-05-04T05:34:55.030Z</LastModified><ETag>"2ccd2ed0827ae1b01f6fcaf651c96016"</ETag><Size>1381736</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch13_standard_v1/M3.S8.T16.VID1/2d6b2be3-c97e-4137-926f-4ef69ba3b6f0</Key><Generation>1777872895426660</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-05-04T05:34:55.431Z</LastModified><ETag>"b0e98b464304fc77b7972399b6580c6d"</ETag><Size>669943</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch13_standard_v1/M3.S8.T16.VID1/5e550313-7461-4f66-a108-304d25d3d947</Key><Generation>1777872894885539</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-05-04T05:34:54.888Z</LastModified><ETag>"36657d08fd6920e24cd1d88832c607fe"</ETag><Size>374053</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch13_standard_v1/M3.S8.T16.VID1/a997e06f-fc08-4993-82a7-91aa9f468434</Key><Generation>1777872895162408</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-05-04T05:34:55.166Z</LastModified><ETag>"6299b973383d58706c4b4d1bca43084b"</ETag><Size>353232</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch13_standard_v1/M3.S8.T16.VID1/acb2e85d-c384-4a9f-b7dc-820dc922e03e</Key><Generation>1777872895293694</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-05-04T05:34:55.296Z</LastModified><ETag>"b344ae90174aecdd46150ca7115924d0"</ETag><Size>1476521</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch13_standard_v1/M3.S8.T16.VID1/b08cf539-540b-4535-8cfe-56479cd0589e</Key><Generation>1777872894744218</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-05-04T05:34:54.749Z</LastModified><ETag>"5586a913d520e034502f3e9f32a374b2"</ETag><Size>1347192</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch13_standard_v1/M3.S8.T17.VID1/2348e51a-1b95-4ceb-a97f-273a95e7a91d</Key><Generation>1777875074516253</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-05-04T06:11:14.518Z</LastModified><ETag>"4459f852fdd84002aac0588c5c1e3449"</ETag><Size>676662</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch13_standard_v1/M3.S8.T17.VID1/7e78f3b8-d977-4cc5-b940-da7037e513d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eneration>1779080169319121</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-05-18T04:56:09.323Z</LastModified><ETag>"9009186085e2918f62942d6ed39c4daf"</ETag><Size>2290407</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch14_standard_v1/M1.S2.T5.VID1/3c0565ad-3fdd-44e2-abad-cbdd3602543e</Key><Generation>1779080170400824</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-05-18T04:56:10.404Z</LastModified><ETag>"edbe2007921e286208982ac745594a6e"</ETag><Size>33058</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch14_standard_v1/M1.S2.T5.VID1/47845386-011c-4fba-8c52-fbe86cff7b05</Key><Generation>1779080170287521</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-05-18T04:56:10.291Z</LastModified><ETag>"deeaa055873879d2618cd9d8e73daf2f"</ETag><Size>33499</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch14_standard_v1/M1.S2.T5.VID1/808ebf5d-d589-480b-bed3-4d6ba51f5003</Key><Generation>1779080169885089</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-05-18T04:56:09.888Z</LastModified><ETag>"75d866a81488eaaa2537204e162dc452"</ETag><Size>29509</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch14_standard_v1/M1.S2.T5.VID1/933e96d3-6de2-4dc1-947f-0da2d35fabc4</Key><Generation>1779080169607198</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-05-18T04:56:09.610Z</LastModified><ETag>"b860fef237e53d0c99a33ecb385c210a"</ETag><Size>35261</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch14_standard_v1/M1.S2.T5.VID1/adcd2fe7-552e-4c0c-83a9-c750c58a3695</Key><Generation>1779080170663708</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-05-18T04:56:10.667Z</LastModified><ETag>"a21e0e0f669dee71a814e8647361ed68"</ETag><Size>90115</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch14_standard_v1/M1.S2.T5.VID1/bed17aef-e0d5-478f-9c94-60496c7346e8</Key><Generation>1779080170146401</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-05-18T04:56:10.149Z</LastModified><ETag>"889e80f50343e453bf81a32707021f9b"</ETag><Size>2315649</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch14_standard_v1/M1.S2.T5.VID1/e827d6b4-5dcc-4870-8250-b405ceeb6f3e</Key><Generation>1779080170789261</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-05-18T04:56:10.792Z</LastModified><ETag>"8fc16c4d45cd85470a5626f3a07e6f76"</ETag><Size>89007</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch14_standard_v1/M1.S2.T5.VID1/e879ec0b-cbd6-47e3-b19a-0463990e6435</Key><Generation>1779080169473176</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-05-18T04:56:09.477Z</LastModified><ETag>"f2f32e11b493279e4503d7800574bc75"</ETag><Size>28706</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch14_standard_v1/M1.S2.T5.VID1/f712129d-cc41-49ac-8967-e40d9c8a46a5</Key><Generation>1779080170537427</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-05-18T04:56:10.540Z</LastModified><ETag>"c987a8e62e6619a11ba5b0451556af5e"</ETag><Size>2198246</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch14_standard_v1/M2.S3.T6.VID1/505e81c6-ffbd-4d2d-bf26-7f6b1f69242b</Key><Generation>1779080926158940</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-05-18T05:08:46.165Z</LastModified><ETag>"5d28b3aa6c6ca1094027c09b41a975ea"</ETag><Size>2298003</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch14_standard_v1/M2.S3.T6.VID1/508ac462-8d83-452c-964e-a5259fd590d5</Key><Generation>1779080926604565</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-05-18T05:08:46.607Z</LastModified><ETag>"817b79818c073541b51775ec31bfa74e"</ETag><Size>24759</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch14_standard_v1/M2.S3.T6.VID1/61512db7-fd5b-4662-b5df-73953d7e3982</Key><Generation>1779080926305520</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-05-18T05:08:46.309Z</LastModified><ETag>"fe4b8291cb262b107872d51547809d8b"</ETag><Size>15206</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch14_standard_v1/M2.S3.T6.VID1/79197fc3-b486-4182-a507-5dc8f6523d15</Key><Generation>1779080926476840</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-05-18T05:08:46.479Z</LastModified><ETag>"cd72a9dd409c72b1bac66a7a6333bb15"</ETag><Size>2151417</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch14_standard_v1/M2.S3.T7.VID1/2a10c8ba-9829-43c2-8c71-308a6894fc87</Key><Generation>1779081656721391</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-05-18T05:20:56.725Z</LastModified><ETag>"e73ee4f6b7927b41204bee837af6a606"</ETag><Size>2116993</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch14_standard_v1/M2.S3.T7.VID1/48dcd58a-9d5a-4d13-a15e-9e3b41eca15f</Key><Generation>1779081656432487</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-05-18T05:20:56.438Z</LastModified><ETag>"0e64e7c08e7c831517b5545f97583ad8"</ETag><Size>2151092</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch14_standard_v1/M2.S3.T7.VID1/6b8c8373-d413-4f3b-8692-83e6ec233196</Key><Generation>1779081656570276</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-05-18T05:20:56.574Z</LastModified><ETag>"ddcf2d2548108b0e9011f2183de4630e"</ETag><Size>205990</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch14_standard_v1/M2.S3.T7.VID1/90320ff9-ecc3-47d8-8130-9c82f7fca5f9</Key><Generation>1779081656859059</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-05-18T05:20:56.862Z</LastModified><ETag>"b9ebd15fc08644d4af8996d9161dde8c"</ETag><Size>49132</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch14_standard_v1/M2.S4.T8.VID1/1044bb73-f6e8-43a8-a44d-2751e8339e8e</Key><Generation>1779082605885978</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-05-18T05:36:45.891Z</LastModified><ETag>"6614bd90221368f31d7bd5dadcab7d89"</ETag><Size>2406438</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch14_standard_v1/M2.S4.T8.VID1/26bebe00-eeb3-4f48-a5a6-83001d999568</Key><Generation>1779082606155840</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-05-18T05:36:46.159Z</LastModified><ETag>"78c8225fdb568c027284d7f391ad94a3"</ETag><Size>2230569</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch14_standard_v1/M2.S4.T8.VID1/5ffe44db-f99a-48c8-b5bc-84a20ddd0982</Key><Generation>1779082606406240</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-05-18T05:36:46.409Z</LastModified><ETag>"7a824cc84c643e8ba9141ef6c041ab26"</ETag><Size>37966</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch14_standard_v1/M2.S4.T8.VID1/6b2d2e0c-8bce-44e8-b902-7afabdb04165</Key><Generation>1779082606289989</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-05-18T05:36:46.293Z</LastModified><ETag>"b6d7eee5dea6ca2cf501f58ad75db3f2"</ETag><Size>2301868</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch14_standard_v1/M2.S4.T8.VID1/df2be36a-fb9a-4bfa-b016-ae846506d1ea</Key><Generation>1779082606019664</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-05-18T05:36:46.022Z</LastModified><ETag>"0e327890518987974b55b805003d21af"</ETag><Size>5194</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch15_standard_v1/M1.S1.T1.VID1/6fe322c8-8cef-4d75-bcfa-eb28a05bf53b</Key><Generation>1780318728563221</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-06-01T12:58:48.568Z</LastModified><ETag>"7436012a71551eadc57b93fd93e6fab1"</ETag><Size>341771</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch1_standard_v1/M2.S5.T12.VID1/44457b88-0a5c-4e6b-a0cb-5c94dc4706d7</Key><Generation>1773378325942646</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-13T05:05:25.947Z</LastModified><ETag>"1d94fefb224d2a9cbc2aa407314628e8"</ETag><Size>846125</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch1_standard_v1/M3.S6.T14.VID1/56ef3b44-a67b-4ff5-a0ba-7d3b0c6fff4c</Key><Generation>1773378650125788</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-13T05:10:50.130Z</LastModified><ETag>"5bfa74d7c0e1d3377f610f4ad6d57e6e"</ETag><Size>489008</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch1_standard_v1/M3.S7.T15.VID1/12839307-c5d8-4984-9ea3-dd59fdc61f64</Key><Generation>1773378889774533</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-13T05:14:49.777Z</LastModified><ETag>"227445388314fbc05c9028bfc8079cc8"</ETag><Size>1014902</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch1_standard_v1/M3.S7.T15.VID1/464794b3-36ae-46d6-bd7a-4be2131cfb83</Key><Generation>1773378883068680</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-13T05:14:43.071Z</LastModified><ETag>"227445388314fbc05c9028bfc8079cc8"</ETag><Size>1014902</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch1_standard_v1/M3.S7.T15.VID1/6d16ab93-af1d-4a9c-b097-319baafbe594</Key><Generation>1773378888365129</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-13T05:14:48.367Z</LastModified><ETag>"227445388314fbc05c9028bfc8079cc8"</ETag><Size>1014902</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch1_standard_v1/M3.S7.T15.VID1/7ab36542-1f25-4c8e-908b-ae78110e280f</Key><Generation>1773378888911091</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-13T05:14:48.913Z</LastModified><ETag>"227445388314fbc05c9028bfc8079cc8"</ETag><Size>1014902</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch1_standard_v1/M3.S7.T15.VID1/8d0481ae-46b0-4022-b33c-1767a839de08</Key><Generation>1773378888577768</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-13T05:14:48.580Z</LastModified><ETag>"227445388314fbc05c9028bfc8079cc8"</ETag><Size>1014902</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch1_standard_v1/M3.S7.T15.VID1/b9d29ef0-c567-4b4b-b0b5-ea1a0ae758ba</Key><Generation>1773378881829297</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-13T05:14:41.833Z</LastModified><ETag>"227445388314fbc05c9028bfc8079cc8"</ETag><Size>1014902</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch1_standard_v1/M4.S8.T17.VID1/0daa89f0-2b66-4532-8043-e6b2dbd4eed7</Key><Generation>1773379261511082</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-13T05:21:01.514Z</LastModified><ETag>"074de825919d56413529a49c54f34bf6"</ETag><Size>1043064</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch1_standard_v1/M4.S8.T17.VID1/3a4cd292-10f4-494e-ab9b-4e03d66e4ed6</Key><Generation>1773379192259118</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-13T05:19:52.261Z</LastModified><ETag>"074de825919d56413529a49c54f34bf6"</ETag><Size>1043064</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch1_standard_v1/M4.S8.T17.VID1/4dba2673-8836-4511-8543-41a914135304</Key><Generation>1773379263039130</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-13T05:21:03.042Z</LastModified><ETag>"074de825919d56413529a49c54f34bf6"</ETag><Size>1043064</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch1_standard_v1/M4.S8.T17.VID1/5068df2f-3ec6-464f-acae-cc576efb6c59</Key><Generation>1773379261628783</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-13T05:21:01.632Z</LastModified><ETag>"074de825919d56413529a49c54f34bf6"</ETag><Size>1043064</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch1_standard_v1/M4.S8.T17.VID1/50a07946-37a2-4ce7-93fc-bfc0f6507d50</Key><Generation>1773379263282078</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-13T05:21:03.285Z</LastModified><ETag>"074de825919d56413529a49c54f34bf6"</ETag><Size>1043064</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch1_standard_v1/M4.S8.T17.VID1/826d8fda-0e2b-4449-84ac-71ee9f8d0d4c</Key><Generation>1773379177599767</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-13T05:19:37.604Z</LastModified><ETag>"074de825919d56413529a49c54f34bf6"</ETag><Size>1043064</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch1_standard_v1/M4.S8.T17.VID1/8be1c3a7-bce3-4ae8-b4f3-887bbb84454a</Key><Generation>1773379261402223</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-13T05:21:01.405Z</LastModified><ETag>"074de825919d56413529a49c54f34bf6"</ETag><Size>1043064</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch1_standard_v1/M4.S8.T17.VID1/97996e05-2bc6-4c32-a631-38d1b3927478</Key><Generation>1773379263160397</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-13T05:21:03.163Z</LastModified><ETag>"074de825919d56413529a49c54f34bf6"</ETag><Size>1043064</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch1_standard_v1/M4.S8.T17.VID1/ce06b28d-c345-48e1-8e33-659315ee9842</Key><Generation>1773379263402367</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-13T05:21:03.405Z</LastModified><ETag>"074de825919d56413529a49c54f34bf6"</ETag><Size>1043064</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch1_standard_v1/M4.S8.T17.VID1/e0e82313-be44-47e6-98bd-c7bb59ba3a99</Key><Generation>1773379192134374</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-13T05:19:52.136Z</LastModified><ETag>"074de825919d56413529a49c54f34bf6"</ETag><Size>1043064</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch1_standard_v1/M4.S8.T17.VID1/fb7b9a16-4b09-4bb9-8bb8-2d9b4247159d</Key><Generation>1773379261275257</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-13T05:21:01.278Z</LastModified><ETag>"074de825919d56413529a49c54f34bf6"</ETag><Size>1043064</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch1_standard_v1/M5.S10.T20.VID1/0246a55f-e921-4651-bdf1-b0e89a929436</Key><Generation>1773379404967986</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-13T05:23:24.971Z</LastModified><ETag>"cc3dd3f7c98c377651cad785efc51edd"</ETag><Size>996951</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch1_standard_v1/M5.S10.T21.VID1/6fac8db4-04ba-4014-9af4-87752af30c91</Key><Generation>1773379554276593</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-13T05:25:54.280Z</LastModified><ETag>"017f4cd201c1732716bd52e957d7b1ed"</ETag><Size>945144</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch2_standard_v1/M1.S1.T1.VID1/0b43bb8c-7a04-4dfa-bd41-51a74f637422</Key><Generation>1780384690002729</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-06-02T07:18:10.005Z</LastModified><ETag>"aeb92f87922454c9eb5014d3f7a54912"</ETag><Size>501124</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch2_standard_v1/M1.S1.T1.VID1/4d7a2fc3-9dd3-440e-b4ab-2ad980a8367a</Key><Generation>1780384689890190</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-06-02T07:18:09.893Z</LastModified><ETag>"fd453538f7a0ff7ead33e1a917a89f39"</ETag><Size>10794</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch2_standard_v1/M1.S1.T1.VID1/954e83c6-551a-49ba-bec1-462d3abd0135</Key><Generation>1775632199564046</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-04-08T07:09:59.569Z</LastModified><ETag>"6f6ab4bb398260891b969a32908f45b0"</ETag><Size>1076727</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch2_standard_v1/M1.S1.T1.VID1/9d84d8aa-41b4-430e-9dd3-b17a9d26bbe3</Key><Generation>1780384689651469</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-06-02T07:18:09.655Z</LastModified><ETag>"aecf6be197738231feb64c8630399894"</ETag><Size>306647</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch2_standard_v1/M1.S1.T1.VID1/f5b3c0e0-2906-43fb-8db2-560fa16bfc12</Key><Generation>1780384689789827</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-06-02T07:18:09.792Z</LastModified><ETag>"127c51709ff037b462ae26581446d878"</ETag><Size>177634</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch2_standard_v1/M1.S1.T2.VID1/0f1d871b-9ce3-4abd-bd6b-4439276d9f09</Key><Generation>1775632802660278</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-04-08T07:20:02.665Z</LastModified><ETag>"651029284d31172268dc414d52b15a0d"</ETag><Size>900726</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch2_standard_v1/M1.S1.T2.VID1/26aa26f9-834e-471e-9adb-1e3cfa0ab298</Key><Generation>1775632802801218</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-04-08T07:20:02.805Z</LastModified><ETag>"3bc2861b88e2fcf207c240f4cfd27845"</ETag><Size>921069</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch2_standard_v1/M1.S1.T2.VID1/904f00ec-c1d2-427c-9431-ca8dd7e3bd3c</Key><Generation>1780385052636693</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-06-02T07:24:12.641Z</LastModified><ETag>"3ca857a006fb6dd08f85b1076f04f860"</ETag><Size>201723</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch2_standard_v1/M1.S1.T2.VID2/5c0b6f4f-e757-4f81-bdf2-aa11125248c2</Key><Generation>1780386141803921</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-06-02T07:42:21.807Z</LastModified><ETag>"7262525a31ae8a751ce46fa927cc6d9e"</ETag><Size>276879</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch2_standard_v1/M1.S1.T2.VID2/c5b9f563-437e-4796-9279-dd1554a526ca</Key><Generation>1780386141698000</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-06-02T07:42:21.701Z</LastModified><ETag>"7a2df4e6a33c9f09da5c34627ef4cb34"</ETag><Size>203990</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch2_standard_v1/M1.S1.T2.VID2/e32a81b0-5d61-42b0-9f9e-deb63eda1501</Key><Generation>1780386141566917</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-06-02T07:42:21.573Z</LastModified><ETag>"36d1a9f5642c8035926450dedac57500"</ETag><Size>193756</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch2_standard_v1/M3.S3.T6.VID1/1f9f064d-994d-4a47-9462-11819ab74f18</Key><Generation>1775710900895332</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-04-09T05:01:40.898Z</LastModified><ETag>"651029284d31172268dc414d52b15a0d"</ETag><Size>900726</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch2_standard_v1/M3.S3.T6.VID1/552806d4-78ee-46b5-8d38-caf1622c7e88</Key><Generation>1775710900719750</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-04-09T05:01:40.733Z</LastModified><ETag>"ad9b88f71908c7a20247466c186b8c66"</ETag><Size>937620</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch2_standard_v1/M3.S3.T6.VID1/8e1deb28-b621-4dd7-a369-9e82b052ee6a</Key><Generation>1775710923509376</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-04-09T05:02:03.514Z</LastModified><ETag>"651029284d31172268dc414d52b15a0d"</ETag><Size>900726</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch2_standard_v1/M3.S3.T6.VID1/94f36129-c373-40e4-815a-9f087dbab25e</Key><Generation>1775710901024491</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-04-09T05:01:41.027Z</LastModified><ETag>"cd5c9d7e80724f161561785f79339c21"</ETag><Size>1034980</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch2_standard_v1/M3.S3.T6.VID1/d4c5215c-db92-4360-a2d8-2f23a39179df</Key><Generation>1775710923377644</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-04-09T05:02:03.381Z</LastModified><ETag>"ad9b88f71908c7a20247466c186b8c66"</ETag><Size>937620</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch2_standard_v1/M3.S3.T6.VID1/f1f9df64-ffa5-4113-bde7-5f498f929a90</Key><Generation>1775710923650312</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-04-09T05:02:03.653Z</LastModified><ETag>"cd5c9d7e80724f161561785f79339c21"</ETag><Size>1034980</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch2_standard_v1/M3.S3.T8.VID1/760c67f5-a906-4853-a1fa-f21f3b023ad3</Key><Generation>1775711902848567</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-04-09T05:18:22.851Z</LastModified><ETag>"7901e073e963912f3b15974c5403f86d"</ETag><Size>1157157</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch2_standard_v1/M3.S3.T8.VID1/a73e32d0-f4a4-4342-a13d-556766541876</Key><Generation>1775711902714753</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-04-09T05:18:22.720Z</LastModified><ETag>"02d9d1cb254b8c06b68c87b23ad77ea9"</ETag><Size>882170</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch2_standard_v1/M5.S6.T16.VID1/0edcf023-2198-4314-b1f8-b8866de5360b</Key><Generation>1775718536192095</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-04-09T07:08:56.197Z</LastModified><ETag>"ebb94e2df381b51dc534c2816054fde2"</ETag><Size>1106921</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch2_standard_v1/M5.S6.T16.VID1/5afe5980-b1a3-478d-968c-aa899994a37a</Key><Generation>1775718536347565</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-04-09T07:08:56.350Z</LastModified><ETag>"2af1e36b1087b4d222f33b43d7f9295d"</ETag><Size>1045178</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch2_standard_v1/M5.S6.T17.VID1/0982d398-8190-498b-bd61-ea3cfbc0e7ca</Key><Generation>1775719236417703</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-04-09T07:20:36.422Z</LastModified><ETag>"336a9466c417b472d02bee966929344b"</ETag><Size>1292578</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch2_standard_v1/M5.S6.T17.VID1/4b8544eb-45ef-49f4-abbe-39607995119b</Key><Generation>1775719236224232</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-04-09T07:20:36.228Z</LastModified><ETag>"6f3430411fed0ac6ecd4af638f196434"</ETag><Size>1158952</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/00e8b7ba-3a77-4b5b-94d4-c295bbc312f0</Key><Generation>1774938201147143</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T06:23:21.150Z</LastModified><ETag>"8ddfc11f3cc4dda412e9c9d855b006b6"</ETag><Size>2320290</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/020c7fb2-3db8-4c48-903d-d4c4e8fedd6a</Key><Generation>1774938196972454</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T06:23:16.975Z</LastModified><ETag>"78f62b2b7b75219d865f703a2079b28a"</ETag><Size>2093753</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/06c9f93c-8491-4551-a679-aa4b6938a43f</Key><Generation>1774940949954634</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T07:09:09.957Z</LastModified><ETag>"78f62b2b7b75219d865f703a2079b28a"</ETag><Size>2093753</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/0d2a4633-2b2b-4772-90ec-9f0328c207f2</Key><Generation>1774940760784823</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T07:06:00.787Z</LastModified><ETag>"78f62b2b7b75219d865f703a2079b28a"</ETag><Size>2093753</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/0d59ff8f-91c5-416c-9d1b-e24466e9bfda</Key><Generation>1774940785013757</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T07:06:25.017Z</LastModified><ETag>"8ddfc11f3cc4dda412e9c9d855b006b6"</ETag><Size>2320290</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/0e53dc9e-456a-4480-9b39-6975456b1147</Key><Generation>1774940786024240</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T07:06:26.027Z</LastModified><ETag>"78f62b2b7b75219d865f703a2079b28a"</ETag><Size>2093753</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/12108629-f25f-4467-b2d7-d3cac7929175</Key><Generation>1774938198873095</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T06:23:18.876Z</LastModified><ETag>"78f62b2b7b75219d865f703a2079b28a"</ETag><Size>2093753</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/135d2e83-fd8f-45be-90b6-7ba5854861d3</Key><Generation>1774940785915079</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T07:06:25.918Z</LastModified><ETag>"6aaf03d68cfbad9e37b89ccfb1087fc9"</ETag><Size>2529567</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/181a59ed-f05c-4559-8858-90de95902669</Key><Generation>1774940786193564</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T07:06:26.196Z</LastModified><ETag>"6aaf03d68cfbad9e37b89ccfb1087fc9"</ETag><Size>2529567</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/196698ed-240e-4ae1-8ff2-f577a78f9d81</Key><Generation>1774940758978492</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T07:05:58.981Z</LastModified><ETag>"6aaf03d68cfbad9e37b89ccfb1087fc9"</ETag><Size>2529567</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/1c5e6f39-a33e-4c25-9d48-639501ba3c3d</Key><Generation>1774938199024838</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T06:23:19.027Z</LastModified><ETag>"8ddfc11f3cc4dda412e9c9d855b006b6"</ETag><Size>2320290</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/1d42787b-5f93-4653-9453-aec124a17809</Key><Generation>1774938202364430</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T06:23:22.368Z</LastModified><ETag>"8ddfc11f3cc4dda412e9c9d855b006b6"</ETag><Size>2320290</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/20bbf436-ae5b-4d30-8a11-c64a45ea7b96</Key><Generation>1774938157925280</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T06:22:37.929Z</LastModified><ETag>"6aaf03d68cfbad9e37b89ccfb1087fc9"</ETag><Size>2529567</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/2174409e-521f-411b-88ef-b991535d699e</Key><Generation>1774940760855681</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T07:06:00.858Z</LastModified><ETag>"78f62b2b7b75219d865f703a2079b28a"</ETag><Size>2093753</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/219e3ee6-5e58-48f4-8705-088503ac731b</Key><Generation>1774938202588538</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T06:23:22.592Z</LastModified><ETag>"8ddfc11f3cc4dda412e9c9d855b006b6"</ETag><Size>2320290</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/29ad40c8-e7de-4603-bc90-97288e3072de</Key><Generation>1774938164586865</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T06:22:44.590Z</LastModified><ETag>"6aaf03d68cfbad9e37b89ccfb1087fc9"</ETag><Size>2529567</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/29fff76d-b719-4af1-b533-04993910cff6</Key><Generation>1774940761005337</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T07:06:01.009Z</LastModified><ETag>"78f62b2b7b75219d865f703a2079b28a"</ETag><Size>2093753</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/2f4c2887-9af5-4508-8088-59e7f81f255d</Key><Generation>1774940786092768</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T07:06:26.096Z</LastModified><ETag>"78f62b2b7b75219d865f703a2079b28a"</ETag><Size>2093753</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/318bd306-a2c6-420b-b03f-3958895bb5ed</Key><Generation>1774940759171451</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T07:05:59.176Z</LastModified><ETag>"8ddfc11f3cc4dda412e9c9d855b006b6"</ETag><Size>2320290</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/372589bc-65f6-4c90-b308-e56019a7de94</Key><Generation>1774940784855184</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T07:06:24.858Z</LastModified><ETag>"6aaf03d68cfbad9e37b89ccfb1087fc9"</ETag><Size>2529567</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/38643d96-925e-4f39-8ec7-52d3c343bcda</Key><Generation>1774938202810813</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T06:23:22.814Z</LastModified><ETag>"6aaf03d68cfbad9e37b89ccfb1087fc9"</ETag><Size>2529567</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/3b5b9b32-6c82-4adc-86ef-8c79fad586d9</Key><Generation>1774940786378856</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T07:06:26.382Z</LastModified><ETag>"78f62b2b7b75219d865f703a2079b28a"</ETag><Size>2093753</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/3daed13e-bf98-4198-b330-b8398a47c367</Key><Generation>1774940785937136</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T07:06:25.940Z</LastModified><ETag>"6aaf03d68cfbad9e37b89ccfb1087fc9"</ETag><Size>2529567</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/432a0813-491c-4610-8038-7ebaccfe2344</Key><Generation>1774938156334066</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T06:22:36.337Z</LastModified><ETag>"6aaf03d68cfbad9e37b89ccfb1087fc9"</ETag><Size>2529567</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/4484b4ad-c832-4105-a39a-546bc92562bc</Key><Generation>1774940818734439</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T07:06:58.738Z</LastModified><ETag>"8ddfc11f3cc4dda412e9c9d855b006b6"</ETag><Size>2320290</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/46a97812-b05f-441b-b91a-79b4e882d3e2</Key><Generation>1774938195854236</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T06:23:15.857Z</LastModified><ETag>"6aaf03d68cfbad9e37b89ccfb1087fc9"</ETag><Size>2529567</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/4857d99f-add3-4769-833d-2ef510b8592f</Key><Generation>1774938174671305</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T06:22:54.675Z</LastModified><ETag>"6aaf03d68cfbad9e37b89ccfb1087fc9"</ETag><Size>2529567</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/4c008638-b9ac-411a-a177-3680120cce83</Key><Generation>1774940950159113</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T07:09:10.162Z</LastModified><ETag>"8ddfc11f3cc4dda412e9c9d855b006b6"</ETag><Size>2320290</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/4fd44212-5b32-4baf-8794-6bc27395a4f2</Key><Generation>1774940760844563</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T07:06:00.847Z</LastModified><ETag>"6aaf03d68cfbad9e37b89ccfb1087fc9"</ETag><Size>2529567</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/509d5a5b-9656-43fa-b980-2feed2add1ab</Key><Generation>1774940758024113</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T07:05:58.027Z</LastModified><ETag>"78f62b2b7b75219d865f703a2079b28a"</ETag><Size>2093753</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/52492973-31de-405c-903c-2f0f9175349e</Key><Generation>1774938156915868</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T06:22:36.918Z</LastModified><ETag>"6aaf03d68cfbad9e37b89ccfb1087fc9"</ETag><Size>2529567</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/53043fed-ee5a-43c5-a7a8-67ce87db62f6</Key><Generation>1774940818419840</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T07:06:58.423Z</LastModified><ETag>"6aaf03d68cfbad9e37b89ccfb1087fc9"</ETag><Size>2529567</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/550e1451-c23c-4d73-a6ea-0e539d5c5621</Key><Generation>1774940760652555</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T07:06:00.655Z</LastModified><ETag>"6aaf03d68cfbad9e37b89ccfb1087fc9"</ETag><Size>2529567</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/576c28c3-d911-4dc6-a363-7aa4167903d7</Key><Generation>1774940759260595</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T07:05:59.263Z</LastModified><ETag>"78f62b2b7b75219d865f703a2079b28a"</ETag><Size>2093753</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/5830342f-d8cc-4f4a-9603-e2c702e174a9</Key><Generation>1774938200847095</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T06:23:20.850Z</LastModified><ETag>"6aaf03d68cfbad9e37b89ccfb1087fc9"</ETag><Size>2529567</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/58bfa5aa-0ab0-4d27-a5f1-cbef7258e161</Key><Generation>1774940818411857</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T07:06:58.416Z</LastModified><ETag>"6aaf03d68cfbad9e37b89ccfb1087fc9"</ETag><Size>2529567</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/59472420-31fc-4c8a-b70c-f501c36ae50a</Key><Generation>1774938153020511</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T06:22:33.024Z</LastModified><ETag>"6aaf03d68cfbad9e37b89ccfb1087fc9"</ETag><Size>2529567</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/5d3c9946-554b-4d00-89c6-c7da75fa9d61</Key><Generation>1774938196812280</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T06:23:16.815Z</LastModified><ETag>"6aaf03d68cfbad9e37b89ccfb1087fc9"</ETag><Size>2529567</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/5f549eb6-314c-4b22-b5b4-fba589a7b319</Key><Generation>1774938196165538</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T06:23:16.169Z</LastModified><ETag>"8ddfc11f3cc4dda412e9c9d855b006b6"</ETag><Size>2320290</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/5f591ee2-afef-4419-97fc-b87c7b55e750</Key><Generation>1774940760788459</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T07:06:00.791Z</LastModified><ETag>"78f62b2b7b75219d865f703a2079b28a"</ETag><Size>2093753</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/5f980cb0-4f2e-42e7-b11c-83870d7112ed</Key><Generation>1774938202533449</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T06:23:22.537Z</LastModified><ETag>"8ddfc11f3cc4dda412e9c9d855b006b6"</ETag><Size>2320290</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/60aad3fa-459e-4df5-b972-b4ad81b913c5</Key><Generation>1774940759106745</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T07:05:59.110Z</LastModified><ETag>"6aaf03d68cfbad9e37b89ccfb1087fc9"</ETag><Size>2529567</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/6198e486-5488-4105-a456-4e8c4604dd54</Key><Generation>1774940758181599</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T07:05:58.185Z</LastModified><ETag>"8ddfc11f3cc4dda412e9c9d855b006b6"</ETag><Size>2320290</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/61b31506-de67-4c44-ba1b-872b6f1fc1cd</Key><Generation>1774938175001732</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T06:22:55.005Z</LastModified><ETag>"6aaf03d68cfbad9e37b89ccfb1087fc9"</ETag><Size>2529567</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/62e1c0e2-1b25-4cdf-be4f-1cb363043699</Key><Generation>1774940818737089</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T07:06:58.740Z</LastModified><ETag>"8ddfc11f3cc4dda412e9c9d855b006b6"</ETag><Size>2320290</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/65532e1f-1fa6-4533-9075-ffcbb1da604c</Key><Generation>1774940785152371</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T07:06:25.155Z</LastModified><ETag>"8ddfc11f3cc4dda412e9c9d855b006b6"</ETag><Size>2320290</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/6592cc31-5d20-4b0f-b6d4-68e3056071e1</Key><Generation>1774940755418475</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T07:05:55.421Z</LastModified><ETag>"78f62b2b7b75219d865f703a2079b28a"</ETag><Size>2093753</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/65bbef9b-c4c7-4132-abaf-a04a2fcc81be</Key><Generation>1774940785006447</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T07:06:25.010Z</LastModified><ETag>"78f62b2b7b75219d865f703a2079b28a"</ETag><Size>2093753</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/68ba4474-cf82-4a51-8553-d949d6ff2803</Key><Generation>1774940818556814</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T07:06:58.561Z</LastModified><ETag>"78f62b2b7b75219d865f703a2079b28a"</ETag><Size>2093753</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/6b10aaf2-b78f-4614-9d5b-5155fe662c6c</Key><Generation>1774940761151398</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T07:06:01.154Z</LastModified><ETag>"8ddfc11f3cc4dda412e9c9d855b006b6"</ETag><Size>2320290</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/6b7aa74f-2adc-4c3f-b3aa-24fb7c722ef2</Key><Generation>1774938149092708</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T06:22:29.097Z</LastModified><ETag>"6aaf03d68cfbad9e37b89ccfb1087fc9"</ETag><Size>2529567</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/6b92b480-736d-4c3c-b57d-f8ba0eda8eaf</Key><Generation>1774938149966739</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T06:22:29.969Z</LastModified><ETag>"6aaf03d68cfbad9e37b89ccfb1087fc9"</ETag><Size>2529567</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/6f8691bf-4397-426a-ac4e-d1fbf1752b1d</Key><Generation>1774940818412527</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T07:06:58.415Z</LastModified><ETag>"6aaf03d68cfbad9e37b89ccfb1087fc9"</ETag><Size>2529567</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/70aadac1-358a-4268-963d-a0a634748938</Key><Generation>1774938175277292</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T06:22:55.280Z</LastModified><ETag>"6aaf03d68cfbad9e37b89ccfb1087fc9"</ETag><Size>2529567</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/7250b790-6dd0-470d-9419-d3abe9c01368</Key><Generation>1774940760969995</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T07:06:00.973Z</LastModified><ETag>"78f62b2b7b75219d865f703a2079b28a"</ETag><Size>2093753</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/72c1590c-2645-4dcb-aae3-5b0b36d0739a</Key><Generation>1774938202289088</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T06:23:22.292Z</LastModified><ETag>"6aaf03d68cfbad9e37b89ccfb1087fc9"</ETag><Size>2529567</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/74fdc2d2-8582-4236-8899-6424713f5b7c</Key><Generation>1774940784841309</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T07:06:24.845Z</LastModified><ETag>"78f62b2b7b75219d865f703a2079b28a"</ETag><Size>2093753</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/75fdb6f3-e499-4981-a081-ea96eb6a7f80</Key><Generation>1774938157668815</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T06:22:37.672Z</LastModified><ETag>"6aaf03d68cfbad9e37b89ccfb1087fc9"</ETag><Size>2529567</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/77942bce-91d6-4b77-ab7c-4640fa5010d3</Key><Generation>1774940761125680</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T07:06:01.129Z</LastModified><ETag>"8ddfc11f3cc4dda412e9c9d855b006b6"</ETag><Size>2320290</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/7961a745-4890-41d8-bfad-cb5895fa8ab3</Key><Generation>1774938202378687</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T06:23:22.382Z</LastModified><ETag>"78f62b2b7b75219d865f703a2079b28a"</ETag><Size>2093753</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/79cc5883-17fa-4367-85ae-ea65d0efa893</Key><Generation>1774940949931891</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T07:09:09.935Z</LastModified><ETag>"78f62b2b7b75219d865f703a2079b28a"</ETag><Size>2093753</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/7a1a7854-e289-4a5d-aa03-f2fc5a1f06e2</Key><Generation>1774940786102906</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T07:06:26.106Z</LastModified><ETag>"78f62b2b7b75219d865f703a2079b28a"</ETag><Size>2093753</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/7a60cc7a-0922-4f2c-82a4-fb5f6ccf2ea2</Key><Generation>1774940818564991</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T07:06:58.568Z</LastModified><ETag>"78f62b2b7b75219d865f703a2079b28a"</ETag><Size>2093753</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/7b0e6b53-1c78-4715-ac06-7a8b13ee38de</Key><Generation>1774940786266575</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T07:06:26.270Z</LastModified><ETag>"8ddfc11f3cc4dda412e9c9d855b006b6"</ETag><Size>2320290</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/7dc9ca4b-d302-41f3-a03b-19041e14ec7d</Key><Generation>1774940755700474</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T07:05:55.704Z</LastModified><ETag>"78f62b2b7b75219d865f703a2079b28a"</ETag><Size>2093753</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/7f60f958-123e-4987-a873-9873a710bcee</Key><Generation>1774938202453310</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T06:23:22.456Z</LastModified><ETag>"78f62b2b7b75219d865f703a2079b28a"</ETag><Size>2093753</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/7fe994db-3928-4a75-ba8c-77b5a899cf90</Key><Generation>1774938164280282</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T06:22:44.283Z</LastModified><ETag>"6aaf03d68cfbad9e37b89ccfb1087fc9"</ETag><Size>2529567</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/8178239c-91b7-4e2e-b87d-603d508abea2</Key><Generation>1774940758867019</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T07:05:58.870Z</LastModified><ETag>"6aaf03d68cfbad9e37b89ccfb1087fc9"</ETag><Size>2529567</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/82098ffd-546a-4a00-a794-b75530fb78e3</Key><Generation>1774940757886007</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T07:05:57.889Z</LastModified><ETag>"6aaf03d68cfbad9e37b89ccfb1087fc9"</ETag><Size>2529567</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/83e1e2ef-a3a4-494f-b425-ca7b416c4c7c</Key><Generation>1774938201525819</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T06:23:21.528Z</LastModified><ETag>"6aaf03d68cfbad9e37b89ccfb1087fc9"</ETag><Size>2529567</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/859f83e4-8789-460b-8ca4-8781f977b4c5</Key><Generation>1774940786081252</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T07:06:26.084Z</LastModified><ETag>"78f62b2b7b75219d865f703a2079b28a"</ETag><Size>2093753</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/867dc380-3f46-4002-9c4d-e1709148fed9</Key><Generation>1774940786070962</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T07:06:26.074Z</LastModified><ETag>"78f62b2b7b75219d865f703a2079b28a"</ETag><Size>2093753</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/87d7a03c-4f8a-45ad-a0d0-c78cc78ac8f3</Key><Generation>1774940755541797</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T07:05:55.545Z</LastModified><ETag>"6aaf03d68cfbad9e37b89ccfb1087fc9"</ETag><Size>2529567</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/883f65f5-1ee0-4836-8ee5-d8f80a4e21c4</Key><Generation>1774940950108773</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T07:09:10.111Z</LastModified><ETag>"8ddfc11f3cc4dda412e9c9d855b006b6"</ETag><Size>2320290</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/890f4c31-a122-4187-8076-1ffff3fd5771</Key><Generation>1774938157245158</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T06:22:37.248Z</LastModified><ETag>"6aaf03d68cfbad9e37b89ccfb1087fc9"</ETag><Size>2529567</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/8a5ab3f8-0f47-4a3a-8471-51559c6f3f20</Key><Generation>1774940818574139</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T07:06:58.577Z</LastModified><ETag>"78f62b2b7b75219d865f703a2079b28a"</ETag><Size>2093753</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/8b9a8613-ad98-486d-b764-ac44fbb4e462</Key><Generation>1774938201687945</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T06:23:21.691Z</LastModified><ETag>"78f62b2b7b75219d865f703a2079b28a"</ETag><Size>2093753</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/8ba8dfcd-6008-4b27-896f-10859a827c44</Key><Generation>1774938196005548</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T06:23:16.009Z</LastModified><ETag>"78f62b2b7b75219d865f703a2079b28a"</ETag><Size>2093753</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/8f303562-8549-4de7-9f48-e83e25ecb88d</Key><Generation>1774940761013731</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T07:06:01.017Z</LastModified><ETag>"8ddfc11f3cc4dda412e9c9d855b006b6"</ETag><Size>2320290</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/9056aca5-4346-4fee-ac4a-e45f021de2f8</Key><Generation>1774938156917191</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T06:22:36.920Z</LastModified><ETag>"6aaf03d68cfbad9e37b89ccfb1087fc9"</ETag><Size>2529567</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/90f5f2b5-e51a-4285-b61c-c8646fb7d49a</Key><Generation>1774938198722195</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T06:23:18.725Z</LastModified><ETag>"6aaf03d68cfbad9e37b89ccfb1087fc9"</ETag><Size>2529567</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/97862bba-28fb-40aa-850b-d6e9943a3bd1</Key><Generation>1774938202220709</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T06:23:22.224Z</LastModified><ETag>"78f62b2b7b75219d865f703a2079b28a"</ETag><Size>2093753</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/979d3843-46f3-418d-afd1-d6bd6c55022f</Key><Generation>1774940818714669</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T07:06:58.718Z</LastModified><ETag>"8ddfc11f3cc4dda412e9c9d855b006b6"</ETag><Size>2320290</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/97c29af0-20d1-4eda-a5ec-6b635d7757e7</Key><Generation>1774940760854734</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T07:06:00.858Z</LastModified><ETag>"6aaf03d68cfbad9e37b89ccfb1087fc9"</ETag><Size>2529567</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/9b776cae-7bcb-41b4-8736-5638cde41a10</Key><Generation>1774938153246058</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T06:22:33.249Z</LastModified><ETag>"6aaf03d68cfbad9e37b89ccfb1087fc9"</ETag><Size>2529567</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/9ef97ede-11fc-401e-a786-481acc3eb6b7</Key><Generation>1774938197114910</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T06:23:17.118Z</LastModified><ETag>"8ddfc11f3cc4dda412e9c9d855b006b6"</ETag><Size>2320290</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/a30a9348-4400-477b-9296-b412a1c008d6</Key><Generation>1774940757526460</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T07:05:57.530Z</LastModified><ETag>"6aaf03d68cfbad9e37b89ccfb1087fc9"</ETag><Size>2529567</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/a44e42a2-c643-4f87-9e92-074086bd1ff6</Key><Generation>1774940950109000</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T07:09:10.111Z</LastModified><ETag>"8ddfc11f3cc4dda412e9c9d855b006b6"</ETag><Size>2320290</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/a585317b-25bd-454f-ad6e-3280d626eedd</Key><Generation>1774940760646551</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T07:06:00.649Z</LastModified><ETag>"6aaf03d68cfbad9e37b89ccfb1087fc9"</ETag><Size>2529567</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/a5cb4698-7fdd-4448-bca3-bf867fe90b9f</Key><Generation>1774940818408074</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T07:06:58.412Z</LastModified><ETag>"6aaf03d68cfbad9e37b89ccfb1087fc9"</ETag><Size>2529567</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/a7d9a50e-b761-412c-b331-e57d55ec5a4a</Key><Generation>1774938160151351</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T06:22:40.154Z</LastModified><ETag>"6aaf03d68cfbad9e37b89ccfb1087fc9"</ETag><Size>2529567</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/a817d932-f594-44d3-985d-8ae4cbb54c5b</Key><Generation>1774938175993284</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T06:22:55.997Z</LastModified><ETag>"6aaf03d68cfbad9e37b89ccfb1087fc9"</ETag><Size>2529567</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/ac45793f-255f-4f73-8d26-d52ccccbf5ef</Key><Generation>1774938165034423</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T06:22:45.037Z</LastModified><ETag>"6aaf03d68cfbad9e37b89ccfb1087fc9"</ETag><Size>2529567</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/b0a0f845-9f91-43c9-93fb-12e818ade7e7</Key><Generation>1774938202210378</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T06:23:22.214Z</LastModified><ETag>"6aaf03d68cfbad9e37b89ccfb1087fc9"</ETag><Size>2529567</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/b10c55c1-b002-45e4-9f30-0a524f161b22</Key><Generation>1774940786250680</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T07:06:26.254Z</LastModified><ETag>"8ddfc11f3cc4dda412e9c9d855b006b6"</ETag><Size>2320290</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/b2730461-59d9-4f81-94c0-95a1bf4aaf34</Key><Generation>1774938200998851</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T06:23:21.002Z</LastModified><ETag>"78f62b2b7b75219d865f703a2079b28a"</ETag><Size>2093753</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/b4923072-988c-44df-844c-78e19b1586b6</Key><Generation>1774940757670501</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T07:05:57.673Z</LastModified><ETag>"78f62b2b7b75219d865f703a2079b28a"</ETag><Size>2093753</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/b4eb34fd-0c78-4b16-9a00-00b2b44b59cf</Key><Generation>1774940785875508</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T07:06:25.878Z</LastModified><ETag>"6aaf03d68cfbad9e37b89ccfb1087fc9"</ETag><Size>2529567</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/b8ae4166-95aa-4f38-85a0-bb837fc59e89</Key><Generation>1774940760939451</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T07:06:00.942Z</LastModified><ETag>"8ddfc11f3cc4dda412e9c9d855b006b6"</ETag><Size>2320290</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/b978ddba-bcbc-4fff-be61-8dcc57f79b9e</Key><Generation>1774940755563490</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T07:05:55.566Z</LastModified><ETag>"8ddfc11f3cc4dda412e9c9d855b006b6"</ETag><Size>2320290</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/b9cc1a3c-db2e-4e41-910c-943148dc1145</Key><Generation>1774940949774121</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T07:09:09.777Z</LastModified><ETag>"6aaf03d68cfbad9e37b89ccfb1087fc9"</ETag><Size>2529567</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/ba395577-9784-4b15-8595-5ce43409a7f6</Key><Generation>1774940818566847</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T07:06:58.570Z</LastModified><ETag>"78f62b2b7b75219d865f703a2079b28a"</ETag><Size>2093753</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/bad700aa-1ecc-471f-abcd-681014c215ba</Key><Generation>1774940757824259</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T07:05:57.827Z</LastModified><ETag>"8ddfc11f3cc4dda412e9c9d855b006b6"</ETag><Size>2320290</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/bb94e25b-7975-408f-ac5e-c476a9a31638</Key><Generation>1774940949784388</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T07:09:09.788Z</LastModified><ETag>"6aaf03d68cfbad9e37b89ccfb1087fc9"</ETag><Size>2529567</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/bf35059a-5b29-4a1f-8450-030b836bccd5</Key><Generation>1774940760642933</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T07:06:00.646Z</LastModified><ETag>"6aaf03d68cfbad9e37b89ccfb1087fc9"</ETag><Size>2529567</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/c1af3236-b1e7-484d-a9c3-12d75eef6393</Key><Generation>1774940786187942</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T07:06:26.192Z</LastModified><ETag>"8ddfc11f3cc4dda412e9c9d855b006b6"</ETag><Size>2320290</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/c226c54f-2b8d-4e57-b9d7-595c64e4a57c</Key><Generation>1774940786223306</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T07:06:26.227Z</LastModified><ETag>"8ddfc11f3cc4dda412e9c9d855b006b6"</ETag><Size>2320290</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/cc60b478-25ec-4e66-ab25-6d15b000bdd2</Key><Generation>1774940759140082</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T07:05:59.144Z</LastModified><ETag>"78f62b2b7b75219d865f703a2079b28a"</ETag><Size>2093753</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/cc6adebe-b14d-48c7-ab9e-9ba9deff54d3</Key><Generation>1774940755264954</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T07:05:55.270Z</LastModified><ETag>"6aaf03d68cfbad9e37b89ccfb1087fc9"</ETag><Size>2529567</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/cef7e117-1e10-4242-b77e-7e046a7a3bd3</Key><Generation>1774940755869760</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T07:05:55.873Z</LastModified><ETag>"8ddfc11f3cc4dda412e9c9d855b006b6"</ETag><Size>2320290</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/d0cfdc8b-ad3b-431a-bc67-cbdc100280fc</Key><Generation>1774940786527415</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T07:06:26.531Z</LastModified><ETag>"8ddfc11f3cc4dda412e9c9d855b006b6"</ETag><Size>2320290</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/d393d620-5142-4dc8-b126-475414a265d9</Key><Generation>1774940761154101</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T07:06:01.157Z</LastModified><ETag>"8ddfc11f3cc4dda412e9c9d855b006b6"</ETag><Size>2320290</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/d687c8c4-82fa-4a7d-b993-71ca23b28f4b</Key><Generation>1774938201837895</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T06:23:21.841Z</LastModified><ETag>"8ddfc11f3cc4dda412e9c9d855b006b6"</ETag><Size>2320290</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/d6bb86dd-d421-489b-8799-19489ff056dd</Key><Generation>1774938151728237</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T06:22:31.731Z</LastModified><ETag>"6aaf03d68cfbad9e37b89ccfb1087fc9"</ETag><Size>2529567</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/da269b84-ea33-4190-bc20-1761395dafca</Key><Generation>1774940760935566</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T07:06:00.938Z</LastModified><ETag>"8ddfc11f3cc4dda412e9c9d855b006b6"</ETag><Size>2320290</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/dacb58ff-8060-4875-88e8-ca21aa6449b7</Key><Generation>1774940949771179</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T07:09:09.774Z</LastModified><ETag>"6aaf03d68cfbad9e37b89ccfb1087fc9"</ETag><Size>2529567</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/db9979bd-5729-4818-b427-6d65538cb620</Key><Generation>1774938175704023</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T06:22:55.707Z</LastModified><ETag>"6aaf03d68cfbad9e37b89ccfb1087fc9"</ETag><Size>2529567</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/dc3a0ded-4d48-4c12-9a67-e21b60b2a191</Key><Generation>1774940818722332</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T07:06:58.726Z</LastModified><ETag>"8ddfc11f3cc4dda412e9c9d855b006b6"</ETag><Size>2320290</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/dc3f141a-2ad3-4512-9d0f-4361cb7c6209</Key><Generation>1774938202962940</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T06:23:22.966Z</LastModified><ETag>"78f62b2b7b75219d865f703a2079b28a"</ETag><Size>2093753</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/dc415b9c-892d-4c65-838c-6ba6513b4350</Key><Generation>1774938202059727</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T06:23:22.063Z</LastModified><ETag>"6aaf03d68cfbad9e37b89ccfb1087fc9"</ETag><Size>2529567</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/dd8cc5aa-5b4a-4df5-a477-a7f0ea9b2f86</Key><Generation>1774940785954004</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T07:06:25.957Z</LastModified><ETag>"6aaf03d68cfbad9e37b89ccfb1087fc9"</ETag><Size>2529567</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/deab60ae-c020-409b-86db-5b94d1e546c4</Key><Generation>1774940786243206</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T07:06:26.246Z</LastModified><ETag>"8ddfc11f3cc4dda412e9c9d855b006b6"</ETag><Size>2320290</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/dfc2ba85-f08c-4dd5-a532-da9eb4368d9a</Key><Generation>1774940759408558</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T07:05:59.411Z</LastModified><ETag>"8ddfc11f3cc4dda412e9c9d855b006b6"</ETag><Size>2320290</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/e2a5b92f-1d11-4607-b90c-30f40f4dfef6</Key><Generation>1774940784660200</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T07:06:24.663Z</LastModified><ETag>"6aaf03d68cfbad9e37b89ccfb1087fc9"</ETag><Size>2529567</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/e91eee0b-6322-4f4d-9913-8bd9218d1f29</Key><Generation>1774940818725320</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T07:06:58.728Z</LastModified><ETag>"8ddfc11f3cc4dda412e9c9d855b006b6"</ETag><Size>2320290</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/eb66c01b-4fb1-4d0c-9e5a-9daa5cfe41ba</Key><Generation>1774940818408850</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T07:06:58.412Z</LastModified><ETag>"6aaf03d68cfbad9e37b89ccfb1087fc9"</ETag><Size>2529567</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/ecd29b58-0293-49cb-b82a-cce4b20ccc34</Key><Generation>1774940759291237</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T07:05:59.294Z</LastModified><ETag>"8ddfc11f3cc4dda412e9c9d855b006b6"</ETag><Size>2320290</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/edc8357c-d2fb-446e-a302-111996957338</Key><Generation>1774940785928670</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T07:06:25.931Z</LastModified><ETag>"6aaf03d68cfbad9e37b89ccfb1087fc9"</ETag><Size>2529567</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/ef70ab67-18dc-4f34-aeb5-af14af8d7cf6</Key><Generation>1774940759028097</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T07:05:59.030Z</LastModified><ETag>"78f62b2b7b75219d865f703a2079b28a"</ETag><Size>2093753</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/f08ac00c-e8a3-41f0-8dfc-5b5736981251</Key><Generation>1774940818579268</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T07:06:58.582Z</LastModified><ETag>"78f62b2b7b75219d865f703a2079b28a"</ETag><Size>2093753</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/f1a7d52f-5376-4d43-84d8-f2980c2ff0b0</Key><Generation>1774938157419304</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T06:22:37.422Z</LastModified><ETag>"6aaf03d68cfbad9e37b89ccfb1087fc9"</ETag><Size>2529567</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/f21e36d4-42b7-4958-9d71-4bd3aca9651c</Key><Generation>1774940760817549</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T07:06:00.821Z</LastModified><ETag>"6aaf03d68cfbad9e37b89ccfb1087fc9"</ETag><Size>2529567</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/f4afa450-ffbb-4ab9-871b-e80d260cd954</Key><Generation>1774938176309665</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T06:22:56.313Z</LastModified><ETag>"6aaf03d68cfbad9e37b89ccfb1087fc9"</ETag><Size>2529567</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/f8c3a66e-cd7b-4a53-b7b1-a5a9845f47f6</Key><Generation>1774940760998958</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T07:06:01.001Z</LastModified><ETag>"78f62b2b7b75219d865f703a2079b28a"</ETag><Size>2093753</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/fb9379aa-8a07-4b23-a037-f7d88b011013</Key><Generation>1774938203116312</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T06:23:23.120Z</LastModified><ETag>"8ddfc11f3cc4dda412e9c9d855b006b6"</ETag><Size>2320290</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T1.VID1/fdc71f4a-228e-4228-8862-2ccf3dc2ed3a</Key><Generation>1774940949979387</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T07:09:09.982Z</LastModified><ETag>"78f62b2b7b75219d865f703a2079b28a"</ETag><Size>2093753</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T2.VID1/067e1f9a-c3a0-4adc-a119-5ba399a0a05c</Key><Generation>1774941527611217</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T07:18:47.614Z</LastModified><ETag>"af2b4d8cf36f38756aaeb4dcb55d6244"</ETag><Size>2381649</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T2.VID1/08d70217-c527-437b-b1ed-6e4300b19fb1</Key><Generation>1774941520841475</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T07:18:40.844Z</LastModified><ETag>"533726217ab416853a54befbdeb622cd"</ETag><Size>2412322</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T2.VID1/09d95ba0-257f-4c85-8145-78551dd0c133</Key><Generation>1774941527457355</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T07:18:47.461Z</LastModified><ETag>"533726217ab416853a54befbdeb622cd"</ETag><Size>2412322</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T2.VID1/19d25a6c-f1de-45d2-96e4-7777caea9105</Key><Generation>1780317375869784</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-06-01T12:36:15.873Z</LastModified><ETag>"ac55f1dc7ed74006a0fa79ecdbb15a8f"</ETag><Size>3315927</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T2.VID1/1e9e3950-f5f4-40e8-8b56-54f85f1e22bf</Key><Generation>1774941520997358</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T07:18:41.000Z</LastModified><ETag>"af2b4d8cf36f38756aaeb4dcb55d6244"</ETag><Size>2381649</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T2.VID1/2064c173-df0b-4a10-aded-ab41f04a7716</Key><Generation>1780317375674432</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-06-01T12:36:15.678Z</LastModified><ETag>"ac55f1dc7ed74006a0fa79ecdbb15a8f"</ETag><Size>3315927</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T2.VID1/318222e1-592c-4f68-b4bd-e775b4229659</Key><Generation>1774941530714597</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T07:18:50.718Z</LastModified><ETag>"533726217ab416853a54befbdeb622cd"</ETag><Size>2412322</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T2.VID1/3476f539-b03f-430e-8340-2cc064b63257</Key><Generation>1774941530787939</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T07:18:50.791Z</LastModified><ETag>"533726217ab416853a54bef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></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T2.VID1/9aed8b03-ca3e-4ccb-adba-2a9f9aef80e7</Key><Generation>1774941530724333</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T07:18:50.728Z</LastModified><ETag>"533726217ab416853a54befbdeb622cd"</ETag><Size>2412322</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T2.VID1/9b2bf5b0-e51e-46cd-bfc6-0c8a3928eac3</Key><Generation>1774941526535256</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T07:18:46.538Z</LastModified><ETag>"af2b4d8cf36f38756aaeb4dcb55d6244"</ETag><Size>2381649</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T2.VID1/a50a9a31-6202-4c0d-b105-fdfa8f07106b</Key><Generation>1774941527397158</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T07:18:47.400Z</LastModified><ETag>"af2b4d8cf36f38756aaeb4dcb55d6244"</ETag><Size>2381649</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T2.VID1/b1b1e8ff-78ac-4297-aa82-c8f7f53fccc6</Key><Generation>1774941527797457</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T07:18:47.801Z</LastModified><ETag>"533726217ab416853a54befbdeb622cd"</ETag><Size>2412322</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T2.VID1/b84d1bce-1d5c-4cf5-8f70-faf9c4a90ca5</Key><Generation>1774941530775100</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T07:18:50.778Z</LastModified><ETag>"533726217ab416853a54befbdeb622cd"</ETag><Size>2412322</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T2.VID1/c2702453-3dce-40bb-85b5-5c184ace33d8</Key><Generation>1774941526970503</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T07:18:46.974Z</LastModified><ETag>"533726217ab416853a54befbdeb622cd"</ETag><Size>2412322</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T2.VID1/c36d8f57-ebb7-451f-9317-72753f92e87f</Key><Generation>1774941522022938</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T07:18:42.026Z</LastModified><ETag>"533726217ab416853a54befbdeb622cd"</ETag><Size>2412322</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T2.VID1/cec8914f-68fd-46e9-9d75-af0343df4b95</Key><Generation>1780317370181771</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-06-01T12:36:10.212Z</LastModified><ETag>"ac55f1dc7ed74006a0fa79ecdbb15a8f"</ETag><Size>3315927</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T2.VID1/d993f50b-6745-4cc4-bdb8-591467f55146</Key><Generation>1774941522156211</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T07:18:42.159Z</LastModified><ETag>"af2b4d8cf36f38756aaeb4dcb55d6244"</ETag><Size>2381649</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T2.VID1/db16bed5-a226-4f8a-9056-dbe532144609</Key><Generation>1774941526356972</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T07:18:46.361Z</LastModified><ETag>"533726217ab416853a54befbdeb622cd"</ETag><Size>2412322</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T2.VID1/dd01c2fe-395c-459f-a219-f694fc9cd051</Key><Generation>1774941527138481</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T07:18:47.142Z</LastModified><ETag>"af2b4d8cf36f38756aaeb4dcb55d6244"</ETag><Size>2381649</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T2.VID1/de3b1c4b-d296-42c1-9f4f-8c771eadccd4</Key><Generation>1780317375059603</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-06-01T12:36:15.063Z</LastModified><ETag>"ac55f1dc7ed74006a0fa79ecdbb15a8f"</ETag><Size>3315927</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T2.VID1/eae763d2-b4c8-4cd7-9c11-8e83264fc02e</Key><Generation>1774941521452746</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T07:18:41.455Z</LastModified><ETag>"533726217ab416853a54befbdeb622cd"</ETag><Size>2412322</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T2.VID1/f9181bb3-3d22-4f5f-b5bb-56b8acf8b8d5</Key><Generation>1774941530932877</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T07:18:50.936Z</LastModified><ETag>"af2b4d8cf36f38756aaeb4dcb55d6244"</ETag><Size>2381649</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T2.VID1/fbe81116-c8a4-4cfe-a997-5e7004733dd1</Key><Generation>1774941527584540</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T07:18:47.588Z</LastModified><ETag>"533726217ab416853a54befbdeb622cd"</ETag><Size>2412322</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T2.VID1/fc76b927-4d39-42d8-905d-cec341cbdae3</Key><Generation>1774941530880580</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-31T07:18:50.883Z</LastModified><ETag>"af2b4d8cf36f38756aaeb4dcb55d6244"</ETag><Size>2381649</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T3.VID1/050b8dd8-2eba-4f7c-9607-550950073fe6</Key><Generation>1775020840734012</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-04-01T05:20:40.737Z</LastModified><ETag>"67df4bdd31e617b4c0012f6d6b9f61b4"</ETag><Size>2378836</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S1.T3.VID1/9bc9152c-00c9-4e3b-8e8b-18a1b3d66303</Key><Generation>1775020840562371</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-04-01T05:20:40.567Z</LastModified><ETag>"641e3fcc1bc433bcc569a8a456b51267"</ETag><Size>2449770</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M1.S2.T4.VID1/ca43d703-7272-49ab-b60c-b067ce27a38f</Key><Generation>1775021255068676</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-04-01T05:27:35.074Z</LastModified><ETag>"69105471a0eadafd6cc034b5ad234c65"</ETag><Size>2712112</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M2.S3.T6.VID1/992da990-0931-4f36-b74d-889de7cd46c1</Key><Generation>1775021422302854</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-04-01T05:30:22.321Z</LastModified><ETag>"682a2d11026b5ce50f5fda00a10446bc"</ETag><Size>2287017</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M2.S4.T8.VID1/f6bb3b66-1d62-45eb-9db3-83d91390d9f0</Key><Generation>1775021758815282</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-04-01T05:35:58.819Z</LastModified><ETag>"1347505adfd43835cee790a18f9f78e1"</ETag><Size>2205364</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M3.S5.T11.VID1/b7610d12-1d91-456c-a002-08d48a8a95e2</Key><Generation>1775022407113143</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-04-01T05:46:47.117Z</LastModified><ETag>"7bf9b7fba19695514ef09d1a3529c24c"</ETag><Size>2421807</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M3.S5.T11.VID1/e577b778-7d9b-4c48-803a-b65ec12a559c</Key><Generation>1775022406797256</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-04-01T05:46:46.800Z</LastModified><ETag>"2b916fe41cbff6c93ca39a03630c5acf"</ETag><Size>2238020</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M3.S5.T11.VID1/edadb225-2676-4bd6-bee1-126b82b2580a</Key><Generation>1775022406966541</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-04-01T05:46:46.970Z</LastModified><ETag>"d50989cdc0fbadb82beb7dd8bb22efe0"</ETag><Size>2422584</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M3.S5.T11.VID1/f9d3739f-bbb5-4b88-9429-91bca56accb7</Key><Generation>1775022406629617</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-04-01T05:46:46.634Z</LastModified><ETag>"6186ba5744b448996ddac39173611614"</ETag><Size>2279194</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M3.S6.T12.VID1/5b4ed757-dec8-4624-ba3d-723dac2636e3</Key><Generation>1775022910725658</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-04-01T05:55:10.728Z</LastModified><ETag>"621b5af53c82102b87405c6ca0f2bc31"</ETag><Size>2442520</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M3.S6.T12.VID1/9d63e41b-8bd2-4b55-b46d-ccc3ef5a7066</Key><Generation>1775022910565439</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-04-01T05:55:10.568Z</LastModified><ETag>"401b724248d47e1e4e59ea999bed5ec6"</ETag><Size>2396684</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M3.S6.T12.VID1/f12b2158-00b5-43da-88b2-e3028bc542f9</Key><Generation>1775022910403712</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-04-01T05:55:10.407Z</LastModified><ETag>"b5f37e64c47798f514d54b1713139b80"</ETag><Size>2359599</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M3.S6.T13.VID1/f8a41aa0-7aab-4d07-96cd-24ef371e8282</Key><Generation>1775023230545411</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-04-01T06:00:30.550Z</LastModified><ETag>"8038920d4d50017a23ae2b56aa47912e"</ETag><Size>2374165</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M4.S7.T14.VID1/36f51f3b-63d4-4d1b-aed6-58c8150ce0ff</Key><Generation>1775023449271415</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-04-01T06:04:09.278Z</LastModified><ETag>"48a7b5ad8061697e459e5c82107f9f8c"</ETag><Size>2406169</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M4.S7.T14.VID1/f9a6de28-9325-433d-87bf-e7f6ad9b269a</Key><Generation>1775023449452249</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-04-01T06:04:09.455Z</LastModified><ETag>"59afb71114ccc33e125b8b6341e31f75"</ETag><Size>2441687</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M4.S7.T15.VID1/2785d264-ad99-482b-8ddc-382531f977b8</Key><Generation>1775024091889478</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-04-01T06:14:51.892Z</LastModified><ETag>"e582fa9983a9ada28de98e39ae5c9ff8"</ETag><Size>2378087</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M4.S7.T15.VID1/4d9d90d4-d588-4617-af64-16657e743c7f</Key><Generation>1775024091726258</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-04-01T06:14:51.729Z</LastModified><ETag>"5912e27a2dd1100396668cea00758867"</ETag><Size>2165179</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M4.S7.T15.VID1/659aca63-b3c9-44dc-9f84-a563b14a9b3e</Key><Generation>1775024151478752</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-04-01T06:15:51.482Z</LastModified><ETag>"e582fa9983a9ada28de98e39ae5c9ff8"</ETag><Size>2378087</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M4.S7.T15.VID1/6c07edd0-2fb3-4f3b-80f9-3acdff412973</Key><Generation>1775024151286771</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-04-01T06:15:51.290Z</LastModified><ETag>"5912e27a2dd1100396668cea00758867"</ETag><Size>2165179</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M4.S7.T15.VID1/71d49278-0241-441b-8995-2c8d78244753</Key><Generation>1775024091561714</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-04-01T06:14:51.566Z</LastModified><ETag>"abb133cbf1d5480501c12df852683dab"</ETag><Size>2243827</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M4.S7.T15.VID1/e83f3166-e42a-4e02-b43f-d0dfd2e32e80</Key><Generation>1775024151098730</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-04-01T06:15:51.102Z</LastModified><ETag>"abb133cbf1d5480501c12df852683dab"</ETag><Size>2243827</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M5.S8.T16.VID1/089cbf20-7b26-42ef-9240-0446bd4c3f1a</Key><Generation>1775027043197970</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-04-01T07:04:03.203Z</LastModified><ETag>"6c6ca5e22ec6dcde7b7c86ec49455edb"</ETag><Size>2331966</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M5.S8.T16.VID1/3dbc8dad-d94d-45a5-804a-edea30313a0c</Key><Generation>1775027043583935</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-04-01T07:04:03.587Z</LastModified><ETag>"0c24bec141acc5f5eddb77a8fe576e2a"</ETag><Size>2418969</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M5.S8.T16.VID1/416244b5-b1e5-4248-8a89-b8031b768deb</Key><Generation>1775024530747624</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-04-01T06:22:10.751Z</LastModified><ETag>"0c24bec141acc5f5eddb77a8fe576e2a"</ETag><Size>2418969</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M5.S8.T16.VID1/58d3522c-f812-41a0-b90e-9906d77c799d</Key><Generation>1775024530390669</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-04-01T06:22:10.394Z</LastModified><ETag>"6c6ca5e22ec6dcde7b7c86ec49455edb"</ETag><Size>2331966</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M5.S8.T16.VID1/834dacc2-47b0-49c3-a49d-805a70936a45</Key><Generation>1775024530568853</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-04-01T06:22:10.572Z</LastModified><ETag>"d929ada05d62f98876ad2f0f64e38246"</ETag><Size>2398689</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M5.S8.T16.VID1/c7e14b67-0b41-4a99-99ff-97c8d6dbfc6b</Key><Generation>1775027043399186</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-04-01T07:04:03.402Z</LastModified><ETag>"d929ada05d62f98876ad2f0f64e38246"</ETag><Size>2398689</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M5.S8.T17.VID1/16a47fb3-b7a4-48ad-a032-b192e79bd0e3</Key><Generation>1775027414904307</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-04-01T07:10:14.910Z</LastModified><ETag>"bfd2879c77b7cd3d241bca5b9be7cdb9"</ETag><Size>2412537</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M5.S8.T17.VID1/3e619e87-bc50-4524-9296-7689247463c1</Key><Generation>1775027415244827</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-04-01T07:10:15.250Z</LastModified><ETag>"0ef90bb8d60d7df39b186d50e8232ad8"</ETag><Size>2415855</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M5.S8.T17.VID1/cb86f13d-a7cf-4e2c-ae88-aeaf2bacf4a1</Key><Generation>1775027415071759</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-04-01T07:10:15.075Z</LastModified><ETag>"eca1197efa4d8097451b4cef530aacd5"</ETag><Size>2128350</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M5.S8.T18.VID1/005ff85d-bff2-417b-9f1d-508b3c8c035e</Key><Generation>1775027801416692</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-04-01T07:16:41.421Z</LastModified><ETag>"427e62ec27f166ab70eb1b61f7ca1155"</ETag><Size>2197575</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M5.S8.T18.VID1/354b6abb-6d8c-45c5-8718-16771afbb20e</Key><Generation>1775027966108820</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-04-01T07:19:26.112Z</LastModified><ETag>"4baa094839e42ba1a215855c661d52a7"</ETag><Size>2235266</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M5.S8.T18.VID1/43edc1b2-6587-49e1-92de-768af6fbe82e</Key><Generation>1775027801808800</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-04-01T07:16:41.813Z</LastModified><ETag>"4baa094839e42ba1a215855c661d52a7"</ETag><Size>2235266</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M5.S8.T18.VID1/4f8f1ab5-ddbe-465e-9e33-0881ac8fa3d3</Key><Generation>1775027801965722</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-04-01T07:16:41.969Z</LastModified><ETag>"2568dbae9616a3141644e5a8b35ecf0a"</ETag><Size>2368703</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M5.S8.T18.VID1/86d8ff4c-cf7f-4f27-9eb2-afc41f790a25</Key><Generation>1775027965961435</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-04-01T07:19:25.965Z</LastModified><ETag>"f3be6c53bf23b76133c045639aa55ccc"</ETag><Size>2112141</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M5.S8.T18.VID1/9c552e5b-ebfc-4d1e-a112-70ee795425f2</Key><Generation>1775027965792480</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-04-01T07:19:25.797Z</LastModified><ETag>"427e62ec27f166ab70eb1b61f7ca1155"</ETag><Size>2197575</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M5.S8.T18.VID1/cecde3fb-351d-42a4-8ad7-b8a99436520e</Key><Generation>1775027801587930</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-04-01T07:16:41.592Z</LastModified><ETag>"f3be6c53bf23b76133c045639aa55ccc"</ETag><Size>2112141</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch5_standard_v1/M5.S8.T18.VID1/e775e8b6-83ec-4167-9b27-cc8cc5beff0b</Key><Generation>1775027966256782</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-04-01T07:19:26.260Z</LastModified><ETag>"2568dbae9616a3141644e5a8b35ecf0a"</ETag><Size>2368703</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch8_standard_v1/M3.S7.T7.VID1/1ee4fd61-e26d-4bbb-9aba-dff4e0c63a02</Key><Generation>1773636709235609</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-16T04:51:49.239Z</LastModified><ETag>"297d345e7325f1e188ecc2979445fbee"</ETag><Size>986200</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch8_standard_v1/M3.S8.T8.VID1/a5ad395e-b6ac-4ff3-a924-b0807e42f3ee</Key><Generation>1773637751446078</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-16T05:09:11.449Z</LastModified><ETag>"0ccca35e94370ed67556a6e743e0c20f"</ETag><Size>824194</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch8_standard_v1/M3.S8.T8.VID1/d907f1b5-874b-4a1c-a2d2-9ebf5e906de3</Key><Generation>1773637751581113</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-16T05:09:11.584Z</LastModified><ETag>"ebd398bd3c4fd0eb8eac61ac1fc0b3e8"</ETag><Size>852380</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch8_standard_v1/M3.S8.T8.VID1/db9c3e00-8bfd-4468-b0b3-a25ad9d68edc</Key><Generation>1773637751310168</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-16T05:09:11.314Z</LastModified><ETag>"1d79e798ac15952cd1eb9e0c67e1f475"</ETag><Size>736537</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch8_standard_v1/M4.S10.T10.VID1/5ee837cc-40da-4124-9c31-580d0f060fbf</Key><Generation>1773638306313853</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-16T05:18:26.318Z</LastModified><ETag>"00246dc155dd27d277929c213eeaacb9"</ETag><Size>1044245</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch8_standard_v1/M4.S10.T10.VID1/7db66f54-d40f-4f81-a9ac-b5a046a40122</Key><Generation>1773638306436171</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-03-16T05:18:26.439Z</LastModified><ETag>"0f26dc7916e510a68d356a9aaa738db4"</ETag><Size>1088521</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch8_standard_v1/M4.S11.T11.VID1/cc70d888-4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<Generation>1776489854893757</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-04-18T05:24:14.896Z</LastModified><ETag>"bc6d4cb87d5b1aacea742b30c63d264b"</ETag><Size>32807</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch9_standard_v1/M2.S2.T5.VID1/f5f5294f-712d-4121-afcb-819a7665c903</Key><Generation>1776489854645599</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-04-18T05:24:14.648Z</LastModified><ETag>"50e0cc817e557ed9288da0f17bb28839"</ETag><Size>1594515</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch9_standard_v1/M2.S3.T6.VID1/e5f9af05-653e-46fa-8f5c-5b99ac5a05b4</Key><Generation>1776491006665665</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-04-18T05:43:26.668Z</LastModified><ETag>"3670838534f36614a9b10fd228296624"</ETag><Size>48536</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch9_standard_v1/M2.S3.T6.VID1/f2a56783-a2f2-4e95-8ec1-6f1f8acd5d35</Key><Generation>1776491006551353</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-04-18T05:43:26.556Z</LastModified><ETag>"c0c854d43224b45ad3bf1bcf7932ca27"</ETag><Size>1478686</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch9_standard_v1/M2.S3.T7.VID1/19a11bc2-c058-492c-bd3a-de2d8741c083</Key><Generation>1776491677344080</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-04-18T05:54:37.348Z</LastModified><ETag>"c4f088a25dc0618cda43ec266b69dbb7"</ETag><Size>1551881</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch9_standard_v1/M2.S3.T7.VID1/6ba4b526-218e-42b9-ae92-1a46ada6b012</Key><Generation>1776491677481719</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-04-18T05:54:37.484Z</LastModified><ETag>"8b180d9ce34aa2546b1cc4c864dcbfa7"</ETag><Size>1550040</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch9_standard_v1/M2.S3.T7.VID1/ccd44c63-802e-41b8-b31a-91a36ce07c53</Key><Generation>1776491677595853</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-04-18T05:54:37.598Z</LastModified><ETag>"dea3f74b7012b93cffe14a7d7305fff0"</ETag><Size>58567</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch9_standard_v1/M2.S3.T8.VID1/79cd61ed-0a50-46ba-8d7e-5c8703693e65</Key><Generation>1776492414992007</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-04-18T06:06:54.994Z</LastModified><ETag>"eccbe2765cd91ec6f290ce4e6c8e9a81"</ETag><Size>48793</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch9_standard_v1/M2.S3.T8.VID1/cabeb567-e29a-41b9-879c-6d315e1e148d</Key><Generation>1776492414864335</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-04-18T06:06:54.869Z</LastModified><ETag>"622a83106e9281f214de7635770d6d6a"</ETag><Size>1661117</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch9_standard_v1/M3.S5.T11.VID1/6b35056b-df42-4db7-aa9c-ab4ec3936061</Key><Generation>1776492979758898</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-04-18T06:16:19.764Z</LastModified><ETag>"243c8e48f7e581e21d5e862e4331eadb"</ETag><Size>1598533</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch9_standard_v1/M3.S5.T11.VID1/aecc0f9e-a416-45be-a2c7-3518874f976d</Key><Generation>1776492979878872</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-04-18T06:16:19.881Z</LastModified><ETag>"bc6d4cb87d5b1aacea742b30c63d264b"</ETag><Size>32807</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch9_standard_v1/M3.S5.T12.VID1/9b97777b-6647-49a0-b5ad-8c047f513c56</Key><Generation>1776659167593488</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-04-20T04:26:07.599Z</LastModified><ETag>"43ece4fc4455d000af29108e7b6da5d2"</ETag><Size>1732177</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch9_standard_v1/M3.S6.T13.VID1/82262354-cc81-4243-8f3e-60814a3c11b9</Key><Generation>1776659744594372</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-04-20T04:35:44.599Z</LastModified><ETag>"833f4054192ad57845c35bff6733bd36"</ETag><Size>1296586</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch9_standard_v1/M3.S6.T13.VID1/c9a9a6aa-0851-4723-a92e-82b0c5d44462</Key><Generation>1776659744738230</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-04-20T04:35:44.741Z</LastModified><ETag>"dbdc889f71698f1cccdeb478dbfe5e00"</ETag><Size>50910</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch9_standard_v1/M3.S6.T15.VID1/d575d748-598d-49af-ac09-8e4c9301494a</Key><Generation>1776660214552876</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-04-20T04:43:34.557Z</LastModified><ETag>"a163c455f7dbf54b13c45c0d0fdfca10"</ETag><Size>1382953</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch9_standard_v1/M3.S6.T15.VID1/ead3bef2-cac3-451b-ac82-2dda52f60aa3</Key><Generation>1776660072694457</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-04-20T04:41:12.700Z</LastModified><ETag>"a163c455f7dbf54b13c45c0d0fdfca10"</ETag><Size>1382953</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch9_standard_v1/M3.S6.T16.VID1/aa38c724-b972-4c0a-94b7-00002958ebd1</Key><Generation>1776661600524372</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-04-20T05:06:40.527Z</LastModified><ETag>"dd5524b087fd752259697a7eaccc34d9"</ETag><Size>1712896</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch9_standard_v1/M3.S6.T16.VID1/b082c3d5-a024-44ce-a3fd-1b6104dbc9b9</Key><Generation>1776661600366290</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-04-20T05:06:40.370Z</LastModified><ETag>"b21a4b8da72031df0b69075aa0ef6ba8"</ETag><Size>1365118</Size></Contents><Contents><Key>Images/content-validator-video/maths7_ch9_standard_v1/M3.S7.T17.VID1/590b97a1-989d-4654-b564-8884ddd144eb</Key><Generation>1776662580522208</Generation><MetaGeneration>1</MetaGeneration><LastModified>2026-04-20T05:23:00.525Z</LastModified><ETag>"5a15edc4a4bd0b2c8f85effbceb380cc"</ETag><Size>1589691</Size></Contents></ListBucketResult>