Republicanos de Indiana desafían la presión de Trump en plena batalla por la redistribución electoral

red latina stl, red latina periodico, republicanos, electoral

2025-12-08

Los republicanos del Senado estatal de Indiana se preparan para una semana decisiva en la que deberán debatir y votar nuevos mapas electorales para el Congreso, una medida que podría dar al partido una ventaja total en los nueve escaños federales del estado

Indiana
Republicans Defy Trump's Pressure in Midst of Redistricting Battle<o:p></o:p> Los
republicanos del Senado estatal de Indiana se preparan para una semana decisiva
en la que deberán debatir y votar nuevos mapas electorales para el Congreso,
una medida que podría dar al partido una ventaja total en los nueve escaños
federales del estado. Sin embargo, la iniciativa se ha convertido en un
inesperado desafío político para el presidente Donald Trump, cuya presión para
aprobar la redistribución no ha generado el respaldo popular que él y sus
aliados esperaban entre los votantes conservadores locales.<o:p></o:p>Republicans in
the Indiana state Senate are bracing for a decisive week in which they will
have to debate and vote on new congressional maps, a move that could give the
party a total advantage in the state's nine federal seats. But the move has
become an unexpected political challenge for President Donald Trump, whose push
to approve the reapportionment has failed to generate the popular support he
and his allies had hoped for among local conservative voters.<o:p></o:p> A pesar
de que grupos afines al expresidente han desplegado una intensa campaña para influir
en los senadores estatales —incluyendo anuncios, eventos y advertencias de
represalias en futuras primarias— muchos votantes republicanos muestran
indiferencia ante el debate. Incluso simpatizantes de larga data de Trump
cuestionan la necesidad de modificar los mapas en este momento y consideran
exageradas las amenazas del presidente contra el liderazgo del Senado estatal,
especialmente hacia Rodric Bray, quien ha insistido en que no cuenta con los
votos suficientes para aprobar los nuevos distritos.<o:p></o:p>

Although groups
close to the former president have waged an intense campaign to influence state
senators — including announcements, events and warnings of retaliation in
future primaries — many Republican voters are indifferent to the debate. Even
longtime Trump supporters question the need to modify the maps at this time and
consider the president's threats against the leadership of the state Senate
exaggerated, especially toward Rodric Bray, who has insisted he does not have
enough votes to approve the new districts.<o:p></o:p>

El escaso
entusiasmo quedó evidenciado en la baja asistencia a actos públi<img 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KdT02XFUZxoE8vOBWj+hZ+mxfiOOOMm4/Fo/H/jPQR/D822BJiUwjzTdadu77fVfjWXZhh08q2RG/wDxTdvwLoI9X0ubcNZHbA/0vhZMRxSOOQqUTtL1osDLNY9Vk9cZb2kyBnt+F9vrvx6WScscQJYhHj+KT4fR9LLq8voxNEgyH+l1h02fBiyZJYzRGyy7cA//1PqFVWGQBKEoCqqgFVSgKUJQCqqgBJQFKAVKElASpUqWADzdf12LoIerlP8ATH7U5M9f+IYfw/H6uU6/Yh9qb8b1uPquugfxDqfLA+XDD/4FiaU+r/CvxUfikJS27DE/Df2Xu6jLDBAzyyEYj+J/Oej6zN0MvUwyo/aevrvxXN+IUM1REeIRRD6Cf/ly9JjPk3TI9m17Pw78cwficjhETCdXsl5t0X4KcoE6c/a/gen8Kzw6fqo58hIjDXT7TYKfU9VA4MpEdLeeXUQ6TGZ5BdOXXf8AlyY+qAjjxmgf7k2xOPUwNUbDydYcnetpwMsvUZ8sd+OHl8fhdcMiY7jo5wGYgRJ0GjeXbijTH2HSDmzGz7Hk/Eeml6MepjwPJJ3Il1GQY8fd9T8XhHp+gOMewf63dE05OF3scHQdHh6voZZCblDU18Th0HRS6rCZQ12H4XxcWSeI3jJjY1p9Lpvx3qOlgYARkCK/hfSrODijlzAwnIHlvqekyYIxkQdsxYpwGWG/dljuBOot+il/5cfSywjEMUgYioW659CQfOEUKL0dPhzdXIYsdy/8i4Emdk8l+j/8taFHJP3NbwLB5n4l+FfsEIykbkfifHkewftf/Lgx+pgJHIfkIUMZoWfF8tnib2MHs/DsHrZhuFxHxPF7X6D8KxelH1D9rsruKiqPSyUABH5PidbRz0dSR9l92R4fC6sbupJHloPDL1OzWBPQdHPrZHFi5ru8+SBhuB1MTs0e3pul6vHD9owg1x5Wul/EI9Pjy4pQucvtH+J66M5Mr8F/Ex+HzIzWYy0H+F9T/wAuXFE9MMo5OofDyfh8o9OOpMhqfhTL8Ry9Vglgym4xHkdSQ+k/8tyAx9FE/wAR3PJ/5cf4Zf8A4Xj5H9wPp/gg29Di0+y+lOEckTGeoIp3XAyz4z/y3PQGcSmT632A+r/5cpmcW7HISh8E4R+zL/vH5/Niyfg/Vkjtfp/0yeaGbbDLKRO6Q0dtTiEf/9X6hCUMMilVQFVSgKUKgFVVAKUJQAqq0CpQksAbfP8AxT8UxfhsPN5sh+DGGvxL8Sx/h0N+T4j8Ef8AE/I9Dhz/AIx1Mssv9WQ/Djj/AOUUU1hhz9XM9RmHq5j/AG8P+6x/+O/+Bt5Pwj8U647s5AA+GBPl/wDMeN+twdPDpY7MQ08f4nXJMQjKcuIi2kPzHqOm6jp5bc0TE+34XqGbFjw+lGAnMjz5JfF/5hY6vrcvWzOTLK9fLH+FweiQM9ojypF8NFQFAHt7H6z8G/Dzm6GMo6ZLlX+KL8sBukI+Jf0b8NxjBgjDsAyyFXB8z1QzdKdshReGPq9TLQGXufd/F5z6qQ8tYhoJ/wCJ878J60dJnOMRMoSPn/wPLiezg3l+5J7f4b+Gjo4b56zlz/hfB/8ALm6sTyR6eP2fPL+p+vzTjHGcl+UDc/mnUZjnyyyn7R0/peqR45xMkNhlAbW1VAoHbw+3+AdfjwZjDL5RPiX2dz4YRI0KRZPvvxMb8Uh4h+GOQ44bI6P0/wCG5J5uhHqdiREn+F+V6mXnMfAuYIDp8XqzjHxL9RjAiKPZ8j8Lw0DkfSGWMIbp6B8+Y5wO1UbyO0W+PlAOSR9j6Y6n9pBhghdfFJ80x9TJKh8m0R1TTPofwjNkx9GNos3p/Snr/wAMh1sPUxjblH/PfI/B/wAV/ZZHpsuuOR0l/A+9lyTwSE4+aH2JB7anltqfHm8chjyk0JeeKOsGOOSQw/232/x7ooZIx6yAq/jD5fTdThxdPkx5I3KfwSc6FWJ9X+BzjPo4CPEfK+odH438D679jmMU/gn/AM2T9lYNV3dVZrMo6Of8TyPx/oB1WAzHxwG4f0vx/T0cOQ1b+kSFipcHl+L6/o/2E5oR1iTui7nAzRYn/9b6hVVhkCUBKApQlAVVUAqqoBShKAFQloAnnRDj1eb9nwTy/wAMSgfJfjGSX4t1ZwYz5cfkH9b9R+HdCPw/pxgvdWsi/P8A/lr4BklLOdaJr/U/WMADq5dUawTP+EuqyAIIPFG2rUH5gCEo0vRL2ICkqqB1/huM5eqhGr1t/QsULjt7Hl+I/wDLfiZdVu8A/bymMWM5eABbhmqrY8b8byiI/Z8YAFbpr+B48WTpiYjz3WR8nqJyywnkl8UjuL1f+W5l2zliPExu/wCS5Pp5mXxyeK+KnrudP/lxdSOm6QYIaHIf+a/FcPs/+XD1PrdVsGogP+c+Ofc7Plj7OEDR9Xrup6XqOmxjFHbmGkv8L5XJvsgKEqSwC5k7q8LSS6YRGE4ylqAbKB916Qx9PCEdAIvw/Wx255D2v3spDJiEo8U/Efig2dQwHp4YHFhjE93m6qW4wx9viegSuEavjl1h+HT6o+qNBEPmSltnZuET+G9YcEMkANZaArirHGc5c7WJ9Bm6bH6svhZy3kxe+LtM0lhKOfF0WTqcgx4q3VdP0H4TPJkw5OkyismP4QXzv/LfJl1RPfbQff6qHoTh1hFSHky1/A6rJysYYcBzYMmDIbsHb/U+J0H4J+0YpZcpMdt7R/S/RehKOXeDUOR/ienqY1hn6fNGg6ehK7I+DOo0fsvwTqv2jpwJayj5S/Gx0e/8J679izbj8EvLJ5VcM+pnZfPLw+I+48H5H8ZziWfLjH2QH66JE9QbFaP591Ezmn1OQ+NPaT5tEf/X+nVSrDIhLISgFKFQCqEtAVVWAKqqAEoVoF8b/wAuPqDj6b04j4+77L4X/l0ZPT6WJ8ZiKBp/5bUYx6KJjySTL+p9ovF+GCMekxbRoYvaWACMnwn3FLGc7cc5eES1ahn5oeySvgmWj3MkqqlFPof/AC2MdzlMvvfi+X08PpjmZr/S+f8A+W7i24gfFv8AFZ78wj/CHmz0fj15XU/4Hm9QKxFH4dkHSfzT4F1zC4U+d10tmEQHJYfWzX/s7yeZln6kzkPMiZMKpdHwgJQlABO0MA2szZEWtv3IAAaKqwH1v4J1PrdHtPMTtfn/AMbjt6mvYHu/AMwjkOI8HVy/F+mn1HUSlHQjs5bjU3Bv0MP2mMRwB8T9RhhGENo4L85+GkQxVPQR82Q/++36Hps3rQEwKB4DKJYkunB5P4jKeLCcMtYmXlfFziRzRxRNRp+ty445DUqI8HDpukxeodLIdOsErfYP4V+G4+nAyCzIun4z1WLHhlhOs5eWMQn8R/EI/h2K46zPwxfkp5M8pDqSCTdiRedn0KtcT6XBLLl6UDICMmMcf4Xu6DP60Ru5fE6Hquq6jKepy0MdbJPsdFi9PLcTcCLt0sUSIPnfxvof2PNvh/bn/wA2T5VaP334h0o6zBLGeeYvwhiYExPI0edlB9X8fM5Vx+Kh9V+B9aJ9NKMvixgvyYntjkkftS4ejoerPR5BkHHEx/hfrZ4enl05yxiDu8wd1co8udThaV8OYf/Q+nKFVyZEJZDTQFUKgFVVoCqEsAUoVoFUKgL4n/l0Yjk6Gx9mQm+28n4piGbpMsCLuJ0QMPwTJ6nQ4vYNr6hfjP8Ay1OryDMemJ8h820/Zk/ZHRgF4PxnqD03Rzl3l/Lj/qe58n/y4c+HF0hx5BZmfJ/V/wB41ahnw5Oobk88rrV3hLfF7mQKeFpTqin3H4F5unjIeDydQfUyyl4lv/y3stdGf8FvODeviXkz3/iLF2BMWHwfxCe7Jt7RfdyS2xJPD8zKW8mR5Jajt+VeK8P/ABwlCUOj5Y0gptglhADWTo43RdEUSV3I2pYDo6HN6WeMhpq+xnzmXUSA5PD4Meb8HQZ8hzXHkvK2OB3r8NbM+kw4IHyz/tw8+b/Hk/3eB9LDM44HqM8tolpjxvn9PjjON5DWKHnyn+PI7wA6k/t3Vnbhj/ZxulgVqcDtvWwxInBkGcfBxNxxdRPqAcpjshfkeoTjDGZT1AGr0eKPLEWg+d6ky/FOpl6WpHw/0uPUfiEziHS5KAh4PIeshHNLNhOy16XGM+QSlqAbkXzNHZHVij1IxGEDUJ9n2/8Ay3smcGWPKbjH4Xgnk3S5rwe78JyCOcxlpY0cVs5NWrgfRA8vwf4lilh6mcZdzuj/AKn7n3vkfj3Q+vi9aHxw/wCi+iyk3+PfheH8J8idYkPt/gnXmEh0mTWJ+C3xEWYzBGhDyThn0MyivXE//9H6ZCq5MiEshLQUqFQDdKyZbImXgDJ+Nl+M9ZuO3JpZryxdJEPtEvxP/XXW/wDef82LQ/HOtH+8/wCbFQD7VdX4wfj/AFo+2D/pi0P/AC4er8R9CgH2Kvx//rw9X7Poa/8AXi6nwioB9a0fa/If+vF1PhFr/wBeTqP4YqCycn4nj/6s/FI5MegkRP8A5X9x+3vcARwX4P8AEeul+JSjPIAJR42Ppw/8uXLGIj6caApQJPqQ/G/+XL1YydV6XbHGv+X/ADHtP/lz5KIGMA1oX5vJjGUmUpEmR3S/qalAOacrXDPaaPd0/Z/8SP2W/tOiGkhSA2IaUSgx2i7dyQ938DymPSZh7S7YvgD5f4ZnjCE8XeXwvqYvhAebPq/iL08kc34jk2YT4nR8AeL6f4tOzGHzL5hNNR5vybcr/wDAKCqC1nkAySljU8OSghqXSljEBoikCaVK3aBePgu+EmxXLhjFAu3TgmQrxeTeJ7IjLqfTYMPrQAn5enx+bJL/AL2bpGI68/tGbydND+3D+JwwZ4dVUchrDj+wPtTY/E88so3VWGH+7/iTstDCwN/Wl+IZNw/l9Nj4/wAbydT1ZzT9OHwD/nPGfxH9pIhE7Y9oOsICRseLi1msDEJuSMvRdPI7pCj7HKIEfLEeUPXmBB8w5eUGzfZ5Ys1CNcnmjbz5MsoGM4GpRL1ZCMYMuK7PnTyRyndHhqOuWla3E+1/Duvj12MT+0NJRfRMRKJjLgin4H8L6o9J1ETekjtkH7/s+irlHDOpwsfn/W9OekzyxS8fL/S8sviD9l+N/h/7Xj9SA88Bb8b9p5tYn0Mu/uV/3qH/0vpUJUOTJIaZi00ClCUDn67J6fTZJf4ZB+BD9p+OZNnRTrkmIfjHoiCqFdECqFQCqOTQ1JfQw/hOfIN0vKP8TltLUsM4FfYH4DkkLEg8XU/hufpBuyRuP8UPhZzRYZyKgG9Ql2QVVDAFVVAUT4SzPhAiMjE2DRfR6b8TOPy5BY/ifMXlHSmZbL+H/mm/V5RmzGQ+Hs83JaTERvXQIzazs3Z/5EksEtTG33eLBvuCB4ogOdGwKQNOEsASEWtoaAtY8cssxjgLlI7QwfZy/Xfgn4V+ygdRmH82Xwx/7uLAeB1nT/s2Q4v4W/wkCXUxieHq/Hsfp9ST2kLeP8LyRxdUJy4ALx3Pdd/7NQen04juygHXedHTqztwSvinxen6sQ6mcpaRmX0fxaddP5NRJ53Xqg86eB85E1qHpw9Vkw6g2844X2vpg5TB3y/EssjZHanL9syVXi8queCEsvJmnkPmOrvg0j73kPD72b8POLo8fUQGhHnTWB3yWlaWefE1IH2v6NgO7FCXjGL+bgaP2/4L1Y6jpgD8UPKXFHid/wAlTVWPWiOe78f+M/h/7Pk/aID+XM0f8D9eO7zdTijmwGEhYk9GpPLlX4W/3D//0/pSykocmAhbVWlCkFCoHif+XJkrDCHjIl+Wu33/APy5Z3kxw8Bu/wCU/PvREFVVpBTGMpyEIC5HgI4fb/A+jEgeolW6XlwxP/oVzZwsDSUnV0f4bHpYGRG7LV7v/gT15esw4CPUlz/uh53HrepmCMGHSZ7/APcx/wC8yvnY5ET9LpI75n4ssvNOcv8A33jeSq742NO0YI9I/iGHJjjCcMoA+1GD0nqPUO/pz6kCBGWM/Y/8xvD/ANW9fCO8SBkPsX5nlwdRIZBv/l5YnSdbf/MXVYnTyk16SK73K/GfwkYbz9P78kP4XwAQeH7bHn9XWQ+I1ki/JfiHTfsnUSgPhPmj/S5y254stluc6qr3MBVCoBZnwlEuEDJVVgFVVABHbs+p0n4v6cPQ6jHHLh9o88XzF50QOvr8HTRrN0krxnnHL+5ik8LQj8wir1aUCE0SidDhAvAf5kfYQ/oYO6Mfa/nWL4rfvujyerhxy9jznE6uvoVjy/8Ay5cNxjl8NH5fHD1c0cY+0dr9z+K4vXwyj4C3438OiZdZjA5BZGJvlOXB2/if4HLpIjJjO6J+yx04l1OA4Zgjb3ff/Gc/pRiZkAeD5GPr8co3GrP2Xnmy1h8VTnWDz8/RQhj3Qsm16To5wyRllHl8C+1DNtAMgBEDUOGTqMf4hL08J8w7Oa3tBp1RUfw/psplLJUZH4NXzJ9D097Y5Llb7Of8PGPFHPEeaPxwL5u6UD+1DHEAfYe6xOTg83rOmj0x2iYkfY/fdHjjPpYY5DymIfgOq6j9pnuERG+wf0LpvLggP8IdQSYPj/xDoz0uU18B+B6PwjrP2PML+CXlk+/n6aPV4JQl4eUvyBBjcfDR5NQ5PpZb9yvFn6PGiLHBcM39rTs+N+B/iPqx/Z8p80fh/wAUX2sn9ovSrk+fejpbiz//1PpFpUsMApaSqApCtBoPjPx7Jv6w+EQIvlPV+Iz39VlP+IvK9EQVVUAEb6iOSdr9lijjxQGAx+CP9z4duj8n0sd3UYx/ii/X/iOP0sGWUZ3IjWDyvqjotDwzOQxmd+fKf+Tgdvw2eQbsGLTd5jk+GW3/AMY4dSKnGI4EQAuDL6c4SiNQaMf4no1gYR7OL8PyzJPqDT4TE+Z8br+on1ExLIADH+XuH2//ABj7PX54QwR9M7ZDmn5udmQB1YtS9p7fQZt1GXfyHT7Uf948v/lw47EM2ulx83xJ/DpVZBqjy6fjtfs0dSfN3edlFjVXgfOBUR4S9jAVVWgUS4SiXCBkqq5AqqoCqoQCtKqBM9A4u0+HJA0xaSfr/wAAz+phMDzAvxwNav0X/lvZazSj4h5vU9VfVSyPpcg3RIPcPwE8kuk6kyhoYnR/QJl+C/E4beqk7POngznz9Rkzy3ZZGTiNNU6ICIUZylySnHOWM7omj4hhWQiyd5/Feo2jGZaBw6jrJ9RV6V4OHtRFpBBrXwL+j4JieGJ/wh/N6s0/b/g/WDPh9KXxxFUpNKreJ6OIXAgvxWUbckon+Iv3WONAA8vxv4liOLqZiWlncHFz1fivFycoySwTGSBoxNh+36XrI9b0wnHk6TH8L8Mez3fhnWno81/Yl8QcVcHbOy+SlfEf/9X6VUWrDAVVUAqTtiT4Aotw67L6fT5J+ES1A+DnL1JGR5JLKFepAqhUDXpZ7OoxyP8AFF+v63p946iUR9kU/FEkESjzE2/dYZ5Oqhiy4ydpH8yLwzMGmdK6Hz+cjdjy9pRCen/ldRCeQXCR5dMnT7t/S35oEzwn+OH/AHTh059TLDFmPkvzAvV4pQc9Gep+N5IQhHFAAyJ3PF0WOGLDPquo5l5McC+n1fRdH02MyySJMiNsr88Yf+Uny+pA6rNWOV4YAVL9/wDeJayab2R1/g/T76JuvNIj/C4f+XKRjhDCNb82r6fRxljAMaie0Zf92/L/AIz1R6vqibsR8oeL9VzSwRxAaAJVXuYFKEtAolwlEuEDJVVyBVVQFCUIClCoAnw5OsuHJFC+z+BzrqY+7a+M934Zk9PPCXtcM75X+S/3D7s8l+M67p59X1cxiFkDc/ZHufY+D+H9Xj6bqsssgFVuM3Rw2PlsmKeLy5AYlzD9ABi67r/VjO4H7MnP8Z6HHglGHTRuz5tftIHiK/T5vwHGMHrkHcI/2x/E+b0XSCseQxsmW2Yl/CgeSTfDrDp8szUQeNz9R+M/heDF0/8A4OYxN7z/AI//ABbl0HXYMfSyhI75gaoHkfh/4eOtjMiVSh5iFx5ZYJjJA0Yn/lOUesnAyjgGyMjr/E0dQ87ans/HUyj7ToOtj10RMaH7UXH8e6A9RjGaA88P+i/M/hnUS6fqImJ5O2Qf0AC9PFqxRyuvbumj83PZSLfT/GehPSZt0R/LlrF808PJrE+hW3Kso//W+jVVYYCqFaAvnfjc9vRz9vlfRfD/APLknWCEB3lf/JaiHyqVV6FFVVEF9z8B/EDhJ6aRoH+1L+H/AMpvho9zm1eSNJwfZdX0gykmNgx1jm/xPm5Ibtepxkn/AL3B5t3/AI3EjovxwSiMPUmqOmT/AOCvv9LmxGNwnGibeCbpqbaVj52OHFIgkZJe+Ji+j03S+W51EA/CP/dmX/vX0+pz4thBnEfwvg9d+O4sZPoeeZG0/wAG5vO1sERVSN/xbrh0eEYyRLMfg2/Zg/KQB5LUpTzTOTIbkeUu6VjX4iWaYqqvUyKqqAWZcNIlwgZKquQKqhAVVUBVVQE8ODuXBgC74TtFjkODrhOpDm2h3yfjPv8ABlGTpoz8Q/D/AIiSM8qfpfwbqBPpjA8xfmevO7LItRm6i1kcuPIcUxOPITPNPJIzJNlzKhpzPRl+J5jgjgBIrmX8TzevL0/Ts83bgqBvn6qfUQhCeoxjbFwBIUoQN+ijuzxj2t9DrsB6fJ/hPDw/h+nURt+mzYo9THbLn7L5c2/GyPVkuD5/Bpngf8UX9GjrXufzgQliy1LkF/RsRuIPsD3y8SZ+zOXrOmj1kJYpan7H+F+HzYpYJnHMaxfv8R/mF8T8d6H1QepxjzQ+L/FFWqTIzOPpZ//X+jVVYYFVVoF+Z/8ALkyfzMeP2Ev0z8r/AOXH/wARH+lq1IeKqq7KKqqAqqoApRcfhNJUIAkDL4iSgADs0EoAVVaBVVQFKEoCzLhpmXCBmqq5AFVUBVVQFVVAfFwd/FwYUXTGak5tw5DHoby/iR634f1Ho5DE6CQp4uvnuyGuAj7cWOo5c1O2f8RzFQpUOzzBVVQFCUIBjLYRIdi/SdN1QzxBjyH5ocPp/hPMny/kceOPxHakyej1vTjqI+oPiGr7n4L1w6nAIn44eUh8j7Evcx/5bv8AxJ54WRMHbMjj6j6rEbnIsdURHGQeJGnTF8Unn/EP7Y9769zxLU//2Q==" style="width: 400px; float: right;" data-filename="Republicanos de Indiana desafían la presión de Trump en plena batalla por la redistribución electoral 2.jpg" class="note-float-right">manifestaciones
vistas en otras ocasiones. Conversaciones con votantes en varios distritos
muestran que, aunque la mayoría sigue apoyando a Trump en otros temas, no ven
la redistribución como una prioridad ni consideran justificadas las tensiones
internas que ha generado. Para muchos, este proceso es solo una disputa más en
un ciclo político marcado por divisiones dentro del propio Partido Republicano.<o:p></o:p>

The lack of
enthusiasm was evidenced by the low attendance at public events organized to
promote the initiative, a far cry from the massive demonstrations seen on other
occasions. Conversations with voters in several districts show that while most
continue to support Trump on other issues, they do not see redistricting as a
priority or consider the internal tensions it has generated justified. For
many, this process is just one more dispute in a political cycle marked by
divisions within the Republican Party itself.<o:p></o:p>

Aun así,
la presión hacia los legisladores continúa mientras el Senado se prepara para
votar. Aunque existe un reconocimiento general de que la redistribución es una
práctica habitual entre ambos partidos, gran parte de la base republicana no
parece dispuesta a convertirla en un motivo de confrontación. La figura de
Bray, por su parte, se mantiene bien valorada entre los votantes locales,
quienes destacan su integridad y su gestión, y rechazan la idea de castigarlo
por no alinearse totalmente con los deseos del presidente. <o:p></o:p>

Still, pressure
on lawmakers continues as the Senate prepares to vote. While there is a general
recognition that redistricting is a common practice between the two parties,
much of the Republican base does not seem willing to make it a source of
confrontation. The figure of Bray, for his part, remains well valued among
local voters, who highlight his integrity and his management, and reject the
idea of punishing him for not fully aligning himself with the president's
wishes.

10,400

Fans

752

Fans

1755

Fans

818

Fans

Republicanos de Indiana desafían la presión de Trump en plena batalla por la redistribución electoral

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