{
  "mode": "teacher",
  "history": [
    {
      "id": "17672417713112v5ectc7g",
      "type": "analysis",
      "data": {
        "readingLevel": {
          "range": "6th-8th Grade",
          "explanation": "The text introduces core concepts of cellular biology and chemistry (photosynthesis, light-dependent/independent reactions, autotrophs, stomata, chloroplasts) that align with middle school science standards. While the vocabulary load is high, the text is designed for accessibility, using consistent, engaging metaphors ('factory,' 'kitchens,' 'solar panels,' 'chemical batteries') to explain complex molecular processes, bridging the gap between introductory definitions and detailed biological mechanisms."
        },
        "concepts": [
          "Photosynthesis",
          "Autotrophs (Self-feeders)",
          "Inputs: Sunlight, Water, Carbon Dioxide",
          "Outputs: Glucose (Carbohydrates), Oxygen",
          "Cellular Structures: Chlorophyll, Chloroplasts, Stomata",
          "Light-Dependent Reactions (Energy Capture)",
          "Light-Independent Reactions (Calvin Cycle/Sugar Assembly)",
          "Water Splitting (Photolysis)",
          "Carbon Fixation"
        ],
        "accuracy": {
          "rating": "High",
          "reason": "The text accurately describes the overall process, inputs, outputs, and locations of both stages of photosynthesis. The few identified issues are minor terminological imprecisions or pedagogical simplifications common in educational material.",
          "discrepancies": [
            "The statement that the “ultimate goal of this sugar assembly line is to create a complete molecule of **glucose**” is a simplification, as the Calvin Cycle’s immediate, stable output is G3P (glyceraldehyde-3-phosphate), which is subsequently synthesized into glucose. [⁽¹⁰⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQHeEh_Hb24ERd72jr93sgmZNItCRcONHAPLCDvLkbhySGnYtqg1Pf2o0cvIsUrQos3ZbUyrvLuUkwshweaa3ePxNydlQoOOS3oCamoTiDOWyWP3VPLG3QDre_6X_H90wKkABNxiv4o42svsCXwFVOmSQ-B7Pc6MlrbBJw==)",
            "In describing the products of water splitting during the light-dependent reactions, the text uses the term “**hydrogen atoms**” instead of the more precise scientific term “**hydrogen ions**” or “**protons**.” [⁽⁶⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQF_XPdea54KK0qhPXxdsFqg6UHAe93hggoPKDwi1YITbzQqLwEljWE48bbY0baQ7BDDpmYVR5KpYd1K0eba6zbgPZCvT428Vm3do3nEweSXX7SjpDDodKg6iSQ6-5A8IDhdYql1KhqmyExk9sqNKxxhHK_hSEyvQc0AQsa3uaV0ilGVkE94g4VlkvXoKOSyj7ONwTMemRRu2nO40dZT5JPpzYSeHyRQbrCqtWQ0BhH4ntElaD5H2hdupf10tzlw1vw1-BotTl7o_QBnCqs40zglErm_VPFZjGUEPYuurN7pGMBX4-L0QrO-6p5thEuMya6mioFzMBJUmRgdLSK7FJWpqdSSLu7gqq54JmrdVfCvkMtJxVyN), [⁽⁷⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFLb4Aa6XzPWawhwwYklSrYz08A1bno6OSkwCigr0MdTT4FPUQvxvjnQPJWSuEKRGUrUidVMsUAU0b852yROyKtdr6uR6E2ld2pckczLWryH90amkqhyx88UbRchqov5JEwlnr3lOvCHMjIp2fPVrRBMRlZTDwG-hJ-LcRmViKs77PHcGgzmqvqM59yHmWxUMlBGEsOZP-xoF6U_pEYiizDAAtw), [⁽⁸⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQEZ1fC22v8wGDGwoyh6C2LZJJeQR16cJTJ0bh8FQ7w1J7g1gGk8vWDlunjayxFOLuIvQ7k2o_62A5JuICJskoHxorysabdOaaPcxvWVyMjRWdEbye2cojezKAL9duWSl9xbdFWQ2VxCzWtzFyhvryUeOgr9D42HHZlM6zw9IsqRvIm97yEaHrpB2iGcna_Eqbl_7u6eNQY5rtWu_zShzg==)"
          ],
          "verifiedFacts": [
            "Plants are **autotrophs** (self-feeders) that use the process of **photosynthesis** to create their own food. [⁽¹⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQE8i7lt9nYXgLFTFk6xs5XEX7E4EyL84JFzfN9skAebf0XfFnDnQL6bsfNxoLgCVQjv8UVGPq6nZX1sZs3IW1RX63PheFZ3y_B-Zi4akQnUzSWKs_9lV1t7ctO49E_6cr9ybVTbKQg=), [⁽²⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQG2dN_OVSWelboNsbKZpfCuwZhj7cahXhvv4ycE-N8y5whGkQeGqBNmaxnGWsgSMQLTRnjq83t__omE3hdYXMHkzgSRu_FNGCJ3gRX1d2ORvNOMONsLnYpFHvJ1MBLM7sOaLDwaovrJoUksd6A_bytwbVzW), [⁽³⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFS0HjtE__Q-DObx7W6an3-NcpLiFkvOejQ7Gnfjx3sDFtIoJUMwWs-LZjr4y9PTmKwZT1LyYimfBDNk_sKZwi2op1UXdamMoY4pXMhck6ZlPHj6vs6XzvTXOw51yGj0412RhxRqcsy1syxcrrs6OgulyvdjAwZeumlX0GKVoca22rjoFTeSTUqWTcXLwpMbhRCg0nR7ndpV_zsamOQDV-CBFQge6E470RwRAxDVA==), [⁽⁴⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQEu8CYypggrVMgLUjVUlpdW3rsSTbZy5cyQfgTxheKEUdoK3WGBZFpJutrRRsmpOvty4UivsdFlYw3CRBme4VH_cgTxXdJVNn9JhmFWs0OStST9S2DuEYdqBggnDBdEeVKHeVR9-tYjdvHdtu8xWxct8bwRNm4RBQ3-7CuugDcuoJMzG16kmil1nPrSveRwj-_CThYk0FXeaf2y87LL8Hg08Uv0Zg==)",
            "The raw materials required for photosynthesis are **sunlight** (energy), **water**, and **carbon dioxide**. [⁽⁵⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQHM0G5eBETz8tpGMu4-vOFFNYQi8YpWiVISRllQLh8I3yFDdVYvRnaBB6dAJeWfgSPxtGFljQI2jpN0z20WQc8kGCzdVFD8o8M1aGvqVgUWWAsCvijqfbZBVVv2BkPJGRParSvEk4g3D52plznD_OzpHfJzX4eK5bvHvO--_TGs6Z9Q_lSbS2V57KRjyKmnSFvZM1sgEyzJXhyi6ifTqA==)",
            "**Chlorophyll** is the green pigment, located in **chloroplasts**, that is responsible for capturing light energy.",
            "Water is absorbed by the roots, and carbon dioxide is taken in from the atmosphere through tiny pores on the leaves called **stomata**. [⁽⁵⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQHM0G5eBETz8tpGMu4-vOFFNYQi8YpWiVISRllQLh8I3yFDdVYvRnaBB6dAJeWfgSPxtGFljQI2jpN0z20WQc8kGCzdVFD8o8M1aGvqVgUWWAsCvijqfbZBVVv2BkPJGRParSvEk4g3D52plznD_OzpHfJzX4eK5bvHvO--_TGs6Z9Q_lSbS2V57KRjyKmnSFvZM1sgEyzJXhyi6ifTqA==)",
            "The plant's goal is to create its food, which is a type of sugar known as **glucose**, or sometimes referred to as **carbohydrates**. [⁽⁹⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFBgRqDwWHv3zKHwHHYmEYyQcnpXRW4QPcy5uB6eoXoA6oB_pl9gWHKAbWlqlbAfyuD_MqSvMuxrA99mckCRN5ivErPduVi5kLMRg2C43dXoeT5pqKY3MbcibQqhbDC8Yc79YtOxiVoThQsCRWN4fEsA7W6xiM1XaJVBDIBRcv320g8R9mvDRyWgpKiMpBRCT_TsdfRbstU-4799JVwwfaTR40IWEN906y71ow=)",
            "**Oxygen** ($\text{O}_2$) is released as a byproduct, specifically from the splitting of water. [⁽⁶⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQF_XPdea54KK0qhPXxdsFqg6UHAe93hggoPKDwi1YITbzQqLwEljWE48bbY0baQ7BDDpmYVR5KpYd1K0eba6zbgPZCvT428Vm3do3nEweSXX7SjpDDodKg6iSQ6-5A8IDhdYql1KhqmyExk9sqNKxxhHK_hSEyvQc0AQsa3uaV0ilGVkE94g4VlkvXoKOSyj7ONwTMemRRu2nO40dZT5JPpzYSeHyRQbrCqtWQ0BhH4ntElaD5H2hdupf10tzlw1vw1-BotTl7o_QBnCqs40zglErm_VPFZjGUEPYuurN7pGMBX4-L0QrO-6p5thEuMya6mioFzMBJUmRgdLSK7FJWpqdSSLu7gqq54JmrdVfCvkMtJxVyN), [⁽⁸⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQEZ1fC22v8wGDGwoyh6C2LZJJeQR16cJTJ0bh8FQ7w1J7g1gGk8vWDlunjayxFOLuIvQ7k2o_62A5JuICJskoHxorysabdOaaPcxvWVyMjRWdEbye2cojezKAL9duWSl9xbdFWQ2VxCzWtzFyhvryUeOgr9D42HHZlM6zw9IsqRvIm97yEaHrpB2iGcna_Eqbl_7u6eNQY5rtWu_zShzg==)",
            "The first part of the recipe is called the **light-dependent reactions**, which absolutely needs **sunlight** to work and results in the splitting of water (photolysis). [⁽⁶⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQF_XPdea54KK0qhPXxdsFqg6UHAe93hggoPKDwi1YITbzQqLwEljWE48bbY0baQ7BDDpmYVR5KpYd1K0eba6zbgPZCvT428Vm3do3nEweSXX7SjpDDodKg6iSQ6-5A8IDhdYql1KhqmyExk9sqNKxxhHK_hSEyvQc0AQsa3uaV0ilGVkE94g4VlkvXoKOSyj7ONwTMemRRu2nO40dZT5JPpzYSeHyRQbrCqtWQ0BhH4ntElaD5H2hdupf10tzlw1vw1-BotTl7o_QBnCqs40zglErm_VPFZjGUEPYuurN7pGMBX4-L0QrO-6p5thEuMya6mioFzMBJUmRgdLSK7FJWpqdSSLu7gqq54JmrdVfCvkMtJxVyN), [⁽⁹⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFBgRqDwWHv3zKHwHHYmEYyQcnpXRW4QPcy5uB6eoXoA6oB_pl9gWHKAbWlqlbAfyuD_MqSvMuxrA99mckCRN5ivErPduVi5kLMRg2C43dXoeT5pqKY3MbcibQqhbDC8Yc79YtOxiVoThQsCRWN4fEsA7W6xiM1XaJVBDIBRcv320g8R9mvDRyWgpKiMpBRCT_TsdfRbstU-4799JVwwfaTR40IWEN906y71ow=)",
            "The second part is the **light-independent reactions** (Calvin Cycle), which does not need light directly but requires the chemical energy (ATP and NADPH) produced during Step One. [⁽¹¹⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQGtf1iNzNdamUUMx8FfQ_LGqL6hnwLYaHjDcKjehI1bxI6ryhXhS79BHbicsq1PnNn3Vn82QCknG7ATmRtXVaPFMWvxtltT8-qiIvXQEcaOxNWyxjSaPMlRG48co7HSKzcNIpP1mBM9wa3elgg0Q1Mm_Hs-CZvr6MGoz5_-XNB2ZdeKuW5MiponSt8dgKnHm_AZkqnEEK8XjijKt_E04Z9E244BLA==), [⁽¹²⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQEYlG1lNH6oc-_WXqnYx4BZ-72K-pxIDyVa0wDXPQgAiTHg5gn28QGPQwibMckJqqpDbl8y5k13BqzReq-d45A1zLw3pktqunPmCbfm-nFpzplZGm6SQ3VwFY5ain_DEuco-1QC), [⁽¹³⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQE414BDSrsuoGhjQJ0On-vjoF42RB3XB4TAVIZuKaVJ9s_ZSBy1aqHH-o0YlIbyA8-dw1laiSxlgzCQEIiVCTSx_uGKnjS2RyYJZPetj-CdVamiSysUU29yvUr5yIkhwkU6yHWPsFBB8sn04lrImYuL8m4eVEH74ETIzHE556prtN2UrzCT86ALBbeyP8U-hBsPjDCO1QUZI-fjCk5B_AZHynAwtWVw8-0=), [⁽¹⁴⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQHoPyWixodEAVnije4_-9zLWadVzYTKpc362KX6ZSP7sAr6-tDOpb3K30gpSTqKDTj1oeyYaEPAlURf55885gGMD3r52a3R-qTqjEfW5uZb6r54Tyn-1xie0eAwhsgTj6NMKRiwF5gxZUQJkJ0SMn22MkIZc5W4Qs-_3Kb4df6TEhwiuYRbPAqMRKtNeP3pNHkuITyZikj797y9ENp8), [⁽¹⁵⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQGQoTzgolqrU2JnsMykYIUa-JdPAmSUhY-nDAwpUbRg_NaNTqWPg3xCFc-GXuORlnwfChA2tq0n8woE11rIC5_2XW394-lK8_k5BFFecFtGfM5qdsg95A6AdVBl2HNbWWCD83oCZhkHZRZ4w2ude-9xS6Ls1FpNYju_KB1Q48E8YKknrA==)",
            "The Calvin Cycle involves **carbon fixation**, where carbon atoms from $\text{CO}_2$ are captured and reorganized to create sugar molecules. [⁽¹¹⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQGtf1iNzNdamUUMx8FfQ_LGqL6hnwLYaHjDcKjehI1bxI6ryhXhS79BHbicsq1PnNn3Vn82QCknG7ATmRtXVaPFMWvxtltT8-qiIvXQEcaOxNWyxjSaPMlRG48co7HSKzcNIpP1mBM9wa3elgg0Q1Mm_Hs-CZvr6MGoz5_-XNB2ZdeKuW5MiponSt8dgKnHm_AZkqnEEK8XjijKt_E04Z9E244BLA==), [⁽¹³⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQE414BDSrsuoGhjQJ0On-vjoF42RB3XB4TAVIZuKaVJ9s_ZSBy1aqHH-o0YlIbyA8-dw1laiSxlgzCQEIiVCTSx_uGKnjS2RyYJZPetj-CdVamiSysUU29yvUr5yIkhwkU6yHWPsFBB8sn04lrImYuL8m4eVEH74ETIzHE556prtN2UrzCT86ALBbeyP8U-hBsPjDCO1QUZI-fjCk5B_AZHynAwtWVw8-0=), [⁽¹⁴⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQHoPyWixodEAVnije4_-9zLWadVzYTKpc362KX6ZSP7sAr6-tDOpb3K30gpSTqKDTj1oeyYaEPAlURf55885gGMD3r52a3R-qTqjEfW5uZb6r54Tyn-1xie0eAwhsgTj6NMKRiwF5gxZUQJkJ0SMn22MkIZc5W4Qs-_3Kb4df6TEhwiuYRbPAqMRKtNeP3pNHkuITyZikj797y9ENp8), [⁽¹⁶⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQETBWNNG_t6kgdrbNlrjd0q_ss1iBdXbVuo0wCkdoDjjPz-qZPNhvhKkkZQphdWFc9igF0hRCKKj59Q1bE0Y11_rbDY3WjB9d64q9x8twxATHmg3C9whhb4bhXkac9aF6dy1q1vmNMR30YBPoiTtvvfhDhhosQOCqmHPI67Anw34jCWvCaSLYRJTAOZjHpESAwqv-O5haLeKjOEk0MeyfkmLxuY-p1U94RDaaTk4_sYQ56BbfKv9Enm)"
          ],
          "citations": "\n\n### Accuracy Check References\n1. [isa-arbor.com](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQE8i7lt9nYXgLFTFk6xs5XEX7E4EyL84JFzfN9skAebf0XfFnDnQL6bsfNxoLgCVQjv8UVGPq6nZX1sZs3IW1RX63PheFZ3y_B-Zi4akQnUzSWKs_9lV1t7ctO49E_6cr9ybVTbKQg=)\n2. [thoughtco.com](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQG2dN_OVSWelboNsbKZpfCuwZhj7cahXhvv4ycE-N8y5whGkQeGqBNmaxnGWsgSMQLTRnjq83t__omE3hdYXMHkzgSRu_FNGCJ3gRX1d2ORvNOMONsLnYpFHvJ1MBLM7sOaLDwaovrJoUksd6A_bytwbVzW)\n3. [ucsd.edu](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFS0HjtE__Q-DObx7W6an3-NcpLiFkvOejQ7Gnfjx3sDFtIoJUMwWs-LZjr4y9PTmKwZT1LyYimfBDNk_sKZwi2op1UXdamMoY4pXMhck6ZlPHj6vs6XzvTXOw51yGj0412RhxRqcsy1syxcrrs6OgulyvdjAwZeumlX0GKVoca22rjoFTeSTUqWTcXLwpMbhRCg0nR7ndpV_zsamOQDV-CBFQge6E470RwRAxDVA==)\n4. [sustainability-directory.com](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQEu8CYypggrVMgLUjVUlpdW3rsSTbZy5cyQfgTxheKEUdoK3WGBZFpJutrRRsmpOvty4UivsdFlYw3CRBme4VH_cgTxXdJVNn9JhmFWs0OStST9S2DuEYdqBggnDBdEeVKHeVR9-tYjdvHdtu8xWxct8bwRNm4RBQ3-7CuugDcuoJMzG16kmil1nPrSveRwj-_CThYk0FXeaf2y87LL8Hg08Uv0Zg==)\n5. [botanywithparul.com](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQHM0G5eBETz8tpGMu4-vOFFNYQi8YpWiVISRllQLh8I3yFDdVYvRnaBB6dAJeWfgSPxtGFljQI2jpN0z20WQc8kGCzdVFD8o8M1aGvqVgUWWAsCvijqfbZBVVv2BkPJGRParSvEk4g3D52plznD_OzpHfJzX4eK5bvHvO--_TGs6Z9Q_lSbS2V57KRjyKmnSFvZM1sgEyzJXhyi6ifTqA==)\n6. [libretexts.org](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQF_XPdea54KK0qhPXxdsFqg6UHAe93hggoPKDwi1YITbzQqLwEljWE48bbY0baQ7BDDpmYVR5KpYd1K0eba6zbgPZCvT428Vm3do3nEweSXX7SjpDDodKg6iSQ6-5A8IDhdYql1KhqmyExk9sqNKxxhHK_hSEyvQc0AQsa3uaV0ilGVkE94g4VlkvXoKOSyj7ONwTMemRRu2nO40dZT5JPpzYSeHyRQbrCqtWQ0BhH4ntElaD5H2hdupf10tzlw1vw1-BotTl7o_QBnCqs40zglErm_VPFZjGUEPYuurN7pGMBX4-L0QrO-6p5thEuMya6mioFzMBJUmRgdLSK7FJWpqdSSLu7gqq54JmrdVfCvkMtJxVyN)\n7. [lumenlearning.com](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFLb4Aa6XzPWawhwwYklSrYz08A1bno6OSkwCigr0MdTT4FPUQvxvjnQPJWSuEKRGUrUidVMsUAU0b852yROyKtdr6uR6E2ld2pckczLWryH90amkqhyx88UbRchqov5JEwlnr3lOvCHMjIp2fPVrRBMRlZTDwG-hJ-LcRmViKs77PHcGgzmqvqM59yHmWxUMlBGEsOZP-xoF6U_pEYiizDAAtw)\n8. [umu.se](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQEZ1fC22v8wGDGwoyh6C2LZJJeQR16cJTJ0bh8FQ7w1J7g1gGk8vWDlunjayxFOLuIvQ7k2o_62A5JuICJskoHxorysabdOaaPcxvWVyMjRWdEbye2cojezKAL9duWSl9xbdFWQ2VxCzWtzFyhvryUeOgr9D42HHZlM6zw9IsqRvIm97yEaHrpB2iGcna_Eqbl_7u6eNQY5rtWu_zShzg==)\n9. [royalsocietypublishing.org](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFBgRqDwWHv3zKHwHHYmEYyQcnpXRW4QPcy5uB6eoXoA6oB_pl9gWHKAbWlqlbAfyuD_MqSvMuxrA99mckCRN5ivErPduVi5kLMRg2C43dXoeT5pqKY3MbcibQqhbDC8Yc79YtOxiVoThQsCRWN4fEsA7W6xiM1XaJVBDIBRcv320g8R9mvDRyWgpKiMpBRCT_TsdfRbstU-4799JVwwfaTR40IWEN906y71ow=)\n10. [thoughtco.com](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQHeEh_Hb24ERd72jr93sgmZNItCRcONHAPLCDvLkbhySGnYtqg1Pf2o0cvIsUrQos3ZbUyrvLuUkwshweaa3ePxNydlQoOOS3oCamoTiDOWyWP3VPLG3QDre_6X_H90wKkABNxiv4o42svsCXwFVOmSQ-B7Pc6MlrbBJw==)\n11. [ck12.org](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQGtf1iNzNdamUUMx8FfQ_LGqL6hnwLYaHjDcKjehI1bxI6ryhXhS79BHbicsq1PnNn3Vn82QCknG7ATmRtXVaPFMWvxtltT8-qiIvXQEcaOxNWyxjSaPMlRG48co7HSKzcNIpP1mBM9wa3elgg0Q1Mm_Hs-CZvr6MGoz5_-XNB2ZdeKuW5MiponSt8dgKnHm_AZkqnEEK8XjijKt_E04Z9E244BLA==)\n12. [wikipedia.org](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQEYlG1lNH6oc-_WXqnYx4BZ-72K-pxIDyVa0wDXPQgAiTHg5gn28QGPQwibMckJqqpDbl8y5k13BqzReq-d45A1zLw3pktqunPmCbfm-nFpzplZGm6SQ3VwFY5ain_DEuco-1QC)\n13. [khanacademy.org](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQE414BDSrsuoGhjQJ0On-vjoF42RB3XB4TAVIZuKaVJ9s_ZSBy1aqHH-o0YlIbyA8-dw1laiSxlgzCQEIiVCTSx_uGKnjS2RyYJZPetj-CdVamiSysUU29yvUr5yIkhwkU6yHWPsFBB8sn04lrImYuL8m4eVEH74ETIzHE556prtN2UrzCT86ALBbeyP8U-hBsPjDCO1QUZI-fjCk5B_AZHynAwtWVw8-0=)\n14. [ck12.org](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQHoPyWixodEAVnije4_-9zLWadVzYTKpc362KX6ZSP7sAr6-tDOpb3K30gpSTqKDTj1oeyYaEPAlURf55885gGMD3r52a3R-qTqjEfW5uZb6r54Tyn-1xie0eAwhsgTj6NMKRiwF5gxZUQJkJ0SMn22MkIZc5W4Qs-_3Kb4df6TEhwiuYRbPAqMRKtNeP3pNHkuITyZikj797y9ENp8)\n15. [lumenlearning.com](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQGQoTzgolqrU2JnsMykYIUa-JdPAmSUhY-nDAwpUbRg_NaNTqWPg3xCFc-GXuORlnwfChA2tq0n8woE11rIC5_2XW394-lK8_k5BFFecFtGfM5qdsg95A6AdVBl2HNbWWCD83oCZhkHZRZ4w2ude-9xS6Ls1FpNYju_KB1Q48E8YKknrA==)\n16. [researchgate.net](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQETBWNNG_t6kgdrbNlrjd0q_ss1iBdXbVuo0wCkdoDjjPz-qZPNhvhKkkZQphdWFc9igF0hRCKKj59Q1bE0Y11_rbDY3WjB9d64q9x8twxATHmg3C9whhb4bhXkac9aF6dy1q1vmNMR30YBPoiTtvvfhDhhosQOCqmHPI67Anw34jCWvCaSLYRJTAOZjHpESAwqv-O5haLeKjOEk0MeyfkmLxuY-p1U94RDaaTk4_sYQ56BbfKv9Enm)"
        },
        "grammar": [
          "None detected"
        ],
        "originalText": "Title: Photosynthesis\n\n## Plants: Earth's Natural Food Factories\n\nImagine a gigantic, sprawling factory that works silently all day long, turning simple, everyday materials into both food and fresh air for the entire planet—that is exactly what a plant is! These incredible green organisms are Earth's natural food factories, and the magic process they use to build their own nourishment is called photosynthesis. Plants are unique because they are autotrophs, which is a big science word meaning \"self-feeders,\" making them one of the few living things that can manufacture their own food to grow and develop. Just like any factory needs raw materials and a source of power to operate, the plant factory requires three essential inputs: energy from the sun, water, and an invisible gas called carbon dioxide.[⁽¹⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQEm046lB9Wg-uMdGlx8poClsr9toldGl666hbCPMGXHylarZRYIfv5GnIFcehrUqS-bBr8Z7KuKsXRKMtMJntg2QGBhgfREbgvZ7kZ7nO9ZdukjK1EU00nuleQd3pc50KWa9SLNsQ==)\n\nThe[⁽²⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFDGCjRzq35ucVapDewhMEcPzdLnhEMjcrxUhJ3VifqEY0FI5ExAi9egmnQWADMi4Ym_sQg4pHrb-YO8gtXR2l4YiyFWhcCRNbEkGOOcEmcxCGAyJ857Cmi-cgtkg__8dUQ4eir3LWJyK6QVliuoW4Px7aha4aZn2-3WG7xwh2ABKEuydNPAVOxsmVGgVkUdowCAGfw-h8CxP96ZxZErlcpwZFIs-u1aPSQodEFLzmYXyVILZZMFQJFox9aEwKnR9vRX0t2wCHpplS4p_v7znUhNGbw9CRC6TsCOEu3jxC0Xj3wCGN_aQ==) [⁽³⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQHNyC59Hzn-JnPUB9xYkASzViu-ofdqvnhAqkLY_vizOSm8DOLI4ak8hKiCsgXt4Ryr3re31EtH_0gEshYIiM_hcXdRNMuqz9QSK-ZV8NAILtH3uHgp_hQ-XHYP7fSKBZ1qnWYewqfvHOitdcL_HZWwp-CS9r-lA32UKng0NTLiHGnFsLkEtol46K79Qw-xI8xprTD5S8gbY41cp3JmuO8_4Wqb_7992Z3WQh1r3-Y-jDHCkBAIgTus) [⁽⁴⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQG1fFnZVspICZSOa_y2Vv82kxAkqSMLgzu9Wmk8PPAfcRkVLsKAiMeYf01P7yY1U4sd1GZmRZhs5FH1Dc9ni6EZej_e2_71RCULs8ZxBVk-pNWq1EN-WgHspSSX-de7NKKc5qIf3Swf1eJH29NaN2V_Rke7mp86Ec0TZAW4C6krKHlXH0_nIyggGXfWxvHtAEwkNLcfgUV4q2yxCEQ4Ew==) manufacturing process of photosynthesis takes place mainly inside the plant's leaves, which are the main \"kitchens\" of the factory. To start the work, the plant needs a special tool to capture the power of the sun. This tool is a brilliant green pigment called **chlorophyll**. Chlorophyll[⁽⁵⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQHVzb1Gi0cWOzmm6DrZYZGMMX5JzcPfK9uz-8q2yTzdUUq6og_jQW9f0eRvNgiNkr5b5r2Srr9GPMMNQGEnQOP0jhv4OjLDcKDmEp7oT-EcjSntwuFHfcQ6zsgai165PNSAtubY3vweAvj4yJ7ajx_8TQgUYsu7PnYR) [⁽⁶⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQERHyVO8fgjlwbN718toWiXuREgWU-_gD262Ri5yZ5_XlL5T0FywDyUDPM27vR8hdCRa_pITfAA1FntlshdV6RMwWkyRJ4WivYCZhwPnn9DiaGi7cnJIGbZOctRYc8omL4_3qXZl2iOUjjzy1h3DWaJRgjxz7roeuwdkT2LSsJJO5JnHuXJh8s=) is what gives leaves their characteristic green color, but its real job is to be a master light-harvester. This[⁽⁷⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQH_wse9bl0lgL8nfNmLMjNTj5blfmVKA3l_UU8gAbfMKdDNfqvOsqZGiKxZ9Ttgfphbg-Uz-Glh7AUiltBhyjSl_b06JGGpG-b84HmAFDv30yt25VBHniQixSTsz4kNwyE8GlDRDJyIYDJSgyHhjdiYgk1P4xFVeH6bVeIRobliZWyn7s1tMnFWhk2rL3LE) green pigment resides inside tiny structures within the plant cells called **chloroplasts**, and when sunlight hits the leaf, the chlorophyll molecules absorb the light energy, essentially trapping it and transforming it into the energy needed to run the entire food-making operation. Without[⁽⁶⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQERHyVO8fgjlwbN718toWiXuREgWU-_gD262Ri5yZ5_XlL5T0FywDyUDPM27vR8hdCRa_pITfAA1FntlshdV6RMwWkyRJ4WivYCZhwPnn9DiaGi7cnJIGbZOctRYc8omL4_3qXZl2iOUjjzy1h3DWaJRgjxz7roeuwdkT2LSsJJO5JnHuXJh8s=) [⁽⁸⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQGKCKhmmqhufvGAVokp1k_nHJUSOd5xu8Xfgxfp6km-XKw5fHb91jQuUAEbRriAxl1ZQH76KjzYkgQ7f9t2VRxmLabQadysy23Ep2gFrqFtNYa4gamCk77W3-HExcrTFQk06WtIDp-sCjv1A6pIwQyW313Mwy619l23sFd22fCxfg==) this initial step of light capture, the plant factory would completely shut down.\n\nOnce the solar energy is trapped, the plant must gather its raw ingredients. The first is **water**, which the plant pulls up from the soil through its roots. This water travels all the way from the roots up through tiny tubes and into the leaves, where the photosynthesis factory is located. The second raw material is **carbon dioxide**, which is a gas that humans and animals breathe out, and that is also present in the air all around us. The leaves have tiny little openings, or pores, on their surfaces, called stomata (singular: stoma), which act like miniature doors. The plant opens these stomata to take in the carbon dioxide directly from the atmosphere.[⁽²⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFDGCjRzq35ucVapDewhMEcPzdLnhEMjcrxUhJ3VifqEY0FI5ExAi9egmnQWADMi4Ym_sQg4pHrb-YO8gtXR2l4YiyFWhcCRNbEkGOOcEmcxCGAyJ857Cmi-cgtkg__8dUQ4eir3LWJyK6QVliuoW4Px7aha4aZn2-3WG7xwh2ABKEuydNPAVOxsmVGgVkUdowCAGfw-h8CxP96ZxZErlcpwZFIs-u1aPSQodEFLzmYXyVILZZMFQJFox9aEwKnR9vRX0t2wCHpplS4p_v7znUhNGbw9CRC6TsCOEu3jxC0Xj3wCGN_aQ==)\n\nWith[⁽³⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQHNyC59Hzn-JnPUB9xYkASzViu-ofdqvnhAqkLY_vizOSm8DOLI4ak8hKiCsgXt4Ryr3re31EtH_0gEshYIiM_hcXdRNMuqz9QSK-ZV8NAILtH3uHgp_hQ-XHYP7fSKBZ1qnWYewqfvHOitdcL_HZWwp-CS9r-lA32UKng0NTLiHGnFsLkEtol46K79Qw-xI8xprTD5S8gbY41cp3JmuO8_4Wqb_7992Z3WQh1r3-Y-jDHCkBAIgTus) the sunlight energy secured and the water and carbon dioxide gathered, the amazing transformation begins. Inside the chloroplasts, the plant uses the trapped light energy to completely rearrange the molecules of water and carbon dioxide. It is a chemical construction job where the plant builds brand new molecules. The[⁽⁹⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFg8ytPQ_vdTi9F3QczeEnW0EFyBoeKGcdI-o8VuXUmh9bST5EyPSfGnAUaKz8aqZ0zMX3XY4RwSz6j9DPeThGVDJlg84nCE4AE8Wzuyvf9KXq878FfsXBAatFBz9G5TAzVU7xtKZRjADYs2Q==) plant’s goal is to create its food, which is a type of sugar known as **glucose**, or sometimes referred to as carbohydrates. This[⁽³⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQHNyC59Hzn-JnPUB9xYkASzViu-ofdqvnhAqkLY_vizOSm8DOLI4ak8hKiCsgXt4Ryr3re31EtH_0gEshYIiM_hcXdRNMuqz9QSK-ZV8NAILtH3uHgp_hQ-XHYP7fSKBZ1qnWYewqfvHOitdcL_HZWwp-CS9r-lA32UKng0NTLiHGnFsLkEtol46K79Qw-xI8xprTD5S8gbY41cp3JmuO8_4Wqb_7992Z3WQh1r3-Y-jDHCkBAIgTus) [⁽¹⁰⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQGFkdB3eLdUG1by-CR57ZqcPVn5kSa3XHMS2rbiDJ9J0jXuXjqBX1l9tM5FAZl-ZXOHf6KX04L1hxoi_xIaM2Hw5ytFk7VktYPyBav7brZpKflrBhlQahZtoUUXUhn3m_Rw1q_cQ_ofvXHUGK5Nb1MYouYbQIpeySK3Phv53S89hth9T2qj4xC5TXo4hMwfYMZs8qnJTxqyBW4uashnccaHyE4W1ys=) glucose is a form of chemical energy that the plant can use immediately to fuel its growth or store it for later use, much like a pantry stocked with food.\n\nAs the plant constructs the glucose molecule, there is a leftover material from the water molecule's rearrangement that the plant factory no longer needs: **oxygen**. Because the plant is a food and oxygen factory, this oxygen gas is a byproduct, and the plant releases it back into the atmosphere through the same tiny openings—the stomata—it used to take in the carbon dioxide. Therefore, the process of photosynthesis has two major outputs: the glucose that feeds the plant itself, and the life-giving oxygen that nearly every other living thing on Earth, including us, needs to breathe and survive. This constant cycle of taking in carbon dioxide and giving out oxygen shows just how vital Earth's natural food factories are to the health of our entire world.[⁽⁸⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQGKCKhmmqhufvGAVokp1k_nHJUSOd5xu8Xfgxfp6km-XKw5fHb91jQuUAEbRriAxl1ZQH76KjzYkgQ7f9t2VRxmLabQadysy23Ep2gFrqFtNYa4gamCk77W3-HExcrTFQk06WtIDp-sCjv1A6pIwQyW313Mwy619l23sFd22fCxfg==) [⁽¹¹⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQHtTgBaIDOKyJYSdz1gos6T4r8djTrV45XTpaXQ-Yu3g8k76EbKVOWcO-zCVGBfJg_AycivbfHNlQ4Gja8aT2VoMdU9Xxq0n-bMVwc5nVF3PYeT6Pnj2CITFxHfZWJx3whUqiC9) [⁽¹²⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQHHu9vsjigOPekXdX7jWkTshTvXuJZfiBMFB6PEHVl5VchymJTAH2B6BZmORBuOQwbWooJpvfgEYakti7XK_0vUZADKSyKDQ2rVoMB9rNlcS6G6svvU7TPJxnAPmUGNH4jbQL7JrBP1ViVig5SEXMqENs2am6SiOYqvUDO0lNLn7roRlLgtk5mt5vThtlatKCOL)\n\n## The Secret Recipe: Turning Sunlight Into Sugar and Oxygen\n\nEvery living thing on Earth needs energy to survive, and for plants, that energy comes from a dazzlingly complex process called photosynthesis—the ultimate secret recipe. A chef follows a recipe with specific steps to turn raw ingredients into a finished dish, and a plant is the world’s greatest chemist, taking simple ingredients (water and carbon dioxide) and creating a perfect meal: sugar and oxygen. This entire recipe takes place in two major steps, both happening inside the chloroplasts, those tiny green factories inside the plant’s cells.\n\n### Step One: The Power of Sunlight and Water\n\nThe first part of the recipe is called the **light-dependent reactions**, which is a fancy name for the step that absolutely needs sunlight to work. Think of this step as the plant's way of turning sunlight into the specialized batteries it needs for the next stage. It all begins when the plant’s chlorophyll, the green pigment we discussed earlier, acts like a tiny solar panel, trapping the energy of light. This trapped energy is incredible; it has the power to break apart one of the main ingredients: water ($\\text{H}_2\\text{O}$).[⁽¹³⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQGXdgkYYKEghgmkXs2hMJ23W2FyZI5T8F5u6JRkw_vMsUFMDbnLm4Dwayk5v40umgPeCHV6NvbIw1EiJOqXcu9OzXkibnPNnUsuZkNO6O9WTYYrDrHxubVTiCBiMfvauhEcfhsbyEzILDFYmdSCjygePsnY3D4XmbbI5HvJS0V32mDq8amwCz6fMHgTQTp9iCZS4Cle3A==)\n\nWhen a water molecule is split, it breaks into three important pieces. First, it releases **electrons** which act like tiny energy delivery trucks, racing through a special pathway inside the chloroplast to power up the plant's \"chemical batteries\". Second, it leaves behind **hydrogen atoms**, which are carried over to the second step of the recipe. Third, and perhaps most important for us, it releases a leftover product: **Oxygen gas ($\\text{O}_2$)**. The plant has no need for this oxygen, so it releases it back into the atmosphere through tiny openings in its leaves. This oxygen is the very breath that you and every animal on Earth take every moment of the day! This first step, fueled by sunlight, has successfully created the essential chemical energy carriers and has given the world the gift of oxygen.[⁽¹³⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQGXdgkYYKEghgmkXs2hMJ23W2FyZI5T8F5u6JRkw_vMsUFMDbnLm4Dwayk5v40umgPeCHV6NvbIw1EiJOqXcu9OzXkibnPNnUsuZkNO6O9WTYYrDrHxubVTiCBiMfvauhEcfhsbyEzILDFYmdSCjygePsnY3D4XmbbI5HvJS0V32mDq8amwCz6fMHgTQTp9iCZS4Cle3A==)\n\n### Step Two: Building the Sugar Factory\n\nThe plant now moves on to the second part of the recipe, the **light-independent reactions**, more commonly known as the **Calvin Cycle**. This part does not need sunlight directly, but it cannot happen without the chemical energy (the \"batteries\") that were charged up in Step One. If Step[⁽¹⁵⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFhoqWsvJqfisTmmVLlIPXfbZuDdSqHS31cXJxP3KGVnOyKo5B0DyFMpYmRXHqobKwWBBw_1kBVmlZOwcuwgahKhTpZOtQcCA3Kcz8npLyh0uIoEhWSwF6YYWKyvWxEPC0NMSE9O60RaEseYi4rbw==) One was all about trapping energy, Step Two is all about assembling the food. You can[⁽¹⁶⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFHpJBIho1o9eQZGF4J363K1OzIGAB2U940mcXWtt-nW1KcuoAhqV3M2LX3E7MhqssA1qBACUdP_MG0R77TbGc4sSY2uAsWjBTIHoW7mTVsmS1thQggJ2H7kJQrCSKeb-cDX5HHjM9PaJBfjy6e_rfArTJXJhYooUW2p9ovhKX74I5y7FOcxMWPqBkuI4BvEmQnVTpiAN8eEhWCYf5bzn5jS9G51Q==) picture the Calvin Cycle as a miniature sugar assembly line operating inside the chloroplast.\n\nThe main[⁽¹⁵⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFhoqWsvJqfisTmmVLlIPXfbZuDdSqHS31cXJxP3KGVnOyKo5B0DyFMpYmRXHqobKwWBBw_1kBVmlZOwcuwgahKhTpZOtQcCA3Kcz8npLyh0uIoEhWSwF6YYWKyvWxEPC0NMSE9O60RaEseYi4rbw==) ingredient for this step is **carbon dioxide ($\\text{CO}_2$)**, the gas we breathe out and that comes from the air. This carbon[⁽¹⁶⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFHpJBIho1o9eQZGF4J363K1OzIGAB2U940mcXWtt-nW1KcuoAhqV3M2LX3E7MhqssA1qBACUdP_MG0R77TbGc4sSY2uAsWjBTIHoW7mTVsmS1thQggJ2H7kJQrCSKeb-cDX5HHjM9PaJBfjy6e_rfArTJXJhYooUW2p9ovhKX74I5y7FOcxMWPqBkuI4BvEmQnVTpiAN8eEhWCYf5bzn5jS9G51Q==) dioxide enters the leaf and travels into the sugar factory. Inside the factory, the carbon atoms from the carbon dioxide are \"fixed\" or captured and then reorganized using the powerful chemical energy (the charged \"batteries\") from Step One. In a complex[⁽¹⁶⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFHpJBIho1o9eQZGF4J363K1OzIGAB2U940mcXWtt-nW1KcuoAhqV3M2LX3E7MhqssA1qBACUdP_MG0R77TbGc4sSY2uAsWjBTIHoW7mTVsmS1thQggJ2H7kJQrCSKeb-cDX5HHjM9PaJBfjy6e_rfArTJXJhYooUW2p9ovhKX74I5y7FOcxMWPqBkuI4BvEmQnVTpiAN8eEhWCYf5bzn5jS9G51Q==) [⁽¹⁷⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQG3ocQLjCZDIfN5wsib0pj6JHP7B-FqzZlkvVrLRGucWaaKB5T3Z-OzrhZ596xjBFs6WefLYsmUoho7Ta5aSrVWajlOKnUwU8rkwwF2eeza6wsOtRiqhWFLrlBC_R3hvV3TqULQJE3ZpE0fREDmXz6km1AP) series of loops and chemical changes, the factory constantly works to combine the carbon atoms from the air with the hydrogen atoms carried over from the split water molecules.\n\nThe ultimate goal of this sugar assembly line is to create a complete molecule of **glucose**. Glucose is a type of sugar, and it is the plant's final, perfectly cooked meal. It is a high-energy food molecule that the plant can use immediately to grow its stems, leaves, and roots, or it can store it for later use, turning it into starches or building blocks for the cell walls of its entire structure. Once the glucose is made, the chemical energy carriers are returned to Step One to be recharged by the sun, ensuring the factory can continue to run as long as the sun is shining, water is available, and carbon dioxide is present. The secret recipe is complete: a simple gas and water have been magically turned into a perfect sugar and life-giving oxygen.[⁽¹⁶⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFHpJBIho1o9eQZGF4J363K1OzIGAB2U940mcXWtt-nW1KcuoAhqV3M2LX3E7MhqssA1qBACUdP_MG0R77TbGc4sSY2uAsWjBTIHoW7mTVsmS1thQggJ2H7kJQrCSKeb-cDX5HHjM9PaJBfjy6e_rfArTJXJhYooUW2p9ovhKX74I5y7FOcxMWPqBkuI4BvEmQnVTpiAN8eEhWCYf5bzn5jS9G51Q==) [⁽¹⁷⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQG3ocQLjCZDIfN5wsib0pj6JHP7B-FqzZlkvVrLRGucWaaKB5T3Z-OzrhZ596xjBFs6WefLYsmUoho7Ta5aSrVWajlOKnUwU8rkwwF2eeza6wsOtRiqhWFLrlBC_R3hvV3TqULQJE3ZpE0fREDmXz6km1AP) [⁽¹⁸⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFhpqYuCUFeQdQprAd1m9QvonozT1lwxf0NfzMllPwi9AcKsVvHO3hRmE7OhXDT-_4rzKJTsx9U4105eXdZ53WHwDzo6gxUHzgQ5cK-GoGwsuE37kV9GQ2V3RlPkSjso9_34rBT) [⁽¹⁹⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQHZxWXVfvQtoVdyzUbkB9DOfB7vx77f2_ZNH0jZx0dwYP_F6DmOj1gAvZpBgOPJgxHNvSxEGXTcPYyaN0yuVwRknjlbKOHs5jcAXrRNelfri3zryYZeD6kFWt5a2NNI6HikLHIsfwIhIjff-baT4C_D) [⁽²⁰⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQEgO1gru_iNlCasBLdq3Aq6psJ5UyUhRmnDlYkhwqNhKR8Yp6AvABDJQRkB_OsreT01HUb3vo8PdBb3lOvgxV9MB-AlPRhb-Jh5zNqB8gBIC1Y83mPkGsgyvUWWl2YHqr5Yk3BhOWd7nooqQ76IHqYcfih7zMOpwlXtszTkjJ3V1k9HtyzpHzwvCZNj8VDVdpyzC62KOiVrjEY7QBB4zmY24_LW2v4n)\n\n\n\n### Source Text References\n1. [youtube.com](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQEm046lB9Wg-uMdGlx8poClsr9toldGl666hbCPMGXHylarZRYIfv5GnIFcehrUqS-bBr8Z7KuKsXRKMtMJntg2QGBhgfREbgvZ7kZ7nO9ZdukjK1EU00nuleQd3pc50KWa9SLNsQ==)\n2. [khanacademy.org](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFDGCjRzq35ucVapDewhMEcPzdLnhEMjcrxUhJ3VifqEY0FI5ExAi9egmnQWADMi4Ym_sQg4pHrb-YO8gtXR2l4YiyFWhcCRNbEkGOOcEmcxCGAyJ857Cmi-cgtkg__8dUQ4eir3LWJyK6QVliuoW4Px7aha4aZn2-3WG7xwh2ABKEuydNPAVOxsmVGgVkUdowCAGfw-h8CxP96ZxZErlcpwZFIs-u1aPSQodEFLzmYXyVILZZMFQJFox9aEwKnR9vRX0t2wCHpplS4p_v7znUhNGbw9CRC6TsCOEu3jxC0Xj3wCGN_aQ==)\n3. [khanacademy.org](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQHNyC59Hzn-JnPUB9xYkASzViu-ofdqvnhAqkLY_vizOSm8DOLI4ak8hKiCsgXt4Ryr3re31EtH_0gEshYIiM_hcXdRNMuqz9QSK-ZV8NAILtH3uHgp_hQ-XHYP7fSKBZ1qnWYewqfvHOitdcL_HZWwp-CS9r-lA32UKng0NTLiHGnFsLkEtol46K79Qw-xI8xprTD5S8gbY41cp3JmuO8_4Wqb_7992Z3WQh1r3-Y-jDHCkBAIgTus)\n4. [monash.edu](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQG1fFnZVspICZSOa_y2Vv82kxAkqSMLgzu9Wmk8PPAfcRkVLsKAiMeYf01P7yY1U4sd1GZmRZhs5FH1Dc9ni6EZej_e2_71RCULs8ZxBVk-pNWq1EN-WgHspSSX-de7NKKc5qIf3Swf1eJH29NaN2V_Rke7mp86Ec0TZAW4C6krKHlXH0_nIyggGXfWxvHtAEwkNLcfgUV4q2yxCEQ4Ew==)\n5. [britannica.com](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQHVzb1Gi0cWOzmm6DrZYZGMMX5JzcPfK9uz-8q2yTzdUUq6og_jQW9f0eRvNgiNkr5b5r2Srr9GPMMNQGEnQOP0jhv4OjLDcKDmEp7oT-EcjSntwuFHfcQ6zsgai165PNSAtubY3vweAvj4yJ7ajx_8TQgUYsu7PnYR)\n6. [gardeningknowhow.com](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQERHyVO8fgjlwbN718toWiXuREgWU-_gD262Ri5yZ5_XlL5T0FywDyUDPM27vR8hdCRa_pITfAA1FntlshdV6RMwWkyRJ4WivYCZhwPnn9DiaGi7cnJIGbZOctRYc8omL4_3qXZl2iOUjjzy1h3DWaJRgjxz7roeuwdkT2LSsJJO5JnHuXJh8s=)\n7. [cnps.org](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQH_wse9bl0lgL8nfNmLMjNTj5blfmVKA3l_UU8gAbfMKdDNfqvOsqZGiKxZ9Ttgfphbg-Uz-Glh7AUiltBhyjSl_b06JGGpG-b84HmAFDv30yt25VBHniQixSTsz4kNwyE8GlDRDJyIYDJSgyHhjdiYgk1P4xFVeH6bVeIRobliZWyn7s1tMnFWhk2rL3LE)\n8. [kidsgardening.org](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQGKCKhmmqhufvGAVokp1k_nHJUSOd5xu8Xfgxfp6km-XKw5fHb91jQuUAEbRriAxl1ZQH76KjzYkgQ7f9t2VRxmLabQadysy23Ep2gFrqFtNYa4gamCk77W3-HExcrTFQk06WtIDp-sCjv1A6pIwQyW313Mwy619l23sFd22fCxfg==)\n9. [britannica.com](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFg8ytPQ_vdTi9F3QczeEnW0EFyBoeKGcdI-o8VuXUmh9bST5EyPSfGnAUaKz8aqZ0zMX3XY4RwSz6j9DPeThGVDJlg84nCE4AE8Wzuyvf9KXq878FfsXBAatFBz9G5TAzVU7xtKZRjADYs2Q==)\n10. [khanacademy.org](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQGFkdB3eLdUG1by-CR57ZqcPVn5kSa3XHMS2rbiDJ9J0jXuXjqBX1l9tM5FAZl-ZXOHf6KX04L1hxoi_xIaM2Hw5ytFk7VktYPyBav7brZpKflrBhlQahZtoUUXUhn3m_Rw1q_cQ_ofvXHUGK5Nb1MYouYbQIpeySK3Phv53S89hth9T2qj4xC5TXo4hMwfYMZs8qnJTxqyBW4uashnccaHyE4W1ys=)\n11. [emeraldharvest.co](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQHtTgBaIDOKyJYSdz1gos6T4r8djTrV45XTpaXQ-Yu3g8k76EbKVOWcO-zCVGBfJg_AycivbfHNlQ4Gja8aT2VoMdU9Xxq0n-bMVwc5nVF3PYeT6Pnj2CITFxHfZWJx3whUqiC9)\n12. [mrt.com](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQHHu9vsjigOPekXdX7jWkTshTvXuJZfiBMFB6PEHVl5VchymJTAH2B6BZmORBuOQwbWooJpvfgEYakti7XK_0vUZADKSyKDQ2rVoMB9rNlcS6G6svvU7TPJxnAPmUGNH4jbQL7JrBP1ViVig5SEXMqENs2am6SiOYqvUDO0lNLn7roRlLgtk5mt5vThtlatKCOL)\n13. [opentextbc.ca](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQGXdgkYYKEghgmkXs2hMJ23W2FyZI5T8F5u6JRkw_vMsUFMDbnLm4Dwayk5v40umgPeCHV6NvbIw1EiJOqXcu9OzXkibnPNnUsuZkNO6O9WTYYrDrHxubVTiCBiMfvauhEcfhsbyEzILDFYmdSCjygePsnY3D4XmbbI5HvJS0V32mDq8amwCz6fMHgTQTp9iCZS4Cle3A==)\n14. [kidzsearch.com](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQGOFug1OgDl21CD6Y6PL80VvE7rtbzgYiLZo7emOE00e6-v-Nm2gYf2YoCKx5Br1H1hfExVBsWRloWjivxAGIEcU3K5rP7iHwLY7ghZORL4GqgERRTb5yANERfV0m7TkthPwXT4g3mdPOZgYCItOrLBXD6xDA==)\n15. [metamia.com](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFhoqWsvJqfisTmmVLlIPXfbZuDdSqHS31cXJxP3KGVnOyKo5B0DyFMpYmRXHqobKwWBBw_1kBVmlZOwcuwgahKhTpZOtQcCA3Kcz8npLyh0uIoEhWSwF6YYWKyvWxEPC0NMSE9O60RaEseYi4rbw==)\n16. [ck12.org](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFHpJBIho1o9eQZGF4J363K1OzIGAB2U940mcXWtt-nW1KcuoAhqV3M2LX3E7MhqssA1qBACUdP_MG0R77TbGc4sSY2uAsWjBTIHoW7mTVsmS1thQggJ2H7kJQrCSKeb-cDX5HHjM9PaJBfjy6e_rfArTJXJhYooUW2p9ovhKX74I5y7FOcxMWPqBkuI4BvEmQnVTpiAN8eEhWCYf5bzn5jS9G51Q==)\n17. [si.edu](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQG3ocQLjCZDIfN5wsib0pj6JHP7B-FqzZlkvVrLRGucWaaKB5T3Z-OzrhZ596xjBFs6WefLYsmUoho7Ta5aSrVWajlOKnUwU8rkwwF2eeza6wsOtRiqhWFLrlBC_R3hvV3TqULQJE3ZpE0fREDmXz6km1AP)\n18. [nih.gov](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFhpqYuCUFeQdQprAd1m9QvonozT1lwxf0NfzMllPwi9AcKsVvHO3hRmE7OhXDT-_4rzKJTsx9U4105eXdZ53WHwDzo6gxUHzgQ5cK-GoGwsuE37kV9GQ2V3RlPkSjso9_34rBT)\n19. [mit.edu](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQHZxWXVfvQtoVdyzUbkB9DOfB7vx77f2_ZNH0jZx0dwYP_F6DmOj1gAvZpBgOPJgxHNvSxEGXTcPYyaN0yuVwRknjlbKOHs5jcAXrRNelfri3zryYZeD6kFWt5a2NNI6HikLHIsfwIhIjff-baT4C_D)\n20. [khanacademy.org](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQEgO1gru_iNlCasBLdq3Aq6psJ5UyUhRmnDlYkhwqNhKR8Yp6AvABDJQRkB_OsreT01HUb3vo8PdBb3lOvgxV9MB-AlPRhb-Jh5zNqB8gBIC1Y83mPkGsgyvUWWl2YHqr5Yk3BhOWd7nooqQ76IHqYcfih7zMOpwlXtszTkjJ3V1k9HtyzpHzwvCZNj8VDVdpyzC62KOiVrjEY7QBB4zmY24_LW2v4n)\n",
        "rawEnglishText": "Title: Photosynthesis\n\n## Plants: Earth's Natural Food Factories\n\nImagine a gigantic, sprawling factory that works silently all day long, turning simple, everyday materials into both food and fresh air for the entire planet—that is exactly what a plant is! These incredible green organisms are Earth's natural food factories, and the magic process they use to build their own nourishment is called photosynthesis. Plants are unique because they are autotrophs, which is a big science word meaning \"self-feeders,\" making them one of the few living things that can manufacture their own food to grow and develop. Just like any factory needs raw materials and a source of power to operate, the plant factory requires three essential inputs: energy from the sun, water, and an invisible gas called carbon dioxide.[⁽¹⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQEm046lB9Wg-uMdGlx8poClsr9toldGl666hbCPMGXHylarZRYIfv5GnIFcehrUqS-bBr8Z7KuKsXRKMtMJntg2QGBhgfREbgvZ7kZ7nO9ZdukjK1EU00nuleQd3pc50KWa9SLNsQ==)\n\nThe[⁽²⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFDGCjRzq35ucVapDewhMEcPzdLnhEMjcrxUhJ3VifqEY0FI5ExAi9egmnQWADMi4Ym_sQg4pHrb-YO8gtXR2l4YiyFWhcCRNbEkGOOcEmcxCGAyJ857Cmi-cgtkg__8dUQ4eir3LWJyK6QVliuoW4Px7aha4aZn2-3WG7xwh2ABKEuydNPAVOxsmVGgVkUdowCAGfw-h8CxP96ZxZErlcpwZFIs-u1aPSQodEFLzmYXyVILZZMFQJFox9aEwKnR9vRX0t2wCHpplS4p_v7znUhNGbw9CRC6TsCOEu3jxC0Xj3wCGN_aQ==) [⁽³⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQHNyC59Hzn-JnPUB9xYkASzViu-ofdqvnhAqkLY_vizOSm8DOLI4ak8hKiCsgXt4Ryr3re31EtH_0gEshYIiM_hcXdRNMuqz9QSK-ZV8NAILtH3uHgp_hQ-XHYP7fSKBZ1qnWYewqfvHOitdcL_HZWwp-CS9r-lA32UKng0NTLiHGnFsLkEtol46K79Qw-xI8xprTD5S8gbY41cp3JmuO8_4Wqb_7992Z3WQh1r3-Y-jDHCkBAIgTus) [⁽⁴⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQG1fFnZVspICZSOa_y2Vv82kxAkqSMLgzu9Wmk8PPAfcRkVLsKAiMeYf01P7yY1U4sd1GZmRZhs5FH1Dc9ni6EZej_e2_71RCULs8ZxBVk-pNWq1EN-WgHspSSX-de7NKKc5qIf3Swf1eJH29NaN2V_Rke7mp86Ec0TZAW4C6krKHlXH0_nIyggGXfWxvHtAEwkNLcfgUV4q2yxCEQ4Ew==) manufacturing process of photosynthesis takes place mainly inside the plant's leaves, which are the main \"kitchens\" of the factory. To start the work, the plant needs a special tool to capture the power of the sun. This tool is a brilliant green pigment called **chlorophyll**. Chlorophyll[⁽⁵⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQHVzb1Gi0cWOzmm6DrZYZGMMX5JzcPfK9uz-8q2yTzdUUq6og_jQW9f0eRvNgiNkr5b5r2Srr9GPMMNQGEnQOP0jhv4OjLDcKDmEp7oT-EcjSntwuFHfcQ6zsgai165PNSAtubY3vweAvj4yJ7ajx_8TQgUYsu7PnYR) [⁽⁶⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQERHyVO8fgjlwbN718toWiXuREgWU-_gD262Ri5yZ5_XlL5T0FywDyUDPM27vR8hdCRa_pITfAA1FntlshdV6RMwWkyRJ4WivYCZhwPnn9DiaGi7cnJIGbZOctRYc8omL4_3qXZl2iOUjjzy1h3DWaJRgjxz7roeuwdkT2LSsJJO5JnHuXJh8s=) is what gives leaves their characteristic green color, but its real job is to be a master light-harvester. This[⁽⁷⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQH_wse9bl0lgL8nfNmLMjNTj5blfmVKA3l_UU8gAbfMKdDNfqvOsqZGiKxZ9Ttgfphbg-Uz-Glh7AUiltBhyjSl_b06JGGpG-b84HmAFDv30yt25VBHniQixSTsz4kNwyE8GlDRDJyIYDJSgyHhjdiYgk1P4xFVeH6bVeIRobliZWyn7s1tMnFWhk2rL3LE) green pigment resides inside tiny structures within the plant cells called **chloroplasts**, and when sunlight hits the leaf, the chlorophyll molecules absorb the light energy, essentially trapping it and transforming it into the energy needed to run the entire food-making operation. Without[⁽⁶⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQERHyVO8fgjlwbN718toWiXuREgWU-_gD262Ri5yZ5_XlL5T0FywDyUDPM27vR8hdCRa_pITfAA1FntlshdV6RMwWkyRJ4WivYCZhwPnn9DiaGi7cnJIGbZOctRYc8omL4_3qXZl2iOUjjzy1h3DWaJRgjxz7roeuwdkT2LSsJJO5JnHuXJh8s=) [⁽⁸⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQGKCKhmmqhufvGAVokp1k_nHJUSOd5xu8Xfgxfp6km-XKw5fHb91jQuUAEbRriAxl1ZQH76KjzYkgQ7f9t2VRxmLabQadysy23Ep2gFrqFtNYa4gamCk77W3-HExcrTFQk06WtIDp-sCjv1A6pIwQyW313Mwy619l23sFd22fCxfg==) this initial step of light capture, the plant factory would completely shut down.\n\nOnce the solar energy is trapped, the plant must gather its raw ingredients. The first is **water**, which the plant pulls up from the soil through its roots. This water travels all the way from the roots up through tiny tubes and into the leaves, where the photosynthesis factory is located. The second raw material is **carbon dioxide**, which is a gas that humans and animals breathe out, and that is also present in the air all around us. The leaves have tiny little openings, or pores, on their surfaces, called stomata (singular: stoma), which act like miniature doors. The plant opens these stomata to take in the carbon dioxide directly from the atmosphere.[⁽²⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFDGCjRzq35ucVapDewhMEcPzdLnhEMjcrxUhJ3VifqEY0FI5ExAi9egmnQWADMi4Ym_sQg4pHrb-YO8gtXR2l4YiyFWhcCRNbEkGOOcEmcxCGAyJ857Cmi-cgtkg__8dUQ4eir3LWJyK6QVliuoW4Px7aha4aZn2-3WG7xwh2ABKEuydNPAVOxsmVGgVkUdowCAGfw-h8CxP96ZxZErlcpwZFIs-u1aPSQodEFLzmYXyVILZZMFQJFox9aEwKnR9vRX0t2wCHpplS4p_v7znUhNGbw9CRC6TsCOEu3jxC0Xj3wCGN_aQ==)\n\nWith[⁽³⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQHNyC59Hzn-JnPUB9xYkASzViu-ofdqvnhAqkLY_vizOSm8DOLI4ak8hKiCsgXt4Ryr3re31EtH_0gEshYIiM_hcXdRNMuqz9QSK-ZV8NAILtH3uHgp_hQ-XHYP7fSKBZ1qnWYewqfvHOitdcL_HZWwp-CS9r-lA32UKng0NTLiHGnFsLkEtol46K79Qw-xI8xprTD5S8gbY41cp3JmuO8_4Wqb_7992Z3WQh1r3-Y-jDHCkBAIgTus) the sunlight energy secured and the water and carbon dioxide gathered, the amazing transformation begins. Inside the chloroplasts, the plant uses the trapped light energy to completely rearrange the molecules of water and carbon dioxide. It is a chemical construction job where the plant builds brand new molecules. The[⁽⁹⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFg8ytPQ_vdTi9F3QczeEnW0EFyBoeKGcdI-o8VuXUmh9bST5EyPSfGnAUaKz8aqZ0zMX3XY4RwSz6j9DPeThGVDJlg84nCE4AE8Wzuyvf9KXq878FfsXBAatFBz9G5TAzVU7xtKZRjADYs2Q==) plant’s goal is to create its food, which is a type of sugar known as **glucose**, or sometimes referred to as carbohydrates. This[⁽³⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQHNyC59Hzn-JnPUB9xYkASzViu-ofdqvnhAqkLY_vizOSm8DOLI4ak8hKiCsgXt4Ryr3re31EtH_0gEshYIiM_hcXdRNMuqz9QSK-ZV8NAILtH3uHgp_hQ-XHYP7fSKBZ1qnWYewqfvHOitdcL_HZWwp-CS9r-lA32UKng0NTLiHGnFsLkEtol46K79Qw-xI8xprTD5S8gbY41cp3JmuO8_4Wqb_7992Z3WQh1r3-Y-jDHCkBAIgTus) [⁽¹⁰⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQGFkdB3eLdUG1by-CR57ZqcPVn5kSa3XHMS2rbiDJ9J0jXuXjqBX1l9tM5FAZl-ZXOHf6KX04L1hxoi_xIaM2Hw5ytFk7VktYPyBav7brZpKflrBhlQahZtoUUXUhn3m_Rw1q_cQ_ofvXHUGK5Nb1MYouYbQIpeySK3Phv53S89hth9T2qj4xC5TXo4hMwfYMZs8qnJTxqyBW4uashnccaHyE4W1ys=) glucose is a form of chemical energy that the plant can use immediately to fuel its growth or store it for later use, much like a pantry stocked with food.\n\nAs the plant constructs the glucose molecule, there is a leftover material from the water molecule's rearrangement that the plant factory no longer needs: **oxygen**. Because the plant is a food and oxygen factory, this oxygen gas is a byproduct, and the plant releases it back into the atmosphere through the same tiny openings—the stomata—it used to take in the carbon dioxide. Therefore, the process of photosynthesis has two major outputs: the glucose that feeds the plant itself, and the life-giving oxygen that nearly every other living thing on Earth, including us, needs to breathe and survive. This constant cycle of taking in carbon dioxide and giving out oxygen shows just how vital Earth's natural food factories are to the health of our entire world.[⁽⁸⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQGKCKhmmqhufvGAVokp1k_nHJUSOd5xu8Xfgxfp6km-XKw5fHb91jQuUAEbRriAxl1ZQH76KjzYkgQ7f9t2VRxmLabQadysy23Ep2gFrqFtNYa4gamCk77W3-HExcrTFQk06WtIDp-sCjv1A6pIwQyW313Mwy619l23sFd22fCxfg==) [⁽¹¹⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQHtTgBaIDOKyJYSdz1gos6T4r8djTrV45XTpaXQ-Yu3g8k76EbKVOWcO-zCVGBfJg_AycivbfHNlQ4Gja8aT2VoMdU9Xxq0n-bMVwc5nVF3PYeT6Pnj2CITFxHfZWJx3whUqiC9) [⁽¹²⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQHHu9vsjigOPekXdX7jWkTshTvXuJZfiBMFB6PEHVl5VchymJTAH2B6BZmORBuOQwbWooJpvfgEYakti7XK_0vUZADKSyKDQ2rVoMB9rNlcS6G6svvU7TPJxnAPmUGNH4jbQL7JrBP1ViVig5SEXMqENs2am6SiOYqvUDO0lNLn7roRlLgtk5mt5vThtlatKCOL)\n\n## The Secret Recipe: Turning Sunlight Into Sugar and Oxygen\n\nEvery living thing on Earth needs energy to survive, and for plants, that energy comes from a dazzlingly complex process called photosynthesis—the ultimate secret recipe. A chef follows a recipe with specific steps to turn raw ingredients into a finished dish, and a plant is the world’s greatest chemist, taking simple ingredients (water and carbon dioxide) and creating a perfect meal: sugar and oxygen. This entire recipe takes place in two major steps, both happening inside the chloroplasts, those tiny green factories inside the plant’s cells.\n\n### Step One: The Power of Sunlight and Water\n\nThe first part of the recipe is called the **light-dependent reactions**, which is a fancy name for the step that absolutely needs sunlight to work. Think of this step as the plant's way of turning sunlight into the specialized batteries it needs for the next stage. It all begins when the plant’s chlorophyll, the green pigment we discussed earlier, acts like a tiny solar panel, trapping the energy of light. This trapped energy is incredible; it has the power to break apart one of the main ingredients: water ($\\text{H}_2\\text{O}$).[⁽¹³⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQGXdgkYYKEghgmkXs2hMJ23W2FyZI5T8F5u6JRkw_vMsUFMDbnLm4Dwayk5v40umgPeCHV6NvbIw1EiJOqXcu9OzXkibnPNnUsuZkNO6O9WTYYrDrHxubVTiCBiMfvauhEcfhsbyEzILDFYmdSCjygePsnY3D4XmbbI5HvJS0V32mDq8amwCz6fMHgTQTp9iCZS4Cle3A==)\n\nWhen a water molecule is split, it breaks into three important pieces. First, it releases **electrons** which act like tiny energy delivery trucks, racing through a special pathway inside the chloroplast to power up the plant's \"chemical batteries\". Second, it leaves behind **hydrogen atoms**, which are carried over to the second step of the recipe. Third, and perhaps most important for us, it releases a leftover product: **Oxygen gas ($\\text{O}_2$)**. The plant has no need for this oxygen, so it releases it back into the atmosphere through tiny openings in its leaves. This oxygen is the very breath that you and every animal on Earth take every moment of the day! This first step, fueled by sunlight, has successfully created the essential chemical energy carriers and has given the world the gift of oxygen.[⁽¹³⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQGXdgkYYKEghgmkXs2hMJ23W2FyZI5T8F5u6JRkw_vMsUFMDbnLm4Dwayk5v40umgPeCHV6NvbIw1EiJOqXcu9OzXkibnPNnUsuZkNO6O9WTYYrDrHxubVTiCBiMfvauhEcfhsbyEzILDFYmdSCjygePsnY3D4XmbbI5HvJS0V32mDq8amwCz6fMHgTQTp9iCZS4Cle3A==)\n\n### Step Two: Building the Sugar Factory\n\nThe plant now moves on to the second part of the recipe, the **light-independent reactions**, more commonly known as the **Calvin Cycle**. This part does not need sunlight directly, but it cannot happen without the chemical energy (the \"batteries\") that were charged up in Step One. If Step[⁽¹⁵⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFhoqWsvJqfisTmmVLlIPXfbZuDdSqHS31cXJxP3KGVnOyKo5B0DyFMpYmRXHqobKwWBBw_1kBVmlZOwcuwgahKhTpZOtQcCA3Kcz8npLyh0uIoEhWSwF6YYWKyvWxEPC0NMSE9O60RaEseYi4rbw==) One was all about trapping energy, Step Two is all about assembling the food. You can[⁽¹⁶⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFHpJBIho1o9eQZGF4J363K1OzIGAB2U940mcXWtt-nW1KcuoAhqV3M2LX3E7MhqssA1qBACUdP_MG0R77TbGc4sSY2uAsWjBTIHoW7mTVsmS1thQggJ2H7kJQrCSKeb-cDX5HHjM9PaJBfjy6e_rfArTJXJhYooUW2p9ovhKX74I5y7FOcxMWPqBkuI4BvEmQnVTpiAN8eEhWCYf5bzn5jS9G51Q==) picture the Calvin Cycle as a miniature sugar assembly line operating inside the chloroplast.\n\nThe main[⁽¹⁵⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFhoqWsvJqfisTmmVLlIPXfbZuDdSqHS31cXJxP3KGVnOyKo5B0DyFMpYmRXHqobKwWBBw_1kBVmlZOwcuwgahKhTpZOtQcCA3Kcz8npLyh0uIoEhWSwF6YYWKyvWxEPC0NMSE9O60RaEseYi4rbw==) ingredient for this step is **carbon dioxide ($\\text{CO}_2$)**, the gas we breathe out and that comes from the air. This carbon[⁽¹⁶⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFHpJBIho1o9eQZGF4J363K1OzIGAB2U940mcXWtt-nW1KcuoAhqV3M2LX3E7MhqssA1qBACUdP_MG0R77TbGc4sSY2uAsWjBTIHoW7mTVsmS1thQggJ2H7kJQrCSKeb-cDX5HHjM9PaJBfjy6e_rfArTJXJhYooUW2p9ovhKX74I5y7FOcxMWPqBkuI4BvEmQnVTpiAN8eEhWCYf5bzn5jS9G51Q==) dioxide enters the leaf and travels into the sugar factory. Inside the factory, the carbon atoms from the carbon dioxide are \"fixed\" or captured and then reorganized using the powerful chemical energy (the charged \"batteries\") from Step One. In a complex[⁽¹⁶⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFHpJBIho1o9eQZGF4J363K1OzIGAB2U940mcXWtt-nW1KcuoAhqV3M2LX3E7MhqssA1qBACUdP_MG0R77TbGc4sSY2uAsWjBTIHoW7mTVsmS1thQggJ2H7kJQrCSKeb-cDX5HHjM9PaJBfjy6e_rfArTJXJhYooUW2p9ovhKX74I5y7FOcxMWPqBkuI4BvEmQnVTpiAN8eEhWCYf5bzn5jS9G51Q==) [⁽¹⁷⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQG3ocQLjCZDIfN5wsib0pj6JHP7B-FqzZlkvVrLRGucWaaKB5T3Z-OzrhZ596xjBFs6WefLYsmUoho7Ta5aSrVWajlOKnUwU8rkwwF2eeza6wsOtRiqhWFLrlBC_R3hvV3TqULQJE3ZpE0fREDmXz6km1AP) series of loops and chemical changes, the factory constantly works to combine the carbon atoms from the air with the hydrogen atoms carried over from the split water molecules.\n\nThe ultimate goal of this sugar assembly line is to create a complete molecule of **glucose**. Glucose is a type of sugar, and it is the plant's final, perfectly cooked meal. It is a high-energy food molecule that the plant can use immediately to grow its stems, leaves, and roots, or it can store it for later use, turning it into starches or building blocks for the cell walls of its entire structure. Once the glucose is made, the chemical energy carriers are returned to Step One to be recharged by the sun, ensuring the factory can continue to run as long as the sun is shining, water is available, and carbon dioxide is present. The secret recipe is complete: a simple gas and water have been magically turned into a perfect sugar and life-giving oxygen.[⁽¹⁶⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFHpJBIho1o9eQZGF4J363K1OzIGAB2U940mcXWtt-nW1KcuoAhqV3M2LX3E7MhqssA1qBACUdP_MG0R77TbGc4sSY2uAsWjBTIHoW7mTVsmS1thQggJ2H7kJQrCSKeb-cDX5HHjM9PaJBfjy6e_rfArTJXJhYooUW2p9ovhKX74I5y7FOcxMWPqBkuI4BvEmQnVTpiAN8eEhWCYf5bzn5jS9G51Q==) [⁽¹⁷⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQG3ocQLjCZDIfN5wsib0pj6JHP7B-FqzZlkvVrLRGucWaaKB5T3Z-OzrhZ596xjBFs6WefLYsmUoho7Ta5aSrVWajlOKnUwU8rkwwF2eeza6wsOtRiqhWFLrlBC_R3hvV3TqULQJE3ZpE0fREDmXz6km1AP) [⁽¹⁸⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFhpqYuCUFeQdQprAd1m9QvonozT1lwxf0NfzMllPwi9AcKsVvHO3hRmE7OhXDT-_4rzKJTsx9U4105eXdZ53WHwDzo6gxUHzgQ5cK-GoGwsuE37kV9GQ2V3RlPkSjso9_34rBT) [⁽¹⁹⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQHZxWXVfvQtoVdyzUbkB9DOfB7vx77f2_ZNH0jZx0dwYP_F6DmOj1gAvZpBgOPJgxHNvSxEGXTcPYyaN0yuVwRknjlbKOHs5jcAXrRNelfri3zryYZeD6kFWt5a2NNI6HikLHIsfwIhIjff-baT4C_D) [⁽²⁰⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQEgO1gru_iNlCasBLdq3Aq6psJ5UyUhRmnDlYkhwqNhKR8Yp6AvABDJQRkB_OsreT01HUb3vo8PdBb3lOvgxV9MB-AlPRhb-Jh5zNqB8gBIC1Y83mPkGsgyvUWWl2YHqr5Yk3BhOWd7nooqQ76IHqYcfih7zMOpwlXtszTkjJ3V1k9HtyzpHzwvCZNj8VDVdpyzC62KOiVrjEY7QBB4zmY24_LW2v4n)\n\n\n\n### Source Text References\n1. [youtube.com](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQEm046lB9Wg-uMdGlx8poClsr9toldGl666hbCPMGXHylarZRYIfv5GnIFcehrUqS-bBr8Z7KuKsXRKMtMJntg2QGBhgfREbgvZ7kZ7nO9ZdukjK1EU00nuleQd3pc50KWa9SLNsQ==)\n2. [khanacademy.org](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFDGCjRzq35ucVapDewhMEcPzdLnhEMjcrxUhJ3VifqEY0FI5ExAi9egmnQWADMi4Ym_sQg4pHrb-YO8gtXR2l4YiyFWhcCRNbEkGOOcEmcxCGAyJ857Cmi-cgtkg__8dUQ4eir3LWJyK6QVliuoW4Px7aha4aZn2-3WG7xwh2ABKEuydNPAVOxsmVGgVkUdowCAGfw-h8CxP96ZxZErlcpwZFIs-u1aPSQodEFLzmYXyVILZZMFQJFox9aEwKnR9vRX0t2wCHpplS4p_v7znUhNGbw9CRC6TsCOEu3jxC0Xj3wCGN_aQ==)\n3. [khanacademy.org](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQHNyC59Hzn-JnPUB9xYkASzViu-ofdqvnhAqkLY_vizOSm8DOLI4ak8hKiCsgXt4Ryr3re31EtH_0gEshYIiM_hcXdRNMuqz9QSK-ZV8NAILtH3uHgp_hQ-XHYP7fSKBZ1qnWYewqfvHOitdcL_HZWwp-CS9r-lA32UKng0NTLiHGnFsLkEtol46K79Qw-xI8xprTD5S8gbY41cp3JmuO8_4Wqb_7992Z3WQh1r3-Y-jDHCkBAIgTus)\n4. [monash.edu](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQG1fFnZVspICZSOa_y2Vv82kxAkqSMLgzu9Wmk8PPAfcRkVLsKAiMeYf01P7yY1U4sd1GZmRZhs5FH1Dc9ni6EZej_e2_71RCULs8ZxBVk-pNWq1EN-WgHspSSX-de7NKKc5qIf3Swf1eJH29NaN2V_Rke7mp86Ec0TZAW4C6krKHlXH0_nIyggGXfWxvHtAEwkNLcfgUV4q2yxCEQ4Ew==)\n5. [britannica.com](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQHVzb1Gi0cWOzmm6DrZYZGMMX5JzcPfK9uz-8q2yTzdUUq6og_jQW9f0eRvNgiNkr5b5r2Srr9GPMMNQGEnQOP0jhv4OjLDcKDmEp7oT-EcjSntwuFHfcQ6zsgai165PNSAtubY3vweAvj4yJ7ajx_8TQgUYsu7PnYR)\n6. [gardeningknowhow.com](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQERHyVO8fgjlwbN718toWiXuREgWU-_gD262Ri5yZ5_XlL5T0FywDyUDPM27vR8hdCRa_pITfAA1FntlshdV6RMwWkyRJ4WivYCZhwPnn9DiaGi7cnJIGbZOctRYc8omL4_3qXZl2iOUjjzy1h3DWaJRgjxz7roeuwdkT2LSsJJO5JnHuXJh8s=)\n7. [cnps.org](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQH_wse9bl0lgL8nfNmLMjNTj5blfmVKA3l_UU8gAbfMKdDNfqvOsqZGiKxZ9Ttgfphbg-Uz-Glh7AUiltBhyjSl_b06JGGpG-b84HmAFDv30yt25VBHniQixSTsz4kNwyE8GlDRDJyIYDJSgyHhjdiYgk1P4xFVeH6bVeIRobliZWyn7s1tMnFWhk2rL3LE)\n8. [kidsgardening.org](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQGKCKhmmqhufvGAVokp1k_nHJUSOd5xu8Xfgxfp6km-XKw5fHb91jQuUAEbRriAxl1ZQH76KjzYkgQ7f9t2VRxmLabQadysy23Ep2gFrqFtNYa4gamCk77W3-HExcrTFQk06WtIDp-sCjv1A6pIwQyW313Mwy619l23sFd22fCxfg==)\n9. [britannica.com](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFg8ytPQ_vdTi9F3QczeEnW0EFyBoeKGcdI-o8VuXUmh9bST5EyPSfGnAUaKz8aqZ0zMX3XY4RwSz6j9DPeThGVDJlg84nCE4AE8Wzuyvf9KXq878FfsXBAatFBz9G5TAzVU7xtKZRjADYs2Q==)\n10. [khanacademy.org](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQGFkdB3eLdUG1by-CR57ZqcPVn5kSa3XHMS2rbiDJ9J0jXuXjqBX1l9tM5FAZl-ZXOHf6KX04L1hxoi_xIaM2Hw5ytFk7VktYPyBav7brZpKflrBhlQahZtoUUXUhn3m_Rw1q_cQ_ofvXHUGK5Nb1MYouYbQIpeySK3Phv53S89hth9T2qj4xC5TXo4hMwfYMZs8qnJTxqyBW4uashnccaHyE4W1ys=)\n11. [emeraldharvest.co](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQHtTgBaIDOKyJYSdz1gos6T4r8djTrV45XTpaXQ-Yu3g8k76EbKVOWcO-zCVGBfJg_AycivbfHNlQ4Gja8aT2VoMdU9Xxq0n-bMVwc5nVF3PYeT6Pnj2CITFxHfZWJx3whUqiC9)\n12. [mrt.com](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQHHu9vsjigOPekXdX7jWkTshTvXuJZfiBMFB6PEHVl5VchymJTAH2B6BZmORBuOQwbWooJpvfgEYakti7XK_0vUZADKSyKDQ2rVoMB9rNlcS6G6svvU7TPJxnAPmUGNH4jbQL7JrBP1ViVig5SEXMqENs2am6SiOYqvUDO0lNLn7roRlLgtk5mt5vThtlatKCOL)\n13. [opentextbc.ca](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQGXdgkYYKEghgmkXs2hMJ23W2FyZI5T8F5u6JRkw_vMsUFMDbnLm4Dwayk5v40umgPeCHV6NvbIw1EiJOqXcu9OzXkibnPNnUsuZkNO6O9WTYYrDrHxubVTiCBiMfvauhEcfhsbyEzILDFYmdSCjygePsnY3D4XmbbI5HvJS0V32mDq8amwCz6fMHgTQTp9iCZS4Cle3A==)\n14. [kidzsearch.com](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQGOFug1OgDl21CD6Y6PL80VvE7rtbzgYiLZo7emOE00e6-v-Nm2gYf2YoCKx5Br1H1hfExVBsWRloWjivxAGIEcU3K5rP7iHwLY7ghZORL4GqgERRTb5yANERfV0m7TkthPwXT4g3mdPOZgYCItOrLBXD6xDA==)\n15. [metamia.com](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFhoqWsvJqfisTmmVLlIPXfbZuDdSqHS31cXJxP3KGVnOyKo5B0DyFMpYmRXHqobKwWBBw_1kBVmlZOwcuwgahKhTpZOtQcCA3Kcz8npLyh0uIoEhWSwF6YYWKyvWxEPC0NMSE9O60RaEseYi4rbw==)\n16. [ck12.org](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFHpJBIho1o9eQZGF4J363K1OzIGAB2U940mcXWtt-nW1KcuoAhqV3M2LX3E7MhqssA1qBACUdP_MG0R77TbGc4sSY2uAsWjBTIHoW7mTVsmS1thQggJ2H7kJQrCSKeb-cDX5HHjM9PaJBfjy6e_rfArTJXJhYooUW2p9ovhKX74I5y7FOcxMWPqBkuI4BvEmQnVTpiAN8eEhWCYf5bzn5jS9G51Q==)\n17. [si.edu](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQG3ocQLjCZDIfN5wsib0pj6JHP7B-FqzZlkvVrLRGucWaaKB5T3Z-OzrhZ596xjBFs6WefLYsmUoho7Ta5aSrVWajlOKnUwU8rkwwF2eeza6wsOtRiqhWFLrlBC_R3hvV3TqULQJE3ZpE0fREDmXz6km1AP)\n18. [nih.gov](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFhpqYuCUFeQdQprAd1m9QvonozT1lwxf0NfzMllPwi9AcKsVvHO3hRmE7OhXDT-_4rzKJTsx9U4105eXdZ53WHwDzo6gxUHzgQ5cK-GoGwsuE37kV9GQ2V3RlPkSjso9_34rBT)\n19. [mit.edu](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQHZxWXVfvQtoVdyzUbkB9DOfB7vx77f2_ZNH0jZx0dwYP_F6DmOj1gAvZpBgOPJgxHNvSxEGXTcPYyaN0yuVwRknjlbKOHs5jcAXrRNelfri3zryYZeD6kFWt5a2NNI6HikLHIsfwIhIjff-baT4C_D)\n20. [khanacademy.org](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQEgO1gru_iNlCasBLdq3Aq6psJ5UyUhRmnDlYkhwqNhKR8Yp6AvABDJQRkB_OsreT01HUb3vo8PdBb3lOvgxV9MB-AlPRhb-Jh5zNqB8gBIC1Y83mPkGsgyvUWWl2YHqr5Yk3BhOWd7nooqQ76IHqYcfih7zMOpwlXtszTkjJ3V1k9HtyzpHzwvCZNj8VDVdpyzC62KOiVrjEY7QBB4zmY24_LW2v4n)\n",
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      "data": "Title: Photosynthesis\n\n## Plants: Earth’s Amazing Food Factories\n\nThink about a huge factory that works quietly all day long. This factory takes simple, normal materials and turns them into food and fresh air for everyone on Earth. That factory is actually a plant! These green living things are Earth’s natural food factories. The incredible process they use to make their own food is called **photosynthesis**. Plants are special because they are **autotrophs**. This is a science word that means \"self-feeders.\" Plants are some of the only living things that can make their own food to grow. Just like a real factory needs materials and power, the plant factory needs three important things to work: energy from the sun, water, and an invisible gas called carbon dioxide. [⁽¹⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQEm046lB9Wg-uMdGlx8poClsr9toldGl666hbCPMGXHylarZRYIfv5GnIFcehrUqS-bBr8Z7KuKsXRKMtMJntg2QGBhgfREbgvZ7kZ7nO9ZdukjK1EU00nuleQd3pc50KWa9SLNsQ==)\n\n[⁽²⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFDGCjRzq35ucVapDewhMEcPzdLnhEMjcrxUhJ3VifqEY0FI5ExAi9egmnQWADMi4Ym_sQg4pHrb-YO8gtXR2l4YiyFWhcCRNbEkGOOcEmcxCGAyJ857Cmi-cgtkg__8dUQ4eir3LWJyK6QVliuoW4Px7aha4aZn2-3WG7xwh2ABKEuydNPAVOxsmVGgVkUdowCAGfw-h8CxP96ZxZErlcpwZFIs-u1aPSQodEFLzmYXyVILZZMFQJFox9aEwKnR9vRX0t2wCHpplS4p_v7znUhNGbw9CRC6TsCOEu3jxC0Xj3wCGN_aQ==) [⁽³⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQHNyC59Hzn-JnPUB9xYkASzViu-ofdqvnhAqkLY_vizOSm8DOLI4ak8hKiCsgXt4Ryr3re31EtH_0gEshYIiM_hcXdRNMuqz9QSK-ZV8NAILtH3uHgp_hQ-XHYP7fSKBZ1qnWYewqfvHOitdcL_HZWwp-CS9r-lA32UKng0NTLiHGnFsLkEtol46K79Qw-xI8xprTD5S8gbY41cp3JmuO8_4Wqb_7992Z3WQh1r3-Y-jDHCkBAIgTus) [⁽⁴⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQG1fFnZVspICZSOa_y2Vv82kxAkqSMLgzu9Wmk8PPAfcRkVLsKAiMeYf01P7yY1U4sd1GZmRZhs5FH1Dc9ni6EZej_e2_71RCULs8ZxBVk-pNWq1EN-WgHspSSX-de7NKKc5qIf3Swf1eJH29NaN2V_Rke7mp86Ec0TZAW4C6krKHlXH0_nIyggGXfWxvHtAEwkNLcfgUV4q2yxCEQ4Ew==) The process of making food—photosynthesis—mostly happens inside the plant’s leaves. You can think of the leaves as the plant’s main \"kitchens.\" To start working, the plant needs a special tool to grab the power of the sun. This tool is a bright green coloring called **chlorophyll**. Chlorophyll [⁽⁵⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQHVzb1Gi0cWOzmm6DrZYZGMMX5JzcPfK9uz-8q2yTzdUUq6og_jQW9f0eRvNgiNkr5b5r2Srr9GPMMNQGEnQOP0jhv4OjLDcKDmEp7oT-EcjSntwuFHfcQ6zsgai165PNSAtubY3vweAvj4yJ7ajx_8TQgUYsu3PnYR) [⁽⁶⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQERHyVO8fgjlwbN718toWiXuREgWU-_gD262Ri5yZ5_XlL5T0FywDyUDPM27vR8hdCRa_pITfAA1FntlshdV6RMwWkyRJ4WivYCZhwPnn9DiaGi7cnJIGbZOctRYc8omL4_3qXZl2iOUjjzy1h3DWaJRgjxz7roeuwdkT2LSsJJO5JnHuXJh8s=) is why leaves look green. Its most important job, though, is to be a master light catcher. This [⁽⁷⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQH_wse9bl0lgL8nfNmLMjNTj5blfmVKA3l_UU8gAbfMKdDNfqvOsqZGiKxZ9Ttgfphbg-Uz-Glh7AUiltBhyjSl_b06JGGpG-b84HmAFDv30yt25VBHniQixSTsz4kNwyE8GlDRDJyIYDJSgyHhjdiYgk1P4xFVeH6bVeIRobliZWyn7s1tMnFWhk2rL3LE) green coloring lives inside very tiny parts of the plant cells called **chloroplasts**. When sunlight hits the leaf, the chlorophyll molecules soak up the light energy. It traps this energy and changes it into the power needed to run the entire food-making operation. [⁽⁶⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQERHyVO8fgjlwbN718toWiXuREgWU-_gD262Ri5yZ5_XlL5T0FywDyUDPM27vR8hdCRa_pITfAA1FntlshdV6RMwWkyRJ4WivYCZhwPnn9DiaGi7cnJIGbZOctRYc8omL4_3qXZl2iOUjjzy1h3DWaJRgjxz7roeuwdkT2LSsJJO5JnHuXJh8s=) [⁽⁸⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQGKCKhmmqhufvGAVokp1k_nHJUSOd5xu8Xfgxfp6km-XKw5fHb91jQuUAEbRriAxl1ZQH76KjzYkgQ7f9t2VRxmLabQadysy23Ep2gFrqFtNYa4gamCk77W3-HExcrTFQk06WtIDp-sCjv1A6pIwQyW313Mwy619l23sFd22fCxfg==) If the plant cannot catch the light, the whole factory will completely shut down.\n\nAfter the sun’s energy is trapped, the plant must collect its raw materials. First, it needs **water**. The plant sucks this water up from the soil using its roots. The water travels up tiny tubes all the way from the roots into the leaves, where the photosynthesis factory is waiting. The second raw material is **carbon dioxide**. This is a gas that people and animals breathe out, and it is floating in the air all around us. The leaves have tiny little holes, or pores, on their surfaces. These holes are called **stomata** (one hole is called a stoma). The plant opens these little doors to bring the carbon dioxide right in from the air. [⁽²⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFDGCjRzq35ucVapDewhMEcPzdLnhEMjcrxUhJ3VifqEY0FI5ExAi9egmnQWADMi4Ym_sQg4pHrb-YO8gtXR2l4YiyFWhcCRNbEkGOOcEmcxCGAyJ857Cmi-cgtkg__8dUQ4eir3LWJyK6QVliuoW4Px7aha4aZn2-3WG7xwh2ABKEuydNPAVOxsmVGgVkUdowCAGfw-h8CxP96ZxZErlcpwZFIs-u1aPSQodEFLzmYXyVILZZMFQJFox9aEwKnR9vRX0t2wCHpplS4p_v7znUhNGbw9CRC6TsCOEu3jxC0Xj3wCGN_aQ==)\n\n[⁽³⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQHNyC59Hzn-JnPUB9xYkASzViu-ofdqvnhAqkLY_vizOSm8DOLI4ak8hKiCsgXt4Ryr3re31EtH_0gEshYIiM_hcXdRNMuqz9QSK-ZV8NAILtH3uHgp_hQ-XHYP7fSKBZ1qnWYewqfvHOitdcL_HZWwp-CS9r-lA32UKng0NTLiHGnFsLkEtol46K79Qw-xI8xprTD5S8gbY41cp3JmuO8_4Wqb_7992Z3WQh1r3-Y-jDHCkBAIgTus) Now the sun energy is ready, and the water and carbon dioxide are collected. The incredible change begins! Inside the chloroplasts, the plant uses the trapped light energy to completely rebuild the water and carbon dioxide molecules. This is like a tiny chemical construction job where the plant makes brand new molecules. [⁽⁹⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFg8ytPQ_vdTi9F3QczeEnW0EFyBoeKGcdI-o8VuXUmh9bST5EyPSfGnAUaKz8aqZ0zMX3XY4RwSz6j9DPeThGVDJlg84nCE4AE8Wzuyvf9KXq878FfsXBAatFBz9G5TAzVU7xtKZRjADYs2Q==) The plant’s goal is to make its food. This food is a type of sugar called **glucose**, which is also sometimes called a carbohydrate. [⁽³⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQHNyC59Hzn-JnPUB9xYkASzViu-ofdqvnhAqkLY_vizOSm8DOLI4ak8hKiCsgXt4Ryr3re31EtH_0gEshYIiM_hcXdRNMuqz9QSK-ZV8NAILtH3uHgp_hQ-XHYP7fSKBZ1qnWYewqfvHOitdcL_HZWwp-CS9r-lA32UKng0NTLiHGnFsLkEtol46K79Qw-xI8xprTD5S8gbY41cp3JmuO8_4Wqb_7992Z3WQh1r3-Y-jDHCkBAIgTus) [⁽¹⁰⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQGFkdB3eLdUG1by-CR57ZqcPVn5kSa3XHMS2rbiDJ9J0jXuXjqBX1l9tM5FAZl-ZXOHf6KX04L1hxoi_xIaM2Hw5ytFk7VktYPyBav7brZpKflrBhlQahZtoUUXUhn3m_Rw1q_cQ_ofvXHUGK5Nb1MYouYbQIpeySK3Phv53S89hth9T2qj4xC5TXo4hMwfYMZs8qnJTxqyBW4uashnccaHyE4W1ys=) The plant can use this glucose right away to help it grow, or it can store the sugar for later use, like keeping food stocked in a pantry.\n\nWhen the plant builds the glucose molecule, there is something left over from the water molecules that the plant factory does not need: **oxygen**. Since the plant is a food and oxygen factory, this oxygen gas is a **byproduct** (something created along the way). The plant lets this oxygen gas go back into the air through the same tiny holes—the stomata—it used to take in the carbon dioxide. So, the photosynthesis process has two main things it produces: the glucose that feeds the plant itself, and the life-giving oxygen that almost every other living thing on Earth, including us, needs to breathe and survive. [⁽⁸⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQGKCKhmmqhufvGAVokp1k_nHJUSOd5xu8Xfgxfp6km-XKw5fHb91jQuUAEbRriAxl1ZQH76KjzYkgQ7f9t2VRxmLabQadysy23Ep2gFrqFtNYa4gamCk77W3-HExcrTFQk06WtIDp-sCjv1A6pIwQyW313Mwy619l23sFd22fCxfg==) [⁽¹¹⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQHtTgBaIDOKyJYSdz1gos6T4r8djTrV45XTpaXQ-Yu3g8k76EbKVOWcO-zCVGBfJg_AycivbfHNlQ4Gja8aT2VoMdU9Xxq0n-bMVwc5nVF3PYeT6Pnj2CITFxHfZWJx3whUqiC9) [⁽¹²⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQHHu9vsjigOPekXdX7jWkTshTvXuJZfiBMFB6PEHVl5VchymJTAH2B6BZmORBuOQwbWooJpvfgEYakti7XK_0vUZADKSyKDQ2rVoMB9rNlcS6G6svvU7TPJxnAPmUGNH4jbQL3JrBP1ViVig5SEXMqENs2am6SiOYqvUDO0lNLn7roRlLgtk5mt5vThtlatKCOL) This continuous cycle of taking in carbon dioxide and giving out oxygen shows how necessary Earth’s natural food factories are for the health of our entire world.\n\n## The Secret Recipe: Turning Sunlight Into Sugar and Oxygen\n\nEvery living thing on Earth needs energy to stay alive. For plants, this energy comes from a wonderful, complex process called **photosynthesis**. Think of photosynthesis as the plant's ultimate secret recipe for making food. Just like a chef uses steps to turn ingredients into a delicious meal, the plant is the world's greatest chemist. It takes very simple ingredients—water and carbon dioxide—and creates a perfect meal: sugar and oxygen. This whole recipe happens in two major steps, and both steps take place inside the tiny green factories within the plant cells, which we call **chloroplasts**.\n\n### Step One: The Power of Sunlight and Water\n\nThe first part of the recipe is called the **light-dependent reactions**. This is a scientific way of saying this step absolutely needs sunlight to happen. We can think of this step as the plant converting sunlight into specialized chemical batteries needed for the next stage. The process starts when the plant’s chlorophyll, which is the green material, acts like a tiny solar panel. Chlorophyll traps the energy from the light. This trapped energy is extremely powerful! It has enough strength to split apart one of the main ingredients: water ($\\text{H}_2\\text{O}$).[⁽¹³⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQGXdgkYYKEghgmkXs2hMJ23W2FyZI5T8F5u6JRkw_vMsUFMDbnLm4Dwayk5v40umgPeCHV6NvbIw1EiJOqXcu9OzXkibnPNnUsuZkNO6O9WTYYrDrHxubVTiCBiMfvauhEcfhsbyEzILDFYmdSCjygePsnY3D4XmbbI5HvJS0V32mDq8amwCz6fMHgTQTp9iCZS4Cle3A==)\n\nWhen a water molecule splits, it breaks into three important pieces. First, it releases tiny pieces called **electrons**. These electrons are like energy delivery trucks. They race through a special pathway inside the chloroplast to charge up the plant's \"chemical batteries.\" Second, the water molecule leaves behind **hydrogen atoms**. These hydrogen atoms are saved and carried over to be used in the second step of the recipe. Third, and most important for us, the split water releases a product the plant does not need: **Oxygen gas ($\\text{O}_2$)**. The plant lets this oxygen leave the leaf and go back into the air through tiny openings. This oxygen is the air that you and every animal on Earth breathe every single day! This first step, powered entirely by sunlight, successfully created the chemical energy carriers (the batteries) and gave the world the wonderful gift of oxygen.[⁽¹³⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQGXdgkYYKEghgmkXs2hMJ23W2FyZI5T8F5u6JRkw_vMsUFMDbnLm4Dwayk5v40umgPeCHV6NvbIw1EiJOqXcu9OzXkibnPNnUsuZkNO6O9WTYYrDrHxubVTiCBiMfvauhEcfhsbyEzILDFYmdSCjygePsnY3D4XmbbI5HvJS0V32mDq8amwCz6fMHgTQTp9iCZS4Cle3A==)\n\n### Step Two: Building the Sugar Factory\n\nNow the plant starts the second part of the recipe, which is called the **light-independent reactions**. Scientists often call this the **Calvin Cycle**. This step does not need sunlight directly, but it absolutely must have the chemical energy (the charged \"batteries\") that were created and stored during Step One. If Step One was all about trapping the energy, then Step Two is all about using that energy to assemble the plant’s food. [⁽¹⁵⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFhoqWsvJqfisTmmVLlIPXfbZuDdSqHS31cXJxP3KGVnOyKo5B0DyFMpYmRXHqobKwWBBw_1kBVmlZOwcuwgahKhTpZOtQcCA3Kcz8npLyh0uIoEhWSwF6YYWKyvWxEPC0NMSE9O60RaEseYi4rbw==) [⁽¹⁶⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFHpJBIho1o9eQZGF4J363K1OzIGAB2U940mcXWtt-nW1KcuoAhqV3M2LX3E7MhqssA1qBACUdP_MG0R77TbGc4sSY2uAsWjBTIHoW7mTVsmS1thQggJ2H7kJQrCSKeb-cDX5HHjM9PaJBfjy6e_rfArTJXJhYooUW2p9ovhKX74I5y7FOcxMWPqBkuI4BvEmQnVTpiAN8eEhWCYf5bzn5jS9G51Q==) You can imagine the Calvin Cycle as a fast-moving, miniature sugar assembly line operating constantly inside the chloroplast factory.\n\nThe main [⁽¹⁵⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFhoqWsvJqfisTmmVLlIPXfbZuDdSqHS31cXJxP3KGVnOyKo5B0DyFMpYmRXHqobKwWBBw_1kBVmlZOwcuwgahKhTpZOtQcCA3Kcz8npLyh0uIoEhWSwF6YYWKyvWxEPC0NMSE9O60RaEseYi4rbw==) ingredient for this second step is **carbon dioxide ($\\text{CO}_2$)**. This is the gas that we breathe out, and it floats all around in the air. The carbon [⁽¹⁶⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFHpJBIho1o9eQZGF4J363K1OzIGAB2U940mcXWtt-nW1KcuoAhqV3M2LX3E7MhqssA1qBACUdP_MG0R77TbGc4sSY2uAsWjBTIHoW7mTVsmS1thQggJ2H7kJQrCSKeb-cDX5HHjM9PaJBfjy6e_rfArTJXJhYooUW2p9ovhKX74I5y7FOcxMWPqBkuI4BvEmQnVTpiAN8eEhWCYf5bzn5jS9G51Q==) dioxide enters the plant’s leaf and moves right into the sugar factory. Inside the factory, the carbon atoms from the carbon dioxide are \"fixed,\" meaning they are captured and then reorganized. This reorganization requires the powerful chemical energy that came from Step One’s charged batteries. [⁽¹⁶⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFHpJBIho1o9eQZGF4J363K1OzIGAB2U940mcXWtt-nW1KcuoAhqV3M2LX3E7MhqssA1qBACUdP_MG0R77TbGc4sSY2uAsWjBTIHoW7mTVsmS1thQggJ2H7kJQrCSKeb-cDX5HHjM9PaJBfjy6e_rfArTJXJhYooUW2p9ovhKX74I5y7FOcxMWPqBkuI4BvEmQnVTpiAN8eEhWCYf5bzn5jS9G51Q==) [⁽¹⁷⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQG3ocQLjCZDIfN5wsib0pj6JHP7B-FqzZlkvVrLRGucWaaKB5T3Z-OzrhZ596xjBFs6WefLYsmUoho7Ta5aSrVWajlOKnUwU8rkwwF2eeza6wsOtRiqhWFLrlBC_R3hvV3TqULQJE3ZpE0fREDmXz6km1AP) Through a complex series of chemical loops and changes, the factory works non-stop. Its job is to combine the carbon atoms that just came from the air with the hydrogen atoms that were saved when the water split.\n\nThe final goal of this sugar assembly line is to create a complete molecule of **glucose**. Glucose is a special type of sugar, and it is the plant's finished, high-energy meal. The plant can use this glucose immediately to grow new stems, leaves, and roots. Or, the plant can store this sugar for later use, turning it into starches or using it as strong building blocks for the cell walls of its entire body. Once the glucose is successfully built, the used chemical energy carriers (the empty batteries) are sent back to Step One to be recharged again by the sun. This recycling process ensures the sugar factory can keep running smoothly, as long as the sun is shining, water is available, and carbon dioxide is present. The plant’s secret recipe is now finished: a simple gas and water have been turned into perfect, life-giving sugar and oxygen. [⁽¹⁶⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFHpJBIho1o9eQZGF4J363K1OzIGAB2U940mcXWtt-nW1KcuoAhqV3M2LX3E7MhqssA1qBACUdP_MG0R77TbGc4sSY2uAsWjBTIHoW7mTVsmS1thQggJ2H7kJQrCSKeb-cDX5HHjM9PaJBfjy6e_rfArTJXJhYooUW2p9ovhKX74I5y7FOcxMWPqBkuI4BvEmQnVTpiAN8eEhWCYf5bzn5jS9G51Q==) [⁽¹⁷⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQG3ocQLjCZDIfN5wsib0pj6JHP7B-FqzZlkvVrLRGucWaaKB5T3Z-OzrhZ596xjBFs6WefLYsmUoho7Ta5aSrVWajlOKnUwU8rkwwF2eeza6wsOtRiqhWFLrlBC_R3hvV3TqULQJE3ZpE0fREDmXz6km1AP) [⁽¹⁸⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFhpqYuCUFeQdQprAd1m9QvonozT1lwxf0NfzMllPwi9AcKsVvHO3hRmE7OhXDT-_4rzKJTsx9U4105eXdZ53WHwDzo6gxUHzgQ5cK-GoGwsuE37kV9GQ2V3RlPkSjso9_34rBT) [⁽¹⁹⁾](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQHZxWXVfvQtoVdyzUbkB9DOfB7vx77f2_ZNH0jZx0dwYP_F6DmOj1gAvZpBgOPJgxHNvSxEGXTcPYyaN0yuVwRknjlbKOHs5jcAXrRNelfri3zryYZeD6kFWt5a2NNI6HikLHIsfwIhIjff-baT4C_D) [⁽²⁰⁾](https://vertexaisearch.googleusercontent.com/grounding-api-redirect/AUZIYQEgO1gru_iNlCasBLdq3Aq6psJ5UyUhRmnDlYkhwqNhKR8Yp6AvABDJQRkB_OsreT01HUb3vo8PdBb3lOvgxV9MB-AlPRhb-Jh5zNqB8gBIC1Y83mPkGsgyvUWWl2YHqr5Yk3BhOWd7nooqQ76IHqYcfih7zMOpwlXtszTkjJ3V1k9HtyzpHzwvCZNj8VDVdpyzC62KOiVrjEY7QBB4zmY24_LW2v4n)\n\n### Source Text References\n1. [youtube.com](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQEm046lB9Wg-uMdGlx8poClsr9toldGl666hbCPMGXHylarZRYIfv5GnIFcehrUqS-bBr8Z7KuKsXRKMtMJntg2QGBhgfREbgvZ7kZ7nO9ZdukjK1EU00nuleQd3pc50KWa9SLNsQ==)\n2. [khanacademy.org](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFDGCjRzq35ucVapDewhMEcPzdLnhEMjcrxUhJ3VifqEY0FI5ExAi9egmnQWADMi4Ym_sQg4pHrb-YO8gtXR2l4YiyFWhcCRNbEkGOOcEmcxCGAyJ857Cmi-cgtkg__8dUQ4eir3LWJyK6QVliuoW4Px7aha4aZn2-3WG7xwh2ABKEuydNPAVOxsmVGgVkUdowCAGfw-h8CxP96ZxZErlcpwZFIs-u1aPSQodEFLzmYXyVILZZMFQJFox9aEwKnR9vRX0t2wCHpplS4p_v7znUhNGbw9CRC6TsCOEu3jxC0Xj3wCGN_aQ==)\n3. [khanacademy.org](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQHNyC59Hzn-JnPUB9xYkASzViu-ofdqvnhAqkLY_vizOSm8DOLI4ak8hKiCsgXt4Ryr3re31EtH_0gEshYIiM_hcXdRNMuqz9QSK-ZV8NAILtH3uHgp_hQ-XHYP7fSKBZ1qnWYewqfvHOitdcL_HZWwp-CS9r-lA32UKng0NTLiHGnFsLkEtol46K79Qw-xI8xprTD5S8gbY41cp3JmuO8_4Wqb_7992Z3WQh1r3-Y-jDHCkBAIgTus)\n4. [monash.edu](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQG1fFnZVspICZSOa_y2Vv82kxAkqSMLgzu9Wmk8PPAfcRkVLsKAiMeYf01P7yY1U4sd1GZmRZhs5FH1Dc9ni6EZej_e2_71RCULs8ZxBVk-pNWq1EN-WgHspSSX-de7NKKc5qIf3Swf1eJH29NaN2V_Rke7mp86Ec0TZAW4C6krKHlXH0_nIyggGXfWxvHtAEwkNLcfgUV4q2yxCEQ4Ew==)\n5. [britannica.com](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQHVzb1Gi0cWOzmm6DrZYZGMMX5JzcPfK9uz-8q2yTzdUUq6og_jQW9f0eRvNgiNkr5b5r2Srr9GPMMNQGEnQOP0jhv4OjLDcKDmEp7oT-EcjSntwuFHfcQ6zsgai165PNSAtubY3vweAvj4yJ7ajx_8TQgUYsu7PnYR)\n6. [gardeningknowhow.com](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQERHyVO8fgjlwbN718toWiXuREgWU-_gD262Ri5yZ5_XlL5T0FywDyUDPM27vR8hdCRa_pITfAA1FntlshdV6RMwWkyRJ4WivYCZhwPnn9DiaGi7cnJIGbZOctRYc8omL4_3qXZl2iOUjjzy1h3DWaJRgjxz7roeuwdkT2LSsJJO5JnHuXJh8s=)\n7. [cnps.org](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQH_wse9bl0lgL8nfNmLMjNTj5blfmVKA3l_UU8gAbfMKdDNfqvOsqZGiKxZ9Ttgfphbg-Uz-Glh7AUiltBhyjSl_b06JGGpG-b84HmAFDv30yt25VBHniQixSTsz4kNwyE8GlDRDJyIYDJSgyHhjdiYgk1P4xFVeH6bVeIRobliZWyn7s1tMnFWhk2rL3LE)\n8. [kidsgardening.org](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQGKCKhmmqhufvGAVokp1k_nHJUSOd5xu8Xfgxfp6km-XKw5fHb91jQuUAEbRriAxl1ZQH76KjzYkgQ7f9t2VRxmLabQadysy23Ep2gFrqFtNYa4gamCk77W3-HExcrTFQk06WtIDp-sCjv1A6pIwQyW313Mwy619l23sFd22fCxfg==)\n9. [britannica.com](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFg8ytPQ_vdTi9F3QczeEnW0EFyBoeKGcdI-o8VuXUmh9bST5EyPSfGnAUaKz8aqZ0zMX3XY4RwSz6j9DPeThGVDJlg84nCE4AE8Wzuyvf9KXq878FfsXBAatFBz9G5TAzVU7xtKZRjADYs2Q==)\n10. [khanacademy.org](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQGFkdB3eLdUG1by-CR57ZqcPVn5kSa3XHMS2rbiDJ9J0jXuXjqBX1l9tM5FAZl-ZXOHf6KX04L1hxoi_xIaM2Hw5ytFk7VktYPyBav7brZpKflrBhlQahZtoUUXUhn3m_Rw1q_cQ_ofvXHUGK5Nb1MYouYbQIpeySK3Phv53S89hth9T2qj4xC5TXo4hMwfYMZs8qnJTxqyBW4uashnccaHyE4W1ys=)\n11. [emeraldharvest.co](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQHtTgBaIDOKyJYSdz1gos6T4r8djTrV45XTpaXQ-Yu3g8k76EbKVOWcO-zCVGBfJg_AycivbfHNlQ4Gja8aT2VoMdU9Xxq0n-bMVwc5nVF3PYeT6Pnj2CITFxHfZWJx3whUqiC9)\n12. [mrt.com](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQHHu9vsjigOPekXdX7jWkTshTvXuJZfiBMFB6PEHVl5VchymJTAH2B6BZmORBuOQwbWooJpvfgEYakti7XK_0vUZADKSyKDQ2rVoMB9rNlcS6G6svvU7TPJxnAPmUGNH4jbQL7JrBP1ViVig5SEXMqENs2am6SiOYqvUDO0lNLn7roRlLgtk5mt5vThtlatKCOL)\n13. [opentextbc.ca](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQGXdgkYYKEghgmkXs2hMJ23W2FyZI5T8F5u6JRkw_vMsUFMDbnLm4Dwayk5v40umgPeCHV6NvbIw1EiJOqXcu9OzXkibnPNnUsuZkNO6O9WTYYrDrHxubVTiCBiMfvauhEcfhsbyEzILDFYmdSCjygePsnY3D4XmbbI5HvJS0V32mDq8amwCz6fMHgTQTp9iCZS4Cle3A==)\n14. [kidzsearch.com](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQGOFug1OgDl21CD6Y6PL80VvE7rtbzgYiLZo7emOE00e6-v-Nm2gYf2YoCKx5Br1H1hfExVBsWRloWjivxAGIEcU3K5rP7iHwLY7ghZORL4GqgERRTb5yANERfV0m7TkthPwXT4g3mdPOZgYCItOrLBXD6xDA==)\n15. [metamia.com](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFhoqWsvJqfisTmmVLlIPXfbZuDdSqHS31cXJxP3KGVnOyKo5B0DyFMpYmRXHqobKwWBBw_1kBVmlZOwcuwgahKhTpZOtQcCA3Kcz8npLyh0uIoEhWSwF6YYWKyvWxEPC0NMSE9O60RaEseYi4rbw==)\n16. [ck12.org](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFHpJBIho1o9eQZGF4J363K1OzIGAB2U940mcXWtt-nW1KcuoAhqV3M2LX3E7MhqssA1qBACUdP_MG0R77TbGc4sSY2uAsWjBTIHoW7mTVsmS1thQggJ2H7kJQrCSKeb-cDX5HHjM9PaJBfjy6e_rfArTJXJhYooUW2p9ovhKX74I5y7FOcxMWPqBkuI4BvEmQnVTpiAN8eEhWCYf5bzn5jS9G51Q==)\n17. [si.edu](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQG3ocQLjCZDIfN5wsib0pj6JHP7B-FqzZlkvVrLRGucWaaKB5T3Z-OzrhZ596xjBFs6WefLYsmUoho7Ta5aSrVWajlOKnUwU8rkwwF2eeza6wsOtRiqhWFLrlBC_R3hvV3TqULQJE3ZpE0fREDmXz6km1AP)\n18. [nih.gov](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQFhpqYuCUFeQdQprAd1m9QvonozT1lwxf0NfzMllPwi9AcKsVvHO3hRmE7OhXDT-_4rzKJTsx9U4105eXdZ53WHwDzo6gxUHzgQ5cK-GoGwsuE37kV9GQ2V3RlPkSjso9_34rBT)\n19. [mit.edu](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQHZxWXVfvQtoVdyzUbkB9DOfB7vx77f2_ZNH0jZx0dwYP_F6DmOj1gAvZpBgOPJgxHNvSxEGXTcPYyaN0yuVwRknjlbKOHs5jcAXrRNelfri3zryYZeD6kFWt5a2NNI6HikLHIsfwIhIjff-baT4C_D)\n20. [khanacademy.org](https://vertexaisearch.cloud.google.com/grounding-api-redirect/AUZIYQEgO1gru_iNlCasBLdq3Aq6psJ5UyUhRmnDlYkhwqNhKR8Yp6AvABDJQRkB_OsreT01HUb3vo8PdBb3lOvgxV9MB-AlPRhb-Jh5zNqB8gBIC1Y83mPkGsgyvUWWl2YHqr5Yk3BhOWd7nooqQ76IHqYcfih7zMOpwlXtszTkjJ3V1k9HtyzpHzwvCZNj8VDVdpyzC62KOiVrjEY7QBB4zmY24_LW2v4n)\n",
      "meta": "5th Grade - English  (Multi-part)",
      "title": "Text Adaptation & Engagement",
      "timestamp": "2026-01-01T04:31:04.840Z"
    },
    {
      "id": "1767241929628ubyxmbylb",
      "type": "glossary",
      "data": [
        {
          "term": "Photosynthesis",
          "def": "The magic process plants use to build their own nourishment (food) by turning simple materials like water and carbon dioxide into sugar and oxygen using sunlight.",
          "tier": "Domain-Specific",
          "image": 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        },
        {
          "term": "Autotrophs",
          "def": "A biological term meaning 'self-feeders,' referring to living things that can manufacture their own food to grow and develop.",
          "tier": "Domain-Specific",
          "image": 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        },
        {
          "term": "Chlorophyll",
          "def": "A brilliant green pigment found inside plant leaves that acts like a special tool to capture and trap the power of the sun.",
          "tier": "Domain-Specific",
          "image": 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        },
        {
          "term": "Carbon Dioxide",
          "def": "An invisible gas present in the air that plants take in through tiny leaf openings as a required raw material for food production.",
          "tier": "Domain-Specific",
          "image": 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        },
        {
          "term": "Raw Materials",
          "def": "The necessary basic ingredients, specifically water and carbon dioxide, required as inputs for the plant factory to manufacture food.",
          "tier": "Domain-Specific",
          "image": 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"
        },
        {
          "term": "Chloroplasts",
          "def": "Tiny structures within the plant cells where the main manufacturing processes of photosynthesis take place.",
          "tier": "Domain-Specific",
          "image": 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"
        },
        {
          "term": "Nourishment",
          "def": "Food or other substances that are necessary for health, growth, and development.",
          "tier": "Academic",
          "image": 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        },
        {
          "term": "Essential",
          "def": "Absolutely necessary or fundamental; required inputs without which a process cannot operate.",
          "tier": "Academic",
          "image": 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"
        },
        {
          "term": "Transform",
          "def": "To change the nature, form, or appearance of something completely, such as converting light energy into chemical energy.",
          "tier": "Academic",
          "image": 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        },
        {
          "term": "Byproduct",
          "def": "A secondary or leftover material created during a manufacturing or chemical process, such as oxygen gas released during photosynthesis.",
          "tier": "Academic",
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        }
      ],
      "meta": "4 T2 / 6 T3 Terms - English Only",
      "title": "Glossary & Language Selection",
      "timestamp": "2026-01-01T04:32:09.628Z",
      "config": {
        "grade": "5th Grade",
        "language": "English",
        "standards": "",
        "interests": []
      }
    },
    {
      "id": "1767241937401cex6w9jeq",
      "type": "outline",
      "data": {
        "main": "The Two Main Steps of Photosynthesis",
        "branches": [
          {
            "title": "Set A: Step One (Needs Light)",
            "items": [
              "This step needs Sun Energy (Light) to work.",
              "The Chlorophyll (green pigment) acts like a solar panel to trap the light energy.",
              "Water (a key input) is used and split apart by the light energy.",
              "Releases Oxygen gas into the air for us to breathe."
            ]
          },
          {
            "title": "Set B: Step Two (Builds Sugar)",
            "items": [
              "This step does not need sunlight directly.",
              "Requires Carbon Dioxide gas (a key input) taken from the atmosphere.",
              "Uses the chemical energy carriers (like charged batteries) created in Step One.",
              "Rearranges the molecules to create Glucose (sugar), which is the plant's food."
            ]
          },
          {
            "title": "Shared",
            "items": [
              "Part of the overall Photosynthesis process.",
              "Takes place inside the plant's leaves (the main 'Kitchen').",
              "Essential for the plant to grow and develop.",
              "Uses raw materials to create new molecules."
            ]
          }
        ],
        "structureType": "Venn Diagram"
      },
      "meta": "5th Grade - English - Venn Diagram",
      "title": "Visual Organizer",
      "timestamp": "2026-01-01T04:32:17.401Z",
      "config": {
        "grade": "5th Grade",
        "language": "English",
        "standards": "",
        "interests": []
      }
    },
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            "color": "bg-indigo-500"
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            "id": "c2",
            "label": "Plant Tools/Locations",
            "color": "bg-pink-500"
          },
          {
            "id": "c3",
            "label": "Science Terms for Self-Feeding",
            "color": "bg-green-500"
          }
        ],
        "items": [
          {
            "id": "i1",
            "content": "Sunlight",
            "categoryId": "c1",
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          {
            "id": "i2",
            "content": "Water",
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            "id": "i3",
            "content": "Carbon Dioxide",
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"
          },
          {
            "id": "i5",
            "content": "Chlorophyll",
            "categoryId": "c2",
            "image": 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            "id": "i6",
            "content": "Chloroplasts",
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"
          },
          {
            "id": "i7",
            "content": "Stomata",
            "categoryId": "c2",
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"
          },
          {
            "id": "i8",
            "content": "Photosynthesis",
            "categoryId": "c3",
            "image": 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"
          },
          {
            "id": "i9",
            "content": "Autotrophs",
            "categoryId": "c3",
            "image": 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6Yd5KqbXS1NDNDPeLLcainYwGnYYXBmCc53G43z65V9y3K25bHZWW8Xa71pnNC2ntZaeRz887j2I8/0x6qNZV7qaz/BQAvqa5wijjaMucD1wP4fdecN9vlycILLpaumc7ZrnxkMb74GAPchdlofhvXUt2ZqTVUzJ7g0Zp6ZpBbAfM42JHYDYdck9ObHDbruzqMM8Vuu7Oo7PSdm/u/pW3Wo456eECTHTnO7v/MStwijI812OpKw7rbxdbXUUDqmembOzkMtO4NkaO+CQceSynPY0Zc4BeRq4gdsn1AQaDSmh6TSBc2hulyngc0tFNUTNdE0kglwaGjB26+q6ZfDJGSD5XZX2gIihBKIiAiIgIiICIiAiIgIiICIiAiIgIiIC4XiHomvv1TRXuxTshu1AOVjZDhsjM5xnsdz6HJXdInos7+KpuLQ2t9W1dNTaoiprbbIZA+VsL2ufLjywXb9tyAM5wVcTWtYwNaMNaMAeS+lyvEugqrhoC6R0kro5Y4xN8riOZrCHOG3mAVbWrq91XOc5nWYy7rrnS9le+OvvdJHJGcOjY/xHtPkWtyQtA7jTowScoq6lw/eFM7H8d1XGl7JY6yy09X8GyaVwxIZTz4cNjt0H6d1v3UNspoXOfS0sULRlxMbQ0D1XJr6iS9dMdc8l66WNZNdaY1BI2K23eCSZ/wBML8xvPs1wBP2W/VD1ml7JeKfxaRscDjuyelIxn2GxXUcONaXCK6nSOpJTJUhuaKqdkmZoGeUnvsCQT5EHdacfLnfx92mOSbc9fNKw1HHKK1Fp+BuErK6WEk8r8Nc52R6kP/1FXiAAAAMAdAqzu3/SFsn/AIc7/hmVmrVoL5cS1pIGSB081q71qmxaejL7rdKemIGfDc7MhHowZcfsFzh4x6JBx+JSkeYpZP8A2Qdh8RL/ANnd/wDvsvEhpJdJA9oJ3Of/AKWqtXELSV52pL5TB3TknJhcfYPxn7LowQ4Aggg9D5qUdMQCkaA7d3oV6NqGNwDGWNPQ42XsI2A5DGg+eEexr2lrhkFBil7RKZI4iWt6kHZZTHB7Q5vQrH8KdjTGzBae694meHGGZzhCPtERQkREQEREBERAREQEREBERAUKUQEREEKURARQ5waMuOAvhk0chw12T5IPRfLmte0tcAWkYII2K+kQUJW0DuHerqm11ILbTXvMtHMfpb6H2+k+wPQrdzwQ1tM+GZokhlbhwzsQVZeodOWzVFrfbrrTiWInLXDZ0bv3mnsVWNTwy1jYHFmn7pBcKMfRDUnle3032/Qj2XNy8HlfLPtz8nF5XuOaqNM19lldW6dqXhoOXUkhyHDyGev339VrbpqRtYyjukbDR3a11DXGNxwcA9vPcDbtkrqxY+KEj/D/AACjZ/vmaPH/AKi86jg/q6+yvrLpV22nlEZ5WsyS52NgcN+2cnCnGN996TjGu+9N9UVkVx466broSfCqbT4rM+To5iP4FbPiTrmstEsGntP4dd6sZc8DPgM8/c4PsBnyXC6MrLlPxasNFdqUU1VaaSShezzDI5cH9COmxxnutTHqelN9vOpqz82pq53Mpqdpy8N7ewxyjPoVtu2TuNdWyfDb0WkaGm5q27SOuFU488s1Q8lue/Xr7lbSChs9TCJKakopYndHRxsLT+gXPx2a8alcKi9zupaQnLaOPY/fy++T7LpaGhp7ZSspaSPw4WdBnK87dv313XFu3735aa/2Gww22prZaKOIxxktMRLPm7DA2647KweDtDUUfD+mkqJJXGqlfMxkhPyM+kAeQPLzf5lXlZFNrjUNNpi1OLoWvElbO36WNB339P4kgK96alho6OKkgZyQwxtjY0dmgYA/RdnBNTPddPDLM/Ku6jiJqO5Putbpiy0tXaLS5zZaieQ803Lu4sAI7b99seeF2WldRU+qtPU13p2GMTAh8ZOTG4HBGfcfphVpaotTaDtN80tBpuuuTKmSR1DWU8fMw87Q0F+OmAAceeR6rPobfrHh9oOEW+O0tZTwyVle6se4uD858Nobt9IA67nP33bLUULW6bu0l905QXWWnNO+rgbI6M9sjt6dx6YWzQFClEBERBClEQEREBERAREQEREBERAREQQpREHhVNcWNIGQ05IXjyumkD4mcnKPZZq8JGTNeXxuzn9kqUI8aY/KITzeZ6JzVDNyA8eQQGpdtytZ6qfh3Hd0riUD4h3/AFLlMc7nv5TE5vqUZT8rw7xHHHbK9VAlEREqS4l3GrsXFyhr7XSietdbwyOMNJL3v8WMHA3J3H6ALDpeD+sLU2C40UtulqeQF0D3fMwnqMkcufUFdRejE/8AtCWIOLCG0BBDsbO5ZiPv0VoqLOzrtSX4HxPa7H4BRO9ROz/5FkU/DnXV+JZeLjTWmlds6OE87yPZvX7uVyqFSceJ8yKTjzPs0eldIWnSFvNJbITzP3lnk3klPqf5AbLdue1gy5waM43K+lScNoi4la41BHqG7T00dsmMVLSRSBuGhzm8wDsjblGcDcu7LRdda4jiBpXUmqpqWnt9fQxWyLD5qao5x47wc4dyjduMbZHf0xrOD9yrJfxyyy15uFHa6kMpaknPM0lw2OTt8oIHbKstBgWSG4U9op4boaU1cbeV/wAIwtiAB+UNB3G2FnKUQERQglERARQpQEREBERAREQEREBEUIJREQEUKUBEUIMW6XShstvlr7jUspqaIZfI87e3qfQLQ6f4kaY1LcPgLfXO+JOeSOaMs8TH7uevt1Wg410lXNp231LInz0NJWCSshZnJbjAJPYDcZ/3guTvlzsOq9S6aptFUHh1cFQ18kkVN4XhMBacHHXlwTnoPPdBeiKFrdR3yDTen6y8VLS+Olj5uQHBe4nDW/ckD7oPa6Xi22Sl+KudbDSQ5wHyvDcnyHmfQLgrrxqszT8Lp+iqrtWyO5IWiMsY5x6dfmPtjdYOldFT65kbq7Wkj6kVPzUlCHFsbI+2cHp5D7nOVPCa10VVqTUd6dTQslgqzTU0bIw1sDMnZoHTYAZ9D5lBwtfZdY1fEKl+KlbHqGti+Ohbz48MtDi1nkDiPAHToD3Vk2Pi9RRn8O1dSzWa5w/LKXxOMbjjrgbtz5Yx6rXXy6UcX9oSzmSUAQ0wp3nye9snKPvzt/VWLfNOWjUlGaW60MVQ3BDXOb87PVruoQcxU8ZdFwS8jK6ecd3RUz8D9QF1Nk1BatR0PxlprGVMOcO5dnMPk4HcH3VC2Oyag07qG/RWiOGtktD/AM+injDxVQZPzAdzjBwMH5tvJWxw1k0vXWuou2naFtDLVvHxlOHk+E8Zw0DoBuSMADf7AO0XG6n4Wac1VczcasVNPUvA8R9NIG+JjYEggjOO4XZIg4usrtL8JdNxQMika2V5McTPmlnfgZcScemT0G3so0pxOtupbqbRLRVVtuBBcyGoH1gDOx88b4I6LWcUrXdG3ew6mt9A+4x2mUunpmZLsczSCAAT2O+DjYrT0LrnxC4jWm9RWWqtdDagDJPO3DpCCSG5wM5O2BnAJPdBcCIoQSiIgIiICKFKAiKEEoiICIiAiIgIiICIiAiIgIiIPlzWvaWuAc0jBBGxCxqO1W63Oe6hoKalL/rMMLWc3vgbrLRAXjV0lNXUz6asp4qiCQYfFKwPa7vuDsV7Ig5TWOuLXoehjgMRlrJY8UlHEzY42GewbnA8/ILj7TV1fDThxVXi5R/8sXipMkVO8bh7htzD0ALj746q05qGkqKmGqmpYZJ6fPgyvjBdHnrynqM+irzW9JLd+K+k7fNC+Siia6oI5SW8wJJz2/Yb+vqgrk6Julx1rRWu71jmXS7Ub6173DeOQiRzWu/0DOOmTjorX4b6rrbpHVafvzTHe7UeSXm6ysG3N6kbZPfIPday7N/5wljP/dzv+GZe13t9TRccrNcqWkl8CtpHx1EkbDylwa8fMemwEf6BB5cOXPvOvdWaj5HMgdMKWLIxzcpx+uGt/wBS6KxaJZYNYXW9UdaWUlyaC6hDMNbJnJdnPnzYGP2iupDQ3oAM77KUBERAUKUQEREBERAREQEREBERAREQEREBQpRAUKUQEREEKURBCKUQFClEBERBCYUogr652i4yccbPc2UczqGO3va+oDCWNOJRgnsfmbt6qwFKIChSiAiIghSiIIRSiAoUogIiIIUoiAiIgIiICIiAiIgIihBKIiAiIgIoUoCIoQSiIgIoUoCKFKAiKEEovl8jIgDI9rASAC443PQL6QEREBERARFCCUREBERAREQEREBERAREQEREBERARQpQERQg86ieKlppaid4ZFEwve4nZrQMkqu9J1lzo9Q0F0udTI6n1ZHLIyF7yW00jSXxNGegMZx7hdXrO3XC8aektVvaM1sjIZ5OYDwoSfzHb9flBGPVaTUGgAbQySy1NdJcaCSOoomVVfLJGHsIIHK52BkZH3QdHSXz4rU9xsvw/J8DDDL4vPnn8Tm2xjbHL591zOptWXSbQt6r7VTCnmoquWkdL8RhzGsdjxG/LuTt8vr12WXU02oLXq2ovVvszbhFcaKKOWL4pkToJGF3Unq3DuoysKDS18m4fX+1VkUDLjcKqeZjWSZjcXODhg9gcd/ug3FRqa42200rrhaWG6Vs4gpKOnqfE8U4zzF5aOUAAknBwAoptT3IXaWy3K0RUtyfTOqKMMq+eGp5ereflBaQSM/Kdt1h3Kk1DcobPeobSyluVpqXO+BlqWu8aJzOR+HjYHBOM+SyKO23W8avpr9dbeLbDb6Z8VNAZ2ySPe/HM5xbkAYGAM+qDD0ffdQzW+6VF0oonwUtRVkS/F8zg5jz+UG8g+UbgOz26L2tuuqifT8mo7pZ/wAOtDKUTMldUB8kjthyhmBsSSGknfA2GV82e33yjpr9aJrWBBUzVc9PVioYWyGRxLW8vUHc5J22X3NpOquXCuDTNQ5tPWNooWZzlrZWcrgCR25mgHCD0GrrpQyUMt9sIoKK4SthjmjqvFdC930CVvKOXPmCcFTU6ru0mo7lZLRYW1ctvETnTS1QijIezmwflJDs7Ab9ySFh3Kj1Lqtlut1xs7LZTQ1MdRWTmqZJ4oYc8sbW77nG5xj1WNTV93ouIuqnW2zi5scKQPa2pbE9jvC2+rYg753yPIoPjUmo479oOjucNLMyWO607JqTYyMlZMA5nYE5G3TqOi31v1NXnUENmvVoZb5quB09K6OpEweG45mO+UYcAQe49VpotIXWDSEVM5sclyqbxHcqtrHgNYTMHuAJ64aPvhbu62itqtdWG6RRB1LRQ1LZnlwBaXtaG7dT0KDzsOqLlqCqdPS2mH8KFRJAZzV4mbyEjmMfLsCR05s75XTrg2Wa61OqaG50unBYp21HPcKuOsY5lTHg5ZyN3eXHG7mghd4gIihBKIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICx4aCkgq6irip2MqKnl8aRo+aTlGG5PfAWQiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiD//Z"
          },
          {
            "id": "i10",
            "content": "Glucose",
            "categoryId": "c3",
            "image": 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"
          }
        ]
      },
      "meta": "3 Categories (Visual)",
      "title": "Concept Sort",
      "timestamp": "2026-01-01T04:32:34.216Z",
      "config": {
        "grade": "5th Grade",
        "language": "English",
        "standards": "",
        "interests": []
      }
    },
    {
      "id": "1767241963189erhreb43i",
      "type": "sentence-frames",
      "data": {
        "mode": "list",
        "items": [
          {
            "text": "Photosynthesis is defined as the complex process where autotrophs create food by combining..."
          },
          {
            "text": "The primary function of chlorophyll is to act like a tiny solar panel, specifically by..."
          },
          {
            "text": "To begin the food-making operation, chlorophyll, the green pigment located in the chloroplasts, must absorb..."
          },
          {
            "text": "In essence, photosynthesis transforms raw materials such as water and carbon dioxide into two main outputs:..."
          },
          {
            "text": "The final product of photosynthesis that provides energy for the plant is a sugar known as..."
          }
        ],
        "rubric": "| Criteria | Level 1 (Needs Improvement) | Level 2 (Developing) | Level 3 (Proficient) | Level 4 (Strong) | Level 5 (Mastery) |\n| :--- | :--- | :--- | :--- | :--- | :--- |\n| **Content Accuracy & Clarity** | Response confuses key terms or misstates the basic definition of photosynthesis or chlorophyll's function. | Response attempts definition but lacks necessary detail or includes minor factual errors. | Defines photosynthesis and explains chlorophyll's function with reasonable accuracy, incorporating 1-2 correct domain terms (e.g., *glucose*). | Clearly and accurately defines photosynthesis and the function of chlorophyll, incorporating 3-4 domain-specific terms (e.g., *autotrophs, carbon dioxide*). | Provides a comprehensive and precise explanation of both processes, integrating all required domain-specific vocabulary (e.g., *chloroplasts, glucose, autotrophs*). |\n| **Use of Scaffolds** | Did not use the provided sentence starters or starter was copied exactly without adding meaningful content. | Used 1-2 sentence starters, but the resulting sentences are short, vague, or incomplete. | Used 3-4 sentence starters correctly to begin articulating the answer, though some resulting sentences are basic. | Used all 5 provided sentence starters effectively to structure clear, detailed responses about the concepts. | Seamlessly integrates all provided sentence starters into coherent, well-developed sentences that fully address the prompt. |\n| **Mechanics (Grammar & Punctuation)** | Frequent errors (4+ errors per sentence) significantly obstruct meaning. | Multiple errors (3-4 errors per sentence) interfere with understanding. | Some errors in grammar, capitalization, or punctuation (1-2 errors per sentence), but meaning is clear. | Few minor mechanical errors; writing is mostly clear and easy to read. | Zero to minimal mechanical errors; sentences are varied, complete, and correctly punctuated. |"
      },
      "meta": "Sentence Starters - English",
      "title": "Writing Scaffolds",
      "timestamp": "2026-01-01T04:32:43.189Z",
      "config": {
        "grade": "5th Grade",
        "language": "English",
        "standards": "",
        "interests": []
      }
    },
    {
      "id": "1767241975135hygzn9d5n",
      "type": "quiz",
      "data": {
        "questions": [
          {
            "question": "According to the text, what are the three essential inputs (raw materials and power source) required for the process of photosynthesis?",
            "options": [
              "Nitrogen, Sunlight, and Soil",
              "Water, Sugar (Glucose), and Oxygen",
              "Energy from the sun, Water, and Carbon Dioxide",
              "Chlorophyll, Roots, and Stomata"
            ],
            "correctAnswer": "Energy from the sun, Water, and Carbon Dioxide",
            "factCheck": "**Verified Correct Answer:** Energy from the sun, Water, and Carbon Dioxide\n\nPhotosynthesis is the process by which plants convert light energy into chemical energy (sugar). The three key components needed to start this process are:\n1. **Energy from the sun (Sunlight):** The power source that drives the reaction.\n2. **Water:** Absorbed mainly through the roots, providing hydrogen atoms.\n3. **Carbon Dioxide:** A gas absorbed through the leaves, providing carbon and oxygen atoms needed to build the sugar molecule (glucose).\n\n***\n\n**Why other options are incorrect:**\n\n*   **Nitrogen, Sunlight, and Soil:**\n    *   Nitrogen is a nutrient required for plant growth (e.g., building chlorophyll), but it is not a direct raw material used to build sugar.\n    *   Soil is the medium plants grow in, not a direct input material (water and minerals are the inputs derived from soil).\n*   **Water, Sugar (Glucose), and Oxygen:**\n    *   Sugar (Glucose) is the *product* (output) of photosynthesis.\n    *   Oxygen is a *byproduct* (output) released during photosynthesis.\n*   **Chlorophyll, Roots, and Stomata:**\n    *   Chlorophyll is the green pigment (the \"machinery\") that captures sunlight, not a raw material input.\n    *   Roots and Stomata are *structures* used to absorb the inputs, not the inputs themselves."
          },
          {
            "question": "What is the specific function of the green pigment called chlorophyll?",
            "options": [
              "To break down the plant's food (glucose)",
              "To release oxygen back into the atmosphere",
              "To transport water from the roots to the leaves",
              "To capture and trap the energy from sunlight"
            ],
            "correctAnswer": "To capture and trap the energy from sunlight",
            "factCheck": "**Verified Correct Answer:** To capture and trap the energy from sunlight\n\n**Explanation:**\nChlorophyll is a pigment housed in the chloroplasts of plant cells. Its specific and primary role is to absorb certain wavelengths of light (especially red and blue light) from the sun. This captured light energy is then converted into chemical energy, initiating the process of photosynthesis (food creation).\n\n**Why other options are incorrect:**\n\n*   **To break down the plant's food (glucose):** This process is called cellular respiration and occurs primarily in the mitochondria to release energy for plant use, not the function of chlorophyll.\n*   **To release oxygen back into the atmosphere:** Oxygen release is a byproduct *of the overall process* of photosynthesis (specifically, the splitting of water), but the function of the chlorophyll pigment itself is the *capture* of light energy.\n*   **To transport water from the roots to the leaves:** This is the function of the xylem tubes within the plant's vascular system."
          },
          {
            "question": "The text describes water as one of the raw materials needed for photosynthesis. Where does the plant typically gather this water?",
            "options": [
              "It pulls it directly from the air through its stomata.",
              "It absorbs it from the soil using its roots.",
              "It collects it from the sunlight.",
              "It manufactures it internally from carbon dioxide."
            ],
            "correctAnswer": "It absorbs it from the soil using its roots.",
            "factCheck": "**Verified Correct Answer:** It absorbs it from the soil using its roots.\n\nA plant's roots are specialized structures designed to anchor the plant and absorb essential substances from the soil. Water is absorbed by the roots through osmosis and then transported up through the plant's vascular system (xylem) to the leaves, where it is used as a crucial reactant (raw material) for the process of photosynthesis.\n\n**Why other options are incorrect:**\n\n*   **It pulls it directly from the air through its stomata:** Stomata are small pores primarily used for gas exchange (taking in carbon dioxide and releasing oxygen). While water vapor exits the plant through stomata (transpiration), the bulk water requirement for photosynthesis is supplied through the roots, not absorbed from the air.\n*   **It collects it from the sunlight:** Sunlight provides the energy needed to power photosynthesis (light energy), but it does not provide the physical materials, such as water.\n*   **It manufactures it internally from carbon dioxide:** Plants use water and carbon dioxide to create sugars (glucose) and oxygen. They do not manufacture the necessary water internally from CO2 to supply the large quantities needed for the photosynthesis process itself."
          },
          {
            "question": "What is the 'invisible gas' that plants take in from the air through tiny openings (stomata) in their leaves?",
            "options": [
              "Oxygen",
              "Nitrogen",
              "Hydrogen",
              "Carbon Dioxide"
            ],
            "correctAnswer": "Carbon Dioxide",
            "factCheck": "**Verified Correct Answer:** Carbon Dioxide\n\nCarbon Dioxide ($CO_2$) is the essential \"invisible gas\" that plants absorb from the atmosphere through the stomata (tiny pores on their leaves). This gas is the primary raw material, along with water and sunlight, required for the process of photosynthesis, which allows the plant to create its own food (sugars).\n\n**Why other options are incorrect:**\n\n*   **Oxygen:** While plants require oxygen for respiration (just like animals), the gas they *take in* through stomata from the air for their primary food-making process (photosynthesis) is Carbon Dioxide. Oxygen is primarily released as a byproduct of photosynthesis.\n*   **Nitrogen:** Nitrogen is crucial for plant growth, but plants generally acquire the necessary nitrogen compounds (like nitrates) from the soil, not directly as nitrogen gas ($N_2$) through the stomata.\n*   **Hydrogen:** Hydrogen gas ($H_2$) is not taken in from the air for photosynthesis. Hydrogen atoms are supplied to the plant via water ($H_2O$) absorbed through the roots."
          },
          {
            "question": "In which tiny structures, located mainly inside the leaves, does the manufacturing process of photosynthesis take place?",
            "options": [
              "Stomata",
              "Roots",
              "Chloroplasts",
              "Glucose factories"
            ],
            "correctAnswer": "Chloroplasts",
            "factCheck": "**Verified Correct Answer:** Chloroplasts\n\nChloroplasts are specialized organelles found mainly within the mesophyll cells of plant leaves. They contain chlorophyll, the pigment necessary to capture light energy. The entire process of converting light energy, water, and carbon dioxide into glucose (photosynthesis) occurs specifically inside these structures.\n\n**Why other options are incorrect:**\n\n*   **Stomata:** These are small pores (openings) on the leaf surface that regulate the exchange of gases (like carbon dioxide entering the leaf), but photosynthesis does not occur inside the stomata themselves.\n*   **Roots:** Roots are primarily responsible for anchoring the plant and absorbing water and nutrients from the soil. Photosynthesis takes place in the green parts of the plant, especially the leaves, not the roots.\n*   **Glucose factories:** This is a descriptive, non-scientific term. While chloroplasts are the structures that manufacture glucose, \"Glucose factories\" is not the correct biological name for the structures where the process occurs."
          }
        ],
        "reflections": [
          "The text refers to chlorophyll as a 'master light-harvester.' Explain in your own words why capturing sunlight is the most important first step for the entire process of photosynthesis to work."
        ]
      },
      "meta": "5th Grade - Quiz (5MC/1Ref) - English",
      "title": "Exit Ticket",
      "timestamp": "2026-01-01T04:32:55.135Z",
      "config": {
        "grade": "5th Grade",
        "language": "English",
        "standards": "",
        "interests": []
      }
    },
    {
      "id": "1767242168447m0tx2zpt8",
      "type": "lesson-plan",
      "data": {
        "materialsNeeded": [
          "Student devices (tablets or computers)",
          "Projector/Display screen",
          "Pencils and scratch paper",
          "Access to the [ANALYSIS] 'Analyze Source Material' (resource:17672417713112v5ectc7g) (Teacher Prep)",
          "Access to the [SIMPLIFIED] 'Text Adaptation & Engagement' (resource:1767241864840h45uiu5u1)",
          "Access to the [GLOSSARY] 'Glossary & Language Selection' (resource:1767241929628ubyxmbylb)",
          "Access to the [OUTLINE] 'Visual Organizer' (resource:1767241937401cex6w9jeq)",
          "Access to the [CONCEPT-SORT] 'Concept Sort' (resource:1767241954216qwxcf2wve)",
          "Access to the [SENTENCE-FRAMES] 'Writing Scaffolds' (resource:1767241963189erhreb43i)",
          "Access to the [QUIZ] 'Exit Ticket' (resource:1767241975135hygzn9d5n)"
        ],
        "objectives": [
          "Students Will Be Able To (SWBAT) identify the three essential inputs (raw materials) required for photosynthesis: sunlight, water, and carbon dioxide.",
          "SWBAT define key scientific vocabulary, including Photosynthesis, Autotrophs, and Chloroplasts, using supported definitions.",
          "SWBAT explain the basic function of photosynthesis using the 'factory' analogy and correctly name its outputs (glucose and oxygen)."
        ],
        "essentialQuestion": "How do plants act as Earth’s food factories, and why is this process essential for every living thing?",
        "hook": "Teacher says: 'Imagine a world where you never had to go grocery shopping because your house made all its own food from just water and air. Would that be magic, or science? Today, we are learning about living things that do exactly that: plants!' \n\nDirect students' attention to the displayed [OUTLINE] 'Visual Organizer' (resource:1767241937401cex6w9jeq). \n\nTeacher says: 'Look at this image. This organizer shows the major things a plant needs and the major things it makes. What seems to be the most critical 'input' or raw material shown here?' (Expected Student Response: Sunlight/Sun's Energy). 'Exactly. We are going to explore how plants harness that energy to become 'self-feeders,' or autotrophs.'",
        "directInstruction": "MINI-LESSON: The Plant Factory (12 minutes)\n\n**1. Vocabulary Introduction & Analogy Setup (5 mins)**\n\nTeacher says: 'We have two huge new vocabulary words. I want you to open the [GLOSSARY] 'Glossary & Language Selection' (resource:1767241929628ubyxmbylb) on your device. Find the word **Photosynthesis**. Can someone read the definition aloud? (Expected Student Response: The process plants use to make food.)' \n\nTeacher says: 'Now find the word **Autotrophs**. This breaks down into 'auto' (self) and 'troph' (feeding). This means plants are **Autotrophs**, or self-feeders. They are the only living things on Earth that can run a complex food factory inside their cells.\n\nTeacher says: 'Let's define our factory. Our factory location is the tiny green structure inside the leaf called the **Chloroplast**. Inside the chloroplast, we find the green pigment called **Chlorophyll**—this is like the solar panel of the factory, trapping the sun's energy.'\n\n**2. Core Text Analysis & Process Breakdown (5 mins)**\n\nTeacher says: 'We are going to read the first section of the core text, *Photosynthesis*, found in the [SIMPLIFIED] 'Text Adaptation & Engagement' (resource:1767241864840h45uiu5u1).' (Teacher reads the first two paragraphs aloud, emphasizing the inputs: Sunlight, Water, and Carbon Dioxide.)\n\nTeacher says: 'If the plant is a factory, what are the raw materials it needs to make its product?' (Expected Student Response: Sunlight/Energy, Water, Carbon Dioxide.) 'Excellent. These are the inputs.\n\nTeacher says: 'The factory's job is to take these simple raw materials and **Transform** them (another Glossary word!) into food. The food product is sugar, which we call **Glucose** (a type of Carbohydrate). What is the essential byproduct, or the leftover material, that the factory releases?' (Expected Student Response: Oxygen.)\n\n**3. Check for Understanding (2 mins)**\n\nTeacher asks: 'If I asked you to summarize the job of photosynthesis in one simple sentence, what would you say?' (Expected Student Response: Plants take sunlight, water, and CO2 to make glucose and oxygen.)\n\nTeacher asks: 'What is the specific tool inside the plant cell that captures light energy?' (Expected Student Response: Chlorophyll/Chloroplasts.)",
        "guidedPractice": "ACTIVITY: Concept Sort Categorization (10 minutes)\n\nTeacher says: 'We just learned about inputs, tools, and vocabulary. Now, we are going to organize these concepts to make sure they stick. Open the [CONCEPT-SORT] 'Concept Sort' (resource:1767241954216qwxcf2wve).'\n\nInstructions: Students work in pairs or small groups (or individually if devices allow) to drag and drop the provided terms into the correct categories displayed in the digital activity:\n\n1. Essential Inputs (Raw Materials)\n2. Plant Tools/Locations (Structures)\n3. Science Terms for Self-Feeding (Processes/Definitions)\n\nTeacher circulates and monitors progress, providing immediate feedback. \n\nTeacher prompt during activity: 'Where does Chlorophyll belong? Is it a raw material the plant uses, or a tool the plant has? If you place Photosynthesis under 'Science Terms,' explain to your partner why.'\n\nReview: Display the correct sort configuration on the main screen and ask students to verify their results.",
        "independentPractice": "ACTIVITY: Summarizing the Factory (15 minutes)\n\nTeacher says: 'Your task now is to write a short paragraph (3-5 sentences) explaining the process of photosynthesis from beginning (inputs) to end (outputs).'\n\n**Scaffolding Integration:**\n\n1. Students first review the information they categorized in the Concept Sort and the details in the [OUTLINE] 'Visual Organizer' (resource:1767241937401cex6w9jeq).\n2. Students must use the provided [SENTENCE-FRAMES] 'Writing Scaffolds' (resource:1767241963189erhreb43i) to structure their summary. \n\nExample Scaffolds to use:\n*   Photosynthesis is the essential process where plants ________________.\n*   Plants are called autotrophs because ________________.\n*   The plant factory requires three inputs: ________________, ________________, and ________________.\n*   Inside the chloroplasts, the plant transforms these materials into ________________ and releases ________________.\n\nStudents submit their written summaries digitally or on paper.",
        "closure": "ASSESSMENT: Exit Ticket & Reflection (8 minutes)\n\nTeacher says: 'Let’s look back at our Essential Question: How do plants act as Earth’s food factories, and why is this process essential for every living thing? Turn to a partner and discuss your answer for 30 seconds.'\n\nTransition to Assessment:\n\nTeacher says: 'Now, please navigate to the [QUIZ] 'Exit Ticket' (resource:1767241975135hygzn9d5n). You must correctly answer the 5 multiple-choice questions about inputs, outputs, and key terms. Then, answer the final reflection prompt in two complete sentences.'\n\nReflection Prompt (from context):\n'Imagine Earth lost all plants. How would this immediately affect the air we breathe and the food chain?' (Monitor student responses to gauge mastery of photosynthesis's broader impact.)",
        "extensions": [
          {
            "title": "Photosynthesis Math: The Balanced Equation",
            "description": "Students research the basic chemical formula for photosynthesis (6CO2 + 6H2O + Energy → C6H12O6 + 6O2). They use this information to create simple math word problems. Example: 'If one plant uses 12 molecules of Carbon Dioxide, how many molecules of Oxygen must it release?' This connects science to quantitative reasoning and introduces chemistry notation in an accessible way."
          },
          {
            "title": "Digital Factory Blueprint Creation",
            "description": "Using a digital drawing tool (like Google Slides, Jamboard, or similar), students design and label a detailed 'Plant Factory Blueprint.' They must visually represent the inputs (using arrows flowing into the leaf), the location (Chloroplast), and the outputs (using arrows flowing out), labeling Chlorophyll, Glucose, Water, Carbon Dioxide, and Oxygen. This provides a visual pathway for demonstrating comprehension."
          },
          {
            "title": "Autotroph vs. Heterotroph Debate",
            "description": "Students conduct a quick research sprint to differentiate between **Autotrophs** (self-feeders) and **Heterotrophs** (other-feeders, like animals). Divide the class into two groups. Group A argues why being an Autotroph is the superior survival strategy, and Group B argues why being a Heterotroph is better, referencing resource dependence and energy efficiency."
          }
        ]
      },
      "meta": "5th Grade - UDL Aligned",
      "title": "UDL Lesson Plan",
      "timestamp": "2026-01-01T04:36:08.447Z"
    }
  ],
  "timestamp": "2026-01-01T04:39:49.429Z",
  "progressLog": [],
  "responses": {},
  "studentNickname": ""
}