No.
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品名
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規格
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單位
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數量
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購置經費
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保管人
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1
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十二對腦神經模型
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)
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這款新設計的模型,採用了高倍放大(放大2.5倍)
採用縱切設計,詳細的展現了人體十二對腦神經在頭部的走向並且設計了眼球可以取下,可以看到詳細的視神經系統頸部採用了層切設計,顯示了頸部的肌肉動脈和靜脈。
尺寸:40*26*41.5CM
材質 環保PVC
電腦配色 純手工彩繪
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式
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1
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105年口腔醫學院特色計畫購置
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劉秀月
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2
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吞嚥機制模型
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)
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SAKAMOTO MODEL(SKM163)吞嚥機制模型是一種醫學教學設備,其目的是幫助幫助者學習吞嚥的機制,以及在幫助進食時預防吞嚥障礙(誤吞)的適當方法。有助於預防在照護高齡者時由吞嚥障礙引起的肺炎。
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式
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1
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105年口腔醫學院特色計畫購置
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劉秀月
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3-4
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Panasonic細菌測定器
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尺寸189長 x 144寬 x 147高(mm)
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台
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2
|
105
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劉秀月
|
5
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口腔照護模型
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)
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提供不同體位的調整,學習口腔清潔、口腔照護技術與口腔按摩;練習牙齒狀態、牙齒存留數、口腔疾病有無與口腔衛生的評估;確認口腔清潔後髒污徹底抽吸與清除。
1. 照護模型本體(含支撐台)*1式
主體:成人頭部模型
尺寸:約W20×D33×H 24.5厘米
重量:約2.6公斤
材質:軟特殊樹脂/硬特殊樹脂
2. 照護用正常齒列模型*2組
3. 照護用病齒列模型*2組
4. 模擬殘渣*2條
5. 海綿刷*2支
6. 鏡子*1個
7. 假牙專用牙刷*1支
8. 假牙專用收納盒*1個
9. 專用收納袋*1個
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式
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1
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106年口腔醫學院特色計畫購置
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劉秀月
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6
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小型吸引器
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)
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小型吸引器(YM-14 12203-000)
最大吸入壓力 - 80 kPa( - 60 cm Hg)
排氣流量15 L / min
750毫升吸水瓶由聚碳酸酯製成
尺寸30.5×10×22.5厘米
重量2.2公斤
尺寸32×10.5×30厘米(0.8公斤)
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台
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1
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106年口腔醫學院特色計畫購置
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劉秀月
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7
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SS-FS4
SOMSO鼻腔、口腔與咽喉縱剖面模型
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)
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放大約2倍,在SOMSO-Plast®製成。喉可分離,會厭具彈性可動,可以容易地展示氣管和食管的交叉。 模型分為2部分在綠色底板上。
高度:40cm
寬度:28cm
深度:9cm
重量:1.6kg
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式
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1
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105年口腔醫學院特色計畫購置
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劉秀月
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8
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SS-FS5-1
SOMSO舌頭含下頷和喉部模型
![](data:image/png;base64,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)
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SOMSO舌下顎和喉放大約2倍,在SOMSO-Plast®製成。模型分為5部分:右下顎與喉、左喉和下顎的一半(2)、舌和舌的肌肉。在綠色底板上,可移動。
高度:31cm
寬度:22.5cm
深度:20cm
重量:2.2kg。
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式
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1
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105年口腔醫學院特色計畫購置
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劉秀月
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9
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SS-GS6
SOMSO喉部軟骨模型
![](data:image/png;base64,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)
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功能模型大約2.5倍,在SOMSO-Plast®製成。軟骨類軟骨聲帶和會厭可以移動。在綠色底板上。
重量:1.87 LBS
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式
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1
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105年口腔醫學院特色計畫購置
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劉秀月
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10
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SS-GS10
SOMSO喉部功能模型
![](data:image/png;base64,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)
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放大約3倍,在SOMSO-Plast®製成。可以展示真實的聲門的打開和關閉,聲帶的張力的變化和空氣的通過。模型整合在一綠色底板上。
高度:32cm
寬度:18cm
深度:18cm
重量:1.5kg
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式
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1
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105年口腔醫學院特色計畫購置
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劉秀月
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11
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3B-A24
頭骨模型 (含咀嚼肌)
![](data:image/png;base64,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)
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此模型能展示咀嚼的動作,模型2分解。
咀嚼肌(咬肌,顳內側和外側翼內肌)以鬆緊帶表示。
尺寸約23.2x16.7x16.7 cm
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式
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1
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105年口腔醫學院特色計畫購置
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劉秀月
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12
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L-176
頭頸正縱斷模型
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CtVIonypUhU4LMefwqLmnLpqVbu1sZ+HtUz22DBqe2jxb+aEzHEcBSfvY/pU2y2XICFyBk7jRNKZUC42hVbaoHtSbBaGXd61L5QfYhTsq8YrIkNx5huuBIw6HqAe9WprWW5jb7LCXxjdzjmrz6bdS7R5WAwxywFYu8maxajEoENPs8iSTIA3OTwPwrZ0xG+zvlyxL8NjoKbY6PJEjLcOgQDIVHyTV9YVhjDDaq9ABWtOPK7szqTclZBdy+VA7bgMjA5rLkgWTw9cKSGY/Nx7VcvrZr6MKkmzB/i6VLaWS21sUeTzSw2kAYGKzndzuaU2oxJvDt41xY2MjEbthjf6j/APVXW6CixtOAMFyHJrgLa2fQ532s7WUrBs45ib1Pt613Xh+7W4mYnAcRjODweetXD4rmdT4Wb9LSUtdRyiV5r8T4iuoWkuD88RGR6g//AF69KxXF/EqxabSILmMcwSEMfQGomrxLpu0jy0p781EyfLjJqztCoOcj+tR44z3FcbR2pkaYWQAglSMEVYjLECQAsMAAenaoM47jI71Nay7JVII68+2e9UmJonDRq0TMW2j5nx2PQV0/hC28tLm53HZnYjHv3J/PArlGVS8kSZZ3ZVVs+px/n6V2OsXcWjadHYW2FIAjX3J/+vzVNkobpzfbNSu7jGVLbVPsDW2rl2xjDdxWfpFskFqFHOOfrWnGm8gnoOntVIiT1C6UC3B7g1h6hrNppqvHO+5mGDEDg/nVzxFq66VpoZlLTyNtiX1PasA+HoXh/wBOJmum+aRycEE9h6UpPohwh1ZTk8UXFztiWQRwqeEQf171radqxddrMOfeq/2LS5DHZssCS9F+bDH61kXnmWV81ow8tVIK46sKm7Ro4xOxguBI6ngKD371gSRJYzTRRL/EfmPermnt9pj49cU+806SVXljyWU4fPpVtvoYkFrdN9ojDBcMcZ9D2q6hyuSc7iSTVKKxdJFZyAoIJq2h+QfUiiOwDWKq0hyeVwMdzSXFytrCuSWII5z0qaQYjbgEgZHFUNOuWubBZXCmRchgBxkUpOxcVfUluLn7OnynAPzZx3NRwXTzBvmA2rn3qjPeCe4eBFLSjGeOKvWtrLBgTEeYfnwP4fQGufmk5GvLFRLwc7Rklj6bjTxcbRyVA+lVXcnpT4k3fe7+tdBgWElBGV5HrU6SE1EiqoHYU4SAsdp4HU1SRLehKkj4+bHPapraY2cqzW/yOv8ACOhHpVYKHxnOBUqnvnFacpnzM7bT76O+t1kj78Mv90+lWsiuJsbyTT5xPED5Z4dfUV2EFxHPAkqHKMMg1SZLRPVDWdNXVdJubR/+WqYB9+1X6Q9Kok8EngMUrxSAh1bDDvnOK3rTwrAYV+1TyeYeWWMfKvsTWl8QNH+xXw1CJR5U7DcBxhu/51oWTpLAHJyj4YfiK45rlZ2wfNE5a/8AD1rYAmSKR0b7rq5BH0rn7q0FsPMtpWlgY7SSMMh7A16PM8UqmNsOp4x6VzzaZHBqbqyBoZPldOxFZmiRzVk7G6g3gACWPDDjgMOv51qeNZXgmaTd/q7kHj0xxW7aeGdMZI5DJIjZ3FAflzTvEfhWXWLeUwTJvdt2G4yR71oiG7OwzR9SSZIipGGFdDDKrLkc46gV53Y+HPE1g5hhhBQf3WDD8673w/p11a2J/tCRXuJDk7Rwg9M1au2ROK3ucn4/MplspVJCKSRjse1bFneLdaTA2fMZ4+ZPU1e1/Rm1jS5IcLFMrZjPUGuGthqmiOYfLZR3RgSp9waLWkEXpYWGxvF8QufJLo5I2lcjnoc9qsa3J9u1WKKEbmhTYz56t3/KtaxGqapbbYo1hQ8NMQcr9M1btNBhsYPMiJlLn/WNySe9JopyRH4fhigt8u25s8AetSanqBjuljGdhXLgevWrkcATAUD2AFYep5XUJg3AY4U+tN6Ge7FnvQw2xgjPBY0tjIzBoT/vr/WqXQnAyKsacMTtJ1Eac49Sai7uM1JCApye1Y2hH/RZlABAlYVp3Cs8D7fvDoPWq2n2f2KyWKT/AFnJfHr3/LpVSWqNItcjRYiP2clogFY9cDNDn92xLZf07/Worq4FpEzucADt2HpXNR6lObvzVYnc33c9qzdoDinNHRxRMWDFmH41fjt+Mkt69aW1s2VN0pHParQEQG1mBHpWiMnpoMWAZyM/XNO+zu3CsMfWpUeBBgdB2AqTz0A6EYqk7EtXIBbyqhJAJHYHtU0UCOzMWyAcLmm3WpRWls80gwiDn39qg0XUm1hWaNPs8atg85IHr+tWpon2baui69sifvCx/PFbXhhZVspN4Pll/wB3u9Kt22jWaKrFPNPXdIc1oBAAAOAOgxVWM79B1IaWirJKOsaZDq2mTWkwBEi8E/wnsa880VpIVudMuNy3FsSoB7jtivUCMiuS8X6M6ums2IxPBgSqB99O9ZVI8yNaU+V2MXTyEWVpOqHBpMpcI838RPH0q08XnQNLD1kUHp1qtAvl2rRygo2eCeM1yHaTxrhRxx1wO9PW4eE7WY+SPz6UyJmMQx2HrUdyrPC6IOWXAJ9ai7TKUU9zR0/U7a8jAgdSue3rWhkDPYD0rzix0zVLa9MtumxRzuLfKRXXWGqGUiG5Ty7gDOwnqPUHuK3hVvozKrQS1RfhuXuYPM2IqkkAbucVRuVIbGc5/SpIryK2thDKfLZSRlhwcnqDTM78kFTnoRWrMCzakxwZXJx0AqreRIZEcBgwbgFumfarMSPFbBGOSepFU5TufAPyIc59TSAXcsQMh6KM1kMN/wDrBvDc89q1nQPE8bDIYVU/s9gMmVcBSScUWuF7GHdWBjXzIH+TupPSp9LiMaTBj1AORVry93rj2p8WFt5FwMqQM+opONmNO4HLKo9s/jUa/Nk9BjPFPJIz7Y6Uydtkbc9Bn6VStuxO97HP65cSXNylnArO7HJA5yajhS10l0a6fzbgc+VH8wX6+pp5iuJY2ktCommYiVycGNfaqbTw6euy0+ec8NO3f/dHauRu+p3RSUbHRLrKGEPOJIs8jzcFm/DtUEnim3ifYsbkZ6ZArl1mkkkZpMsfU011Z5VODg9afOyHBHb2+qpckCJVyRxh81djuFkK5jK+rHmvPyJLcgqMqT1HUVradfSowMchGex6Gq9oQ4J7HV3lst1p5WQkxnkkdQR0rL0K9fRNXNpOf3E5xnHHsa0LHUJScSbSjdcCuo0zQbS/8u7ni3xKB5SMO/cn1q4xU9ief2aakbWlGQ2wDnKg/Ix7ir9MRQuAuAB2FPrrSsjibuwooopiCmsAQQQCD1B706kNAHMahZrZzlI+Eb5lHp7VjX8e+Mljnb0rptc5kiPqDWHPD5oK5x61yVFZnXSehk2NwTEQfvK3GfQ1cfdkbDnnByKHs1AJQAfL0H6UZDKG7EVzyR0pkT5KNuHONvJxnFZGrsI9NhuUbbLG42sDyPWqXiG4zfiJScRgZwazra8DRmG5VniP3SDyv0qb2NlDS5v6b4gkuMJdRs7eqd/rWrDfq8pWG3UepP8A9asLR9PmliURj5pjwTxhR0rooNOmtUbegDLznsa64aq5x1muctIw2kYPzcnmoWIJ46CrBVovLDKDvIHBqNkCpM205iOPrV2MbkeaWZS9hPt5ZQDipPK+YBR2yfbjNSxgAlC2EdT1qkiWznmAGeoNOA+8M8YApCHWTBAYDgUvr7tSdmVG4xyAvsOlVtSl8u0ds9RirJA/nzWXrbEwRxL1ftWM3aLNIK8kYMtwViIBwXPWrTQWOmRp9sU3E7DcI0OFH1oSyS2uZReKpMSjaCcrk9zUP2RtV1aUbvkU5LZ4x7Vgjqiluyca2gb93Y2qL2XaT+tTRapZTf8AHxZqg/vR09oNGtMLNJvYfjSPplheRlrCbbJ2QnrVcpfusuxadaXibraUMCOR6VmXOnT6Xc/MpaM/NlR0FGlWl4twJIvlWNtrbjjPqK66RW1EMWj22kUJEjtxv47UrGcrRZU0CH7fLFF3Yjn2r1SONY0VFGAoCj6V5d4Ub7Nd2m/5SzgfhmvVK6sMkos5MTq0FLRRXQcoUUUUAFIaWkNAGJrjDz4h6LWUw5NXNYk36gwHRABVM8iuWbvJnXBe6iIg54qu4EZOR8jH8qsNxTT82PQ9Qaxauaxdjg9cx/aUvXJI5qhna+BXb3ug2l8xZlKOR1BrCu/C9zBue2ZZR/dPWo5TrjVVrHQ6WBaw7sjcqqik+oH+NZ1/e6j5ixX8zByM4XhCKhtNVCKkWoxS2syfdYjKH8a1wYrqApLsnikHJVga1tdWucrundozILiZV4kYfQ1atL64t5AzOZkJ+ZX5BqvLZtYpujdZkL4WOT5So/3qjmuDE5DRsdvdfmGPqKi8ovcqyl0Og1O5intbZ4DgSNzjqMDpWUXJ7k596dZI13atJHC+E+bceBimccY6V1U25as5KiSdkAPzCjufqT/SlHX6c1FLNFCoLtyeijkn8KJBEVjnHHasnUiGu09ExWlHIzhS8fl56AnJrHvXzeN3xxWFeS5dDWkm2P1WAyWzzqRs8o7vfpiucLyIrKjsoPUA9a7TTmHlhW54wQarX/huG6y1sRDIeoH3Wo5bq6N6dVR92Rx/lHcG7d6nQMj8NyORjipDE0MjI33lO0inBFYZzyOlQdHmbfhqW6ubtl3HyAN0mRn6D8a6e6uoYrRkupfLi9/5VQ0SzFjp4GMSSYkc+/YfgP50yxsv7S165af50hfbGjcgH6VaWhyykpSbLNhGt5qFv9kWQpvUKXXbnB6ivUAKztN0yGzjDqN0rD5nbr+HpWlXTShyo461X2jXkFFFFamIUUUUAFNYhVJPalqhrFz5GnuR95/lFJuyGld2Ofnm865kk7M2RTM8VGP07U4GuJvU7krIRulMBp7dKibgUhjqjI5z3pd4I96Cc0gGsAVxjj0NVnsbZ/vW8Z+i4q0elMNAyhLo1hMP3lvuA9WNRLoNlG26NHU9sOeK0iaaeeO1MabQlvcy2S+WMuuCNrHr+NUWLAndG6/hWgFJPHSobibyXKADOOuKuDd7Gc1Fq7Kgzg8deOKRII0kLqo3nueadngYPvR0HrxWhktBkgUoSwAPqKxYLc3d3OzEbVBIHrWxKcRN6AcVXtoFS1UBfm+8TWFbVpGtPRXQ6zAW3RgMt3rRU71zjtyKybS8tmdohMFbcQAeOa1IM4xk5xTovoxVVrcxbzw9LeX7usix25+Yk9z3ph8IzDPlXELgjoQRXWw2ym38wrnccDNXbFbfzo4rm3jeORguccgmnZN2NPazUTCs0uY7EG6gbzY127V53Y7itHwzps0t2zzDbK7mWUA5CDoB9a6g+HLA4+Rx9HNX7azhs4hHAgRfYda3VM5ZVrolAwAB0FOpKWtjAKKKKACiik5oADwK5nWrzz7oRofki6/WtLWNTFnF5cbfvn6f7I9a5x0dCu8csN3v9awqy6I3ow6sljjDrknk01htYimwS5bYenrU0q5UNjpWFlY36kRqNxxUhqNqQyq7FTkU9ZAaZMKjU4pFFnNGc1DuJHWhQSetAEhFN71KypHA8kjYCjPHeqH2xsAsmM84zVKLZLkkXUFZ942+5k2+uBTjfMFJCj0FVsMSSDkk8/WtIR5dzKcubYczdfpQTjOKTA/AkCkY4Az3OKqxI2TmFs/SljX9ximzN/o5weKfnEIxWFX4jWHwkSRoZd3loW9SvNWDIQYI+jSMST7AVHCAZQKsBAdRtgw5MbHHtkVNNbsqersb+Egs13Zwo7dzUNo7f2hbyt2kAVR/Wrci7oyvtVvR9JfctzcLjHKJ3+progrmFRtHQdqKKWuk5wooooAKKKKAEFZ+p6pHYRnJ3SH7q/41Dqusx2KGOPDzHt2X61yk0zzSF5GLM3JJ71lOolsa06be5LJdPLMZZG3OTnn+VRyXLuWLHLHvUJNMLVyts60rFiGU+YPatQEMg96xImw1bFu25B9KcRSGOuzgVC3FXHUkYxVaWMqM0NCTKktRhalfmkQc1JfQbtqWNelLsxTgKAKeqSKscSO21ScmqHmCUkqyk+gNS+I+ILf3Y1zxPPoa3hojmqO7NskD2+tOXoKxFuJF4WV/oTkVNFfSRn5gj/8AjtU22Skkao/h+pNNYj5RnHfmq66jEw53p+GRUnmLLzG24DkY/wAKluxa1Fuj+5/4EKe3+rX61HOMRJnsR9KfJ91M+lYVXeRrHSI6EfMT3xVl226ta5II8pl+hyD/AEqG2XeSBzkgcfWoLycLrdsM8NJtP5Yog7Iu15HY5yAexrV0u93AQTH5h90nvWNE4MKHPBFNuJGiiMinDJgqffNawbTMJxTjqdfS0yFxJCjjgMAafXWcoUUUUAFFFFAHnLuzsSxJJ6nPWm5opMV59z0FoIaaaf1pNtAxI87vatSycY2k1nKMGp45ChBFOOgpamtnIqnePgbaet0u2qkzeY5NXJ6EJEeacn3h9abilXisupoXGT5QR3qMYB+lTQnfHUZXBNOwrlzT9LstWaSG/gWZVGVBzxSXHw70qUH7PJcQE/3X3D8jVjQW23+P7yGujFdVJJxOSq2pHnlz8NrxObW9hlH92RCp/Ssi68Ia5Zt81iZVHO6Fg36da9boOa0cEyOZniE0Mts+y4ikhYfwupX+dNQg8g17bLbxzDEiI49GUEfrWXd+E9HveZLGJW/vR/If0qOQfOeXRyuDyxI6gHmppZJJypEgTA7DNdpcfDuzfJtbqeI9g+HFZsvgXU4R+6lgnA6YJU/rUunfcpTMvTpfKz5zgnPykDGKy9ejeK8ieDc8ajeGUZwc1rzaNqVmxE1lOMfxKNw/SoA21iucH0PFRKmrWNIVuV3OhsruN9PVycYGcDrg01na4fc42xr91O5PvWbp8phuh3Djac9K6TS9Le8YSyZWFT/31VRgTKdzo7UH7JDnrsH8qmpFGFAHAFLXQjAKKKKACiiigDzfNHWnxQNK3y9PWnvEI2xmvPseiRYpQKXFGKNQAClAo6UU7CHZoNN/z1oz7j86NQFxQKTcPUfnR5sa/edRSsO6LtmTyDU7x5NZ0d6iH5SSfYU59RkIwNqD8zWiiZSkkatj+5vYnyAAefpXUL0rzxpvM/1rNIe2TgV2ui3TXelxSN94fKT9K3pqxz1HfU0KKSlrUzEopaKAEoxS0UAIBioJrG3uR++gikz13IDViigDKHhrTVnWVLcKVOcAnB/CtJUCgBQAB0A7U+iiwCUtFFABRRRQAUUUUAeftfKi7YVyPaqNxcyPxu2/ShuWIPSoX6GuZJG0psYWPdmP40gYnu350hoXrTsK4/n1P50c+p/OiiiwBn3P50vPrTaQ0AO/CnqQOcfnUGTmtbS4YpZB5kaPz/EoNNIRSD5OM5PoBVy30y/uj+4tpGHqw2j9a7u1tYI4l2Qxrx/CgFWDxVKJNzk7XwncNg3M6R+qoMn866ays47G1WCL7q+vepVpR941olYTdx1FFFMQUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAf/Z)
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精密型5分解,與實物大小一樣。
頭部正中可對分之剖面頭頸模型,頭和脖子的內部特點以顏色標示。
右半部剖面其展示顱骨,鼻竇,空氣篩骨及腮腺,另有可拆的眼珠、舌頭和面部骨頭。
重要部位104處說明索引。
尺寸38×36×25cm
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式
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1
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105年口腔醫學院特色計畫購置
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劉秀月
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13
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Prince-100B
血氧濃度檢測儀
![](data:image/png;base64,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)
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手指型脈膊血氧濃度計
尺寸(長*寬*高):66±5% x36±5% x33±5% mm,重量: 60克±5%
Measuring range:35~99%
Resolution:±1%
Accuracy: ±2%(75~99%) ±3%(50~75%)
USB電源充電裝置
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台
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1
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106
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劉秀月
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