Research Article
Retinal Tacks for Complicated Retinal Detachment: Retinal Tacks in the Times of Modern Small-Gauge Vitrectomy
Table 3
Indications and surgical procedures.
| Patient | Intraoperative findings | Retinal tacks (n) | PFCL | Retinectomy (°) | Celcalge | Lens status before surgery with retinal tacks | Phaco with IOL implantation in surgery with retinal tacks | Operateur |
| 1 | Fixing the edge of relaxing retinectomy with traction due to not removable PVR | 2 | + | 180° | + | AP | − | 1 | 2 | Unfolding giant tear border with traction | 3 | + | 180° | − | PP | − | 2 | 3 | Fixing the edge of relaxing retinectomy due to retina traction | 4 | + | 240° | − | PP | − | 2 | 4 | Fixing the edge of relaxing retinectomy due to retina stiffness | 3 | − | 180° | − | PP | − | 2 | 5 | Fixing the edge of relaxing retinectomy with traction due to not removable PVR | 2 | + | 270° | − | PP | − | 2 | 6 | Fixing the edge of relaxing retinectomy due to retina stiffness | 2 | + | 180° | − | P | + | 2 | 7 | Fixing the edge of relaxing retinectomy due to not removable PVR | 3 | + | Focal (° not described) | − | PP | − | 2 | 8 | Fixing the edge of relaxing retinectomy due to retina stiffness | 4 | + | ° not described | + | P | - | 2 | 9 | Fixing the edge of relaxing retinectomy with traction due to not removable PVR | 2 | + | 180° | − | PP | − | 2 | 10 | Fixing the edge of relaxing retinectomy due to retina stiffness | 3 | + | 180° | − | PP | − | 2 | 11 | Fixing the edge of relaxing retinectomy due to retina traction | 1 | + | Focal (° not described) | + | PP | − | 2 | 12 | Fixing the edge of relaxing retinectomy due to retina stiffness | 1 | + | Focal (° not described) | + | PP | − | 2 | 13 | Fixing the edge of relaxing retinectomy with traction due to not removable PVR | 2 | + | 360° | + | PP | − | 1 | 14 | Fixing the edge of relaxing retinectomy due to retina stiffness | 3 | + | 360° | − | P | Lentectomy | 2 |
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AP = aphakia; PP = pseudophakia; P = phakia; PVR = proliferative vitreoretinopathy; PFCL = perfluorocarbon liquid; Operateur 1 = M.S; Operateur 2 = M.S.S.
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