Amor congelado (Cuartetas Octosilábicas)

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AiZOs12PlzmDh2OW3hSrXVQHK9wMIyiSSxMpOsCfy1wvGlWw4YKC3cDPqzA94wD+UGf+2tcG4xdtXQ9tgrBMswIjLlJK6hiFJ1Outc34YIrVo7dxDknChilvFOXiQsC4EBnK1zIJVJB7xjbrVbl7hOIw3bviT2dhVyEBhmLqQytbBEQddTvmH05zwbnp7d+0La90NbSS5DMlvMsFtMqkMd9AI8zXQeaed8Li8DduC0163ZKqQWFrOzAS4nvBFJAlZJk9NaZ5HXG7QqxJy5VTQF4ne7S2BhLoti473TmdkILAiDppoDqDGrDwobjLmFsW1Fy+b99GUwCGUlSWUAgj4Sd52J26KLcbmYAWJIX4tGiBnPeMedQ2MVmIkeugY/+fWqqcfBP2p3sZrNzCXLhuXGJacznNBLEzKjKdfE/tNR8a5kwb2slu1eDoe7rCDSIM6noY0Ggoe1y26ZYyH5Zgmd4J3GwielCMTIITvZR0BnffymjObXQMcE3s3icbbgi2pJMSzwCfEgD4dfMmoDioVVCKCDJaO8TtE7RW2w2pCiTJ03YR41FctEEqwykbg6EHqIO1ZpOXk1RUfBCTrXvVtYP9qxbZJiaN8PWV7NyRl0+sxPmKWMbY7dAQ7Dy/wGtKxBDdf6Hx9RvVrF2cjMDtO/9D6Gq2SQY6f0P7UrVHWGeFYliA2ZgyMrAj1zFh5yP6UfwGCU23ysGuIwLATme07Zg6OBIYEBh/vFJ/D7hLgabR5ny9f2pk4TzQLDgG0rLGXYLcjwV9x4x4wfGq2nElTUg9iOKO10m7ea24uFmay4t3HUqgIVfhzGAWHlIkGrvM32gC1hzhsO/dZcpKiLiZlkw5EZjqDptO3RE5i4hau3C0STrnQG20wNGQkqRpuPPwil65dJ0kxPX+9Tk0tDq2OmDxWGs2luYjD53MOiteeCZ0a4BEgbwd50iSTawvMWJxDXHuOlqxmk27P/ANZLh11LgSV0jUljMCNSE98SCoZ9WGg8D1kz4aDTwqK/i7lwqkkwcqL0k6aDzq0pxtElCVbHROZcQgy28UEQbKmbKJMmJk7k71lNHBfsyVrFtrltmcrLHNAk7wPDp9KytHuR/Bm4PxZJy/8AaBbtKFfNpsQJkVc4r9ooZYsq3q2n6Vx+3dq7hbrsyoilmYhVUbljoAK5ODdyQsoZFHjFjPbxbuL2Luh7i2crNlhdXbKJeDljU7HYeNdJ5e4YqcLtXRbRLgRr1tVDlUN3oAxl7mUgZ21knbaq3BuVrNzhzWA2fMWDsmVg1zuo5thoUhZZcxOhBI2qXmbiPanG2bbEWbGHNrSI7YpmAWNZRfYsKz5J+5I0Ycftw/YhWscl2yRb/DfseyuI3w27NoksQGMtcM9f9U0ICKmHxGIKAki3bRjI79xpIjqVtoSfNxV/mOcMULAFrmHXOoMmDatl8+m7PnHXT1o5ynwt72Fw7EGVxXb3HIBFtXXtM5UnqFAHk5PSmk9UJGLu2L/H8CcLgrNosy3cQ5uEmVPZQALeUdBImY6UrYMdri1S4+URkzE/CsdPDTT601/aVxQX8V2yOHRbf4MCIDw0kemWPHXypGS0e8Z/NvtPXT9KVtlEluizYsFlcq6hkiFOhIJg5ehI3qpicPtrPU+Z3/pUwxEAkQNtfpXm5hbg7MMuXtYIY7FSQJ8hSumh1aZHw1jbLOAD3SADruDrHX61SYaedEMZYKZgYkkAHplGs6+OlZYsS0Eb6/QCkcfA6kuzV3E//WS2N8xLR11GWR1jWPU1UW0ROnrvp4f55VYvEgZcunxR1G3t0q0qF1jKZGpIgQo1ZiOtHjbBypA4IZJ28PbatXbZIDTLfUkADT6RFNPCuVsRdVcihUiczSA2YwfPTLtRo8uJh7io4zhkCgnTv6AT4AjNSuI0W3VCLw/CG4coote4d2PeO3wn0Y7/AE3q43D+wxOXpJj0E6eoIIPoaY8TgVuJlPUR71ojDRHJN3roUrmDy/kn3j2mKjweOuWXV0iVYEAa7GToPbx1O1N3C+EZ7eWJKEoToTpG5HWCKtHlJTqTA8BApnSFVvwc5F24lwumjZiQxA6ydmkdf0olxDEDEZ7rgWnYyvxOHbTOGf8AKTEjprFMfEuThukk+BaB+tLXEeG3VASIAJIE6AmAT66D2padMdtOr0C8OO8hO06jwovjbJzb5ARM+Pp9I9qqW8OQ6CAD4nYnwPhO31qe7iTcZAZGUMI8DrA9NKRKh7vorJYLq7ZS624LGDorEqCfrFD0Eeo19R/kUVtYlkDZR8QysCNCvUMKEZoboR/ahPQyNv3X02zA/wB6zG3i0eUj18Jrw/j+n9KhNSbrQyRhNeK9GtUjGPReaf8A7GuWDisb2pX8KxBYnbMdh5nekTC4d7jrbtqWd2Cqo3JOgFfSHA8OvCMEMLYT7xiQM13L8IuMNWusPhUaADeAKeCk3oSbilsfbawABoBoPSsrnR4hfbvXMfdRzqy21RbanwUMCY9TWVb+JP5/7/8ACH8uBwq2BTHygM14W7eVb7TkdzCogEvlA1zkA66AAGNTNLVm4K6hyxwwYbDWCpRr+PIc6SbWDQF31OgDRqTpBjUiquSSFcdjF/xXbwvDb12wJWwGtW2PiOzS0pXcEs8kf6WoByRxM3ViyqqWQB5Eqt+9ASfmHd1838aXubcP2PCsMgAX7xeuX7ggg5hPZplOoVQ4Hqpop9jrj7riLjnu2b6XWmfhtWnYKDt8UadN6gpU3+Sji3FEX2wWQl0lnUkMMwBE5nzNlA3gDL6T6VX4VzJd+72MNajtcQWtk6hEDgIW10ZlWTOygQNzSTx6/cuu164dbzG7qZjMxMT0iY+lT4B7l5bdu3ma6ltraCAIRySxB6tDMPHvV23oHFLf7CHHMdbbEstps1qTkK/CUtqoQ67gkE/SKC8RxMxt8THwnoNOlWOE4+zaxAe5bN1EtlVQMVBYrpJ3jMTp6UOdyz93pJ8dCSffWjyfGjlH6rPVgBnVW0QsAxAJgEiaYeZLoOKTs9UtqoBCgDKkgkR/mlW+V8BcsW2xF0AWrltkQts7iQFUdWkjXpQ42zZhGbXJBA+YzmXUa/0qsI6JZJ70CeJ387DcZRqd5J1nfToPpVvhOMFp7d0jOAe8IGxnQT12qrfSZBnfp+1W8BbaRcyQqjKYBAZgIEz18fSp0+VlNcSuyF3Z2GUEyBsAGY6fQVNgMI1y6ot9469QoyjViZ6BanazCKpM+O5I/ajvCuCZMK142zma4MjH5RmnTzJ/SuejovkdG5dsL91tx0zCT1IdhP6UL5osKe7Eg7xvHl9Kt8jXs2D9Hce7E/3qtxvE21fVxpoddo3671NfeaP8iE7GXkui2R8SNA6sVyPmLRoTlEE+U9aKcPu92Dpp/kUCvIcNiO8O8hYr1GUwJ8GDKxFWOJ32gNhlZ1bYCC1v/S6jWR47GtrjW10ZOXLT7GHg3ERavsGjs7gUk/Kw7uY+R0B8N6ZPvS/lMjyrlFi66XkN15lDI2jUd0+9EF4s7NlsmFG87D0O9Tatj20dDChjUWM4KHGw1/rQPguLvbZV06ljH9KZrT3D8TADwUdfVpP6ClaaGtMQeMcotJymKUVYpdOYbQG8oMBvQ/3rsHErUzqSfGT/AOq5jzLYHanxyx9Qf1ru9ndaBWOuFSNvHx9f7UKvamfGr+KeVEjb+hGg+hodd6R4VHIykFSMd5j/ADavBFYayakOaNaFZW1UkwBqdAPM6CgE6F9mWCFkHHMoa4WNrDKfmj8W7/tUwPMmnixzYi2nQEoqz2jRJYtMwdy2+tK16z2IW2kkWbYsgjZW0N5z6uTr5UB4xxUA5AAUTQFdidwa9bHhhDHcuzx8maeXK1Doaf8AifCjQYUkeLNqfM1uuadk7d4vBOsVul93+kr7H9X/AAR2reYgeP8AmlPV3mRxiLVizGYWUwTuqKz9mFS2Us5jAOYOZOktSUjgeRojwTGm3ftOnxK4I/f6b1npGqTZ1T7VrNk4K0zFm/EZremU5Aqo4BI3Mhh4iTVHBY3suCxbtLY7Qm0gmbl0uWDOAIBJHcXfUzsNYvtDsMcNbtqGCrbtMSdRcuMgEzPdIFqP9wpVv49m+62S0rYvqx8BCIykb6DUUkY/SCUqkAOLKzIpc9WVRpmylmaCBtqfTXSocG4W09wNlYMABsYIOoI1Jn+lHuZbVt2a0gzOWa7bOiyHJuPmJIARV0EbkE9aW7tgZAQ0kSW0gSTChT+bQA0Xadr4OjTjT+SmmpA2HXrThy/wKMN95uqSty4bdsDdlQSzHwAIiPXwoHgOFs66ddDPga6vgMQmGw+Gt9l2obDTDGLaAEuToJZiSfCkj9O2Ua53FCfzFxS0Qi22BVHIQahFA3f1Ziemyil/E8ZNyMwELooj8oO5PiZNbx9u5ibt0rbEsTdiQMqiSVG2kfXSrnDOXTcCnLKk97KYOkjSnc34J+0lpgezbZpyglmbKqiTv4H9KZbvCGRbVo3VaDDqpkq7HRPNiT/WtWOXLofugr0Bke+lN3J/LwOJEmUw+rEj47zid+uVTP8Au8qXnQeDkXeBcjhIe53j4ECBt5ami/MWGRMMwAjLBA0GopuFrTSk/mx2VDGvQfXTf61FSt2zQoJKkIPCsdiit23YIVO0LEbHUKdT6RXixyfdvuEe7+IxiBJAJ+at4drwa8ttSDmBPh8KqNY32ro32a8Ha0+e8wdyhaYiCYn6xNWk6ViRim6GDC8sWbQw9t0W6q2TYYuoYNGW4CZHire9VuI/ZxgLmq2jZbxtNk/7dR+lNWIBKnLBbceo1A+u31rdi6HUMux9/MHzqKnJbTGljjLtHGvtF5GdDadDmtLbIYwFbNmULmI+KRPtSrwjAtqCo9esbD1rufM69rav2+qW1f8A7jH/AODXJ8SpWMkzv5VpxTbWyc4JF3AOFJEjSirY0ACKXMDdL5liLqiWTqR8w8RXg4qfUVRqyd0GMRjJmKROZR3wfIk+gphfE6UtcxAsJ8D+n+Cu46Bz2BnXuQd4mhDGjeIcMk0FS5BmJGuh86zZfBfH5PBrBWE1oVEoYas8LI7a0TsLin2YH+1VqmwKzcQTEsP600fuQsvtZ0vnPiNu1hUt2ic1yCx8dJfXwk1ztrvauANBp/7pi+0c5bllAdBbEfWlvAAKGc+grZnk3l4+EZPTRSxcvLLRuKNJOlboSQTr41lRed+DR7RcApt5Y+z3HY1e0tqLVoqYu3SVVtPywCSD8wEb1W5F5bbH4tLA0Qd+6w/LbBE/U7D18q+lbf3fDWRbm3atW1ygFlVVUdDJpckuPRy+o5Rzvizbw7YO4pPaWrS2lslSn3i2UJ77d4KPwzB11Nc34kGS3YJJAuJKjLBQLcYFd+8CBMnXeuv4fgBxuKuXg6Mi37pEFoZGs/hOCNCQ5XUEQJ3q1xjkOy1t7bLJUzZYgkhCJK5hpo0+fwmjyXQnFvZyHlTiiPjrTX7aMqsMts6KW2trJ3AOXedAak5v4nbuOwGHsqxuXENxCxUhXBzW0IAtjpmGpE1a41ydcS4BaSQo6t3iQNz5E+FTDgTC2i3UgwdBBiTMU22LpdIHcFv25FsMCSJ0I0j/AD9K6Bwq394wlsDW5h2Npl6lCcy+6kj1U0j4PgC27gcNpvEDf1owmIvWH7WwRJEMp+FwNRI8R0PSuknJD4pcJWXOLciBrLPZJz7hW0J8gfHyo5ydgjawtu3ct9m4GoPxb7n1rXB+brV5YukW2HxKau4bEKzFkByk9dz51J35LN2WL1gSWCjQaV44MwsKEHiWJ+ZmJLE+cmiduzmFUsdhI1FTGDuFxwI3qpxbCi6jL4j9elBLN1lq/axs6E0KGsB8I4Yc966JHfX/APCSPcH2pmsXSsMN1M+viD5GocU4SwSOp/WapffVQT2giNZ/fpTASGduLZCJPdYSp8j09RtUN3jQQ501U6unU/60/wBXiOvruj8z8dW3h7YJGbOTb11yFTnP/TIXXxNJ93mo+NMsbasVzSdM6/wTilvEfe2DfxLrW1P+m2ioPTvZ/wBaV7vK2LGlu0CxIALNCD/Ux8vAakxSvyjzK1p2uyAtvNcuE7EMx/U5omnTgeL+8YlLOCvH7sQb+IWCTaLahVc/MdAPCTTVKIjyKwBxvlq9h3S/cZWJEZ0mJG4E69KW+I8QAbUid9N46kgV3Lj3BPvI7N/4REQDBB8QRtS3x7kK3b4bfsYO2DcdfzQXuEEMQbh6mIE6Cnhm1sE8dnKl4grdao8QuA+Y/wAia9XeW8bYtdpfwt22m2ZgIBJ0BEyPqKHXD5+9XUrRllCpbB+LEAxp5f51oVV/GvOlUmWKyZO9GuHR5rKw1qpjm69WmhgfAg+xrxNZXdHBbmTF9oyGZhI+m4qhdci2q+c1vFOzKrHoMoPpUN87Dwq2SdycvkljgoxUfg2raVlekTSspVFj2jq3CuYyD9z4Ph8qfnvNLPcO2Z2308BA9K6fyryillRcv/jYg6l3AOWeiLsg/XxNScC4Jh8FbkKiKvgIHqerNSVxj7UBavv2MPJCd8sV7pIGW2SpWTMncwPClScuv9xG0vuOtqgBJA1O/nGgoJzFxAKMnXSlfgPP2LxUqvD7s7dogIQHzzxHuaFcQOKZi9y1cUTrKtAPrQpp7KKSktBi1kZpyiam4latMnwgGgFjGkb6V6biGaaKYvEr3uHqTpNWMLw1OomtWsQB1qezeE07boVJWZd4fbA0QD6VrCEKYmKlv3xG9AsRjwDvQirC3Q54TFCr9yGFI+A4pPWmDCY7TelcaGjJM8YuwV6VTz660SxGKEUJuvrNAoXr93MmT6VRw3JL3yFDmyhXMXPfbUkZFzGAdJJ9PGqN/HMvwrOsMzaJbHVnb20GtPFnhl04JDZui5ceHZ5OVhG1v5V2ge+tGmkLKWqRQ4f9mXD7etzNeb5rjn+gMVLiPs14dckZI8cjQY8J6T40pc5vjMLa7RiozMEBkmCxABNDrHNl8IvZXVsjqEAzsdBmus2rNRUcnklFQfgZ+YeU+C4RSrBrZdcpQXL13OsyMys5gTMEEVY5kxty1g7DcKhbTMqHIoZ9SLayCCdDpXPsXxrEOwzYh3LGIZpEnpl2jXajeCtvmUi+lllMgW1W2JOpJUCJPXSnUPljNpbXY7ct8z31w94Y205xGGMMEClriESrgAx4g+nnQlftXR2K2sNdcyBlYqmk94kiQPIVFhuWBeLM164zXB32zmWHgY9BVy9yxhbNtlt2wr/ONWHnJoNRR3Jsm5j59wfYvauLcGYRBXx6giRppXAuKYxc7ZTKyY6GPSnfj+FYSG7w8etIfFMFBkdK5NxjoDpvZZwfCxcVu9+IRmSNiNzP79KBkzv0r3axDowZCVYHQg614Lkkk7nf60JSTSDGLTPBrDXqvJqY5kVqK3WVxxPZvSuQnSZHkahf4q3a+Ieo/rV/H4GTmT1j9qorlH9CNqLr5HThvNGCS0ithLZZVAJ8SOtZSN2DeBrK2rLL4Mj9PH/Uz6nx3DVvE9oXKFQpthsqGGzZjHeJkDr0qXB8NsWo7OzaUgQDkWY/6ompTcFZb3gV5+0bdFgXjsKy9ejRpJ+Ub/Xwqg2MbtGtDuwNT1+lS2kA29zXcReROtnMdVUDwgE/U14xXBcPcBz21jxHdPuKkzzAHWhnMXESCLSb/wB65toKK+Ot8PA7JrQA2lR3h5yNaWuI8Ju2pKjOk6MN8vSRTPw7gX5n1Jo8uGEAVy0DbOP4rGaHWlbit8zIOtd6x/LuGvfxLSk+I0PuNah4hyjhLtkWTaCqNiujj0benjNIWUGz5/s8ZZTrTpwy1jHZFGHuS6llzDLKjcyYA3G8b054L7MMDbupdi4xRgwDNKkjaRGutOZQEg9RtRlkR0cbOOX+KMrG24yupgqdwarX+K6b11Li9qxcZla0jsREkCfehOB5DwUG44Zj4ZzlX0AruUWrC+XRzpsXbKqcQzJh84W46rmK5tvSYida7DwTiWDTC2xYvo1lEADFwTlA6zrNIo5F+8Ya9h0usudwRMEAK4ZfrpVfgv2M2LbTiLr3B1UdwH1jWulTBb8F77QOJJjb2HwuG/H+O5cyahYtN2RLbDvxv4UqcD+y3F3W/FPZKOpIM/8ASqmT9YrrPCeG2MKvZYe0LabmBqT4knU1cxOOyjeim+kcqW2Itz7MLFpVY33zAgzAifTf9a1jfs/sXDmTF3FJ3lVafTaKa7nFVdSrEa0m47HG3cKaxuKrDHJ9kp5Uth/lvhKYKbYuXLmY6G4wMeSxsKq8RD3LpNs5l1oM/ELhHUjzozwXmO2FyXVCEfm6H18DSzwyWww9RF6BPFeHEqAV1pB4rggSdK69iMXafZlM0scf4HnH4Y7xFLH8jSp9HG8bg8pJFU4AB9B7mugXOV8RcleyJgxtt50H4nyddQxEHw3/AKUHjb6DHJrYqA1oiilzgV9GAa2ddAToP1qW3wJi6pILNoFXUz6V0cM5LSC8+NabAxrRo3xvCWcO3ZqC7AQxJgBo1gChCWi50HlSzxuLryGGRSXLwatfEPUf1o3YbQa9T/WosZw+zYQFmLXPlG1ecKhZCdAJ+pq0McoSp9kZzjkja6LNy2ZNZRvBcAtuis16CRJE7Vut3ttmP+VFas7m93vH/NKsYVtRQtr+pirWBu94V5slo3KWyKxcJxF5j0IUegFEkNCMOYxF5fEg+4ovh0pQomsaHMdhrVbhvDpdrz6sTp5DpRJFEVMDSt7KJGKK2a8Zq8zSj2SGsBqIvXkvXUCyZmqEvCsa8Nequ9+KbiC6AmHtMbhYmiOLxi27YTctVJrsOR7elUOL3cpD9KqodEOdWMOGvokEaGrHE+IIidqTpSbcx0jer9xhdwbieh/SnePycsngIpxtLqmDqKA3eLZiVO4pAw/E2tNodv1q9xPH5gLqnWNa0QxxRmnlbGC9iVXWaE8S40NwBNArPEGuHL71W4zdgwKvSWyDm3ovNxe4x0ryvES2hoYl7KhPjVG3idaaTS0LG3YWx/EGQZlJ89elF+XudgurmaU796QR5UrNfKmB0NYc7UJfs1+ni5J/g+irHPeFybQzbmKxOP4RtTHr5VwLD8TOxq9f4oVTQ9IH1pF7bVl28i0HuZ+YFv3ne3oqSE8I2GnjvQfl/i4sXjdjMwBAJ6ToT60ui/8A50qS00TTLP1+Bf46p35LPHbiu5depmvPDbpd0B2BFROZFV7Fwo4Pgam51k5FVD6OKCHHtb8HyFT5CRA0FeOJHPcV/HrVrDsDWhJOcv2QTcccfwjVpHyjvHbxNaq2prKvwIe5+DsVzFRVnhmLlxSm/FVOzj+9erHFMpmRWJxKKaHO4+XFk/Og+sUctXRSHxni4a3avLuhhvQ6VNY5nRgCGpeNjrIkx6+9Ada397FItzj43mRU9vjgJ8q72xveQ5/efOvP3mlccZUtlDCo8RxTLrNB46G92xnbGCsfFiN6TzxidjXleL0rQVIamxlVruMFLz8Ukb61TvcTjrXUHkMWMfMuZdxvQ03s9tlPhvQzAcWyvDHusYNXuLX0tp3eutViyMvkWL/EipKmivAOKTauJPj/AEpO41f701Ly7jYcrO4rVGnozSdbK3EzDH1qtZxndKk+lXuLW5JoHdWKZ3EVVIucOvw/0qXGMWaKpcL+I1eu92T1qkFcE2TyOp0iDGNAiqCmKsO061VuGo5ZbsrhVKj3fbSl3E/EfWjOJbQUDcyTWLPK6N3p40jRrGbasrVQNBsGpA1RivatFFM4sW/1rzcSdajD+FZn6VTkuhaPQuHY9KvYJiPSqBGlSYe5G9NCVPYJxtDXZ4bcKg6aid63QtMe0CGNZXorJA8x4M16aLmJvN8x9zVFsQ8/E3uaysrzW9mpJF3D4u5kbvtt8xqnaxDg6O3uaysoPsagjh8Xc/5j/wAx/erqYy5/zH/mP71lZXWCkRYbGXA/8R/5j+9WMRjbpJm451+Zv3rVZQbHikbTGXI/iP8AzH96qXcZc/5j/wAx/et1lKOkavYq5A77fzGqf3p5+Nv5jWVlcEujEPl+JtvE1fxGNu9kPxH/AJm/esrKd9CtCzib7ndm9zXnh99g4hmH1NbrKMXtC0uLLmLxLye+3uaHX7rfMfc1lZTybESVmYG8wOjEfU1Pi77fM3uaysrk37Z0kuRUa60fEfc14N1o3PuaysqLZSKIb1wxufeh4rdZSMtEyawVlZQGNVlbrK443NaFbrK442prZNZWUQEgc+JrKyspgH//2Q==
Mueren hojas en sus brazos
por un soplido nocturno;
árbol marchito de marzo
que es ansioso, loco y diurno.
*
Y se desliza mi pluma
se estruja mi cuerpo y zumba
es un hálito de espuma
marchitas hojas de tumba.
*
Y baja el canoso frío,
rompe y chirrían mis dientes
y me duele tal hastío
de ilusos y pretendientes.
*
Lento se abren muchas puertas
las mil ventanas se cierran,
la noche parece muerta
y la sombra me consterna.
*
Tus espadas me amenazan,
tu ala se incinera en mí...
los corazones se enlazan
dando amor en frenesí.
*
Siento frío helado en marzo,
el soplo del viento y voz;
tu corazón es un cuarzo
y el amor se parte en dos...
​

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© Todos los derechos reservados INDECOPI-PERU 2016.
Queda prohibida la copia de esta poesía, solo será puesta en exhibición para su lectura.
Anthony Acosta Pérez (Antorcha)

 

¡GENIAL!

 

Bella y profunda poesía con una hermosa estructura, pero lo mas importante son esos sentimientos de dolor y tristeza que trasmites y que llegan en cada verso, es un placer disfrutar de tu elegante pluma, recibe mis saludos cordiales Antorcha.

 

Bello poema, bien rimado, me ha gustado. Un abrazo amigo Anthony. Paco.

 

bello poema que arrastra melancolía, saludos!

 

Musicalidad que cautiva, saludos!

 

Estimado compañero has resaltado en tu poesía un gran despliegue de sentimientos encontrados .Me gusto mucho pasar

 

Sí tienes razón Mary solo es inspiración de un novato que quiere escribir en estilo clásico.. un beso mi linda amiga.

 

Muy bello poema Tony querido, muchas veces amar duele. Me encanta que dediques más tiempo a lo clásico. Besos y bendiciones, un abrazo con todo mi cariño.

 

Gracias amiga pero no me refería a este Titanic. jejej (plop)

 

¿te refieres a tu blog? En realidad había comentado este poema antes de leer el tuyo sobre el titanic.

 

no amiga linda, mira abajo de esta misma sección uno que dice
Titanic (Soneto 2-4-10).. a ese me refiero

 

Ah, ok... es que no había visto el enlace. Besitos. Te dejé una sugerencia para tu ceviche.

 

Excelente , preciso y trae melacolía bien rimada.., me gusto antorcha

 

Muy buenos versos, una vez que se terminan de leer queda un dejo de nostalgia.

 

Me gusta la imagen para enlazar esta helada tristeza que alcanza un profundo estado de angustia, bello y conmovedor poema. Saludos y abrazos.

 

¡Ey! Veo que te has decidido a contestar a tus comentaristas... bien.
Veo también que muchos te han comentado, pero nadie te ha dicho que la segunda estrofa no es una cuarteta, no cumple con las rimas, (pluma, cuerpo, espuma, tumba) y la cuarta tiene un pequeñísimo error, pues puertas y muerta tampoco es una rima en consonante, ya que a una le falta o la otra le sobra la S.

Por lo general todas las cuartetas suelen ser octosílabicas, si fueran de arte mayor serían serventesios.

Espero que no te molesten mis anotaciones. ¿Ves como te leo atentamente?
Un saludo muy cordial.

 

Me ha gustado mucho el poema, y pasa desapercibida la dificultad de la rima, sobretodo la de las dos primeras estrofas. Esto lo considero un acierto: que lo difícil parezca sencillo al lector. Enhorabuena.

 

ya lo vi y te expliqué el por qué no lo modifico pero valoro tu intención.. besos.

 

Gracias Joaquien alegra mucho a este novato tu comentario halagador.

 

lo se amiga, pero me tome esa licencia solo me interesó que hayan 8 sílabas por versos y vayan de 4 en 4.. osea deje de un lado la rima consonante en ella..

Pero para que estés tranquila ya lo corregí... ojo lo hice adrede ni que fuera tan tonto de no haberme dado cuenta; lo único que no me percate es la regla obligatorio que me dejaste..
y gracias por ello, yo me alegro cuando me corrigen porque veo que me quieren y quieren apoyarme y eso me nutre de conocimiento y llegar a la perfección.. un beso.

 

Gracias amiga Lorenha, un beso grande y gracias por tu comentario, me gustaría que llames Anthony o Tony, muchos se burlan de mi apelativo..

 

Gracias Paco por tu visita, abrazos amigo

 

Gracias amigo por tus apreciación son gratas y un regalo para mí.. salu2

 

Muy hermosas tus cuartetas con una estructura muy bien elaborada. me ha encantado leerte. Un fuerte abrazo amigo.

 

Gracias amiga es solo parte de mi pasatiempo, ya que estoy solo en clásica... saludos amiga Paloma