For testimonials from previous purchasers, you possibly can learn our 130+ public reviews here. Consumer law Office is a client-centric legislation agency that's committed to delivering wonderful customer support. It doesn’t include figuring out responsibility or protection for an insurance coverage claim. It is essential to note that an appraisal isn't the same as an insurance coverage declare adjustment.

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/wAKc/kFx0e12/mL3x/Y/P8A8guOTdpm6xX5P7R01M1vkyn2NC/SQrbz4ez1s7c9vLPlmOR4ik5NZTyWvb9wvpLsao/xDhvF6TMG5xlzHYXY4XPoNypQ6w1tudR95FnBSHJPOO2RJsZ/LFh9Tkup6AbYD49f7EUUjj8E+Fj8mIpXNqnHbs8TUY1hTqpxJrHpJX6bt3AuZ8X1vE25xu88R0I6sU0hvpTUigBIpgapvogH9J3N7P73EYmHkVArJxpcHT5roOMIvwuThrCPHkfGM48Jy5G6H1391lAXyeic6v1vj1fsCv8Al2o6HZAxxHG2zb6vWwai5U7Fr05SZ19ksOOy2NymsgkYIPmAfhF5OhfUnULUJm8vt+uWoVj0Fcl6KZsD72Fh3ftISO+1P1CMrhvEo?+Wyjym+pv0XO9tfBVXJVz8TCVnLAjGW5z9G7Wt1vvsoA67rhaq2vk9IBwFFDpkpJqwclC1Avkf2rqYjrRupTVia6WjNTjSmX5C4ZeTmEq4KA454C/gErJzG5rtN/bl1B3Y5kkT9e9ATk9wgplx+RAja6l6Y5a2v90tSoLaUTzc22U8bdzbawR8eY0lUXOqpKz?+WQD7/ALL1fAo4osBpOGiNZaRzj77MB+Zefkr89XePudbwI85Vs/8ASoinXQb/ADwEr?/wPPf8AVxbTqbqaK10sXBV2lZRO0uWmEkdsKWg/nipfQZ/PASn/AAPPf9XG/wASscXpiPT7rx/gZhj7OsaYdwXD5MC6VECE25ObdqX9Zvf4CoUzCbcf?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?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?/Cz+ofD/wDFv7KPfk9UBer9aQpIUkUFZ5/35qOg024zIyr0zgJS22pRI44AzHJfRXWiv6H3NNXNblKkJ+Ym5Mya0TZXtSkrSrI2kHOUiLQ6fdX956n2bqYq46BSaem37VmahLKklOBbjxSpKUeuogc4+JjKwHE4IaZtO49/U2+ZWh7W+BsYxLHH4zEwezkRtvmF9bN2vfcqocpdkm3qSi+J+WcnJVFa+ya2kEBTqPH8TAzxkj2wv6+anUjWDUabvmj0Wapjc3KstOy8ytKllxtO0qykkYI24+iPenHTmm6o6u2/ZlabeXSpgTDs8GHC24Gm2FkEK8vvmz4GJI6xOn+ztE37YmbGZnESVXE03NGami8fFb8MowT24Uv6o59sFVJQyTNty81z53/9K9gnxTAqLiqkwuYO9r5RawjwBpuSDrucvl5KeLsrqbk6AmqqlQJVb8q05g5wttxLah8CkxAfQb?/PASv/AAPPf9XD3sOtiqfJ+3VSgSVUWcmZXb7N8wh8fD79FdtHNV6voveyL3oVLlqhNNSr0qGZpSkt7XNuTlPOfV/LG0q6lraqkqX+HKCVwvDmAVM+BcQYPSNvI6aRrRew1AtqV19MJtx/6nal/WT3+AqKy9MvVzeOt?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?+4FqmEAFRD3OHQAeSOche0g8G/OmeoVJ1OtKVuekoLQdJbfZUoKLLqeFJyO6TwUnzBB9wiLMquBTmUnzjEe8ZyMAxhWBmLCqnVYVe2Pgk5jKvEYiDntFFapkrVHplepM3RKxKNzMjPsrlplledrjaxtUk45wQSIYFsdOWill12VuW1rBp0hVJFRVLzLRWVNkgg4yrHYn64y9Q1416wdGrmu62ZlEvVKbLodl3HGwtIJdQDlJ4PBIikdE6r+re50OuW21MVhuXVsdVTrcMylskcBRbScH3E5jVV1dS0szY5mFzrXFhdejcJ8JY9jmGzVWHVDYoL5H5pCwE2G42Ohtr7ldy7+nzRq/wCvP3Pd9h0+pVOZShLsy5vC1hCQlOdqgDgADPsEK01pPp3OWM1pvN2zLO2ywlKW6eta/DQEq3JA5zgHnvFVtReorXXSrUGxm7mqEuLer1NpU/OSz1NQ24kqCEzrRJwpKkq3KA/B3pHOIUtUeozVWa6k5DSHTOtyctTXpmSknVmUbeUFOJS46vcoHG1tWcc/Nix2IUTC7ua3DTpqSfuFkx8IcT1UcAZUXiEbpmHmOysbGbOt?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?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?/AIglbfl2vp57LU4PwdxGRRyUEuT23Nls8tvk1Oa39VY++tMrH1Lp8vSL7t2WrEpKu?+My0+V7ULxjdwRzgmMVhaUae6XszTFiWxK0ZueWlcwlgqw4pIwknJPbmIJ1c6krqlOmq1dW7GmZeRqVZmGGZoOMpeS2strDqAFexxBAPsHviR+njUi4L40Fp2ol6TTT0+tE89MOobS2na0+6keqOBhKB9UTx1VNLUZWjvZc17dD6rV1WCY5Q4NzZpCIDKYjHmP94NTdm24380vXvoLpFqNW/tgvWx6dVKgGUS/jvbt/hpJKU8EDAJP1wtjTuzBZX7HQoUv9rno/on2PJUW/Az8zk5x8YoJZnW3rjVLzoEvV65TTS5yrSjc40KehJEq48gOJB7ghBVzFt?+rHUm6tK9JlXbZk4zLVD7IS0uFuMpcTsWohXqnjtGPT4hRVEUtRG3w+LTU/utxjHBvE2EVtDg9bNrLYxDO4tabgD/tIv0GiclndPmjdgV5i57QsSn0ypyyVttTLJXuSlaSlQGVEcgkQtX/pZYOqLEpKX3bUtWGZFxTkul8qAbUoYJG0jyihKOrzqrlKDL3o8uUeoTsyqVbm3aSj0Zx9OSWypJBzgHjI7HB4MXc0C1VTrPpjS75XIpkpp8uMTjCFZS3MNqKV7T32nAUM84UIuoa6irTyIm20vYi2nmreKuFOJuGQzF66fOQ4sztkLi1wB7pO466JHT0j9Op5GltKx?/unP+1D0s7T2xtKKJNSFmUGWo1PUtU4+2xnaVBIBUck+SR9UO1IwIbl8Tol7emQOS6gpI/qe5/yRsY6aGJ2ZjQD6ALi6zG8TrojDVVD3s3s57iNPQmyhS4PTLneqjIbSpyqPeIrecFKUcgD4AD6obviA1NySnWmnmFkvKW6B6oUACQDxkY7DMSTKyjLNOkat4aPEddUoJUkkK45Bx7cE/VGOTcpsy41Ol6RWslSUIZRgJR7xGWH2WjENzmJVOr3rC5i45yUkXHEKU84g4BQWmfEKUlsfgrJSRngp9bHJhuKm5eXO5tTTagA7wQpsuLWcpORghQSPWPOOeAN8Sh1IWLNUC6371k5Fa6ZWWkh1aE/e2ZhJO7djslaVZ953e3EVquq7nZIOOpW6VHchCVcLxgE548/VyBzweR3C91M1ie9TrJlWl?+MFcukqbUvbuSN4CyoAq3EYHOU8bVZJGE01CoVFyYlKZKzMw24koS+2ykAgggoSjlKOM5CCgHxOcgYVHmjVRc1Z1g+1GefUmUp0guoutDgveGpKEoUfYA4Cfoi6UnRqTbaESlIo7B8JIPqoAxj3+UaPE8XNE/lsbdy6XB8DZXN50z7N8gq/SOmuoVckmHEUtcoytOHQ6rccKyVAg5Pcrwc5AUoZ54WWOn6tzb6JqdqT7eEoSsJJAd252lWT3AKgFfOGc7ioAxNjN7obnEykzKolE9iXFjB9/shwsVOSnFb2pyXcQkfgqBx8RHO1GLYg7vE29y7OjwXCWC2UOPqVBMv04SL0yZtdQmGnxtUpSDsT+CcgJwAolIJUBlRyVE5Ma0502W7LIdacqkwyFtlClBwnag?+WM4x2wOw2pIAIBE9zFYprLTm+aZbAVyVHA2j3xF96ap22t9dMoIXVZlPCzLI3pz7CocfljHhqsSqXWY51lmT0uF0ws+NvyUS1fRS35UBDdyTqkZKzhQyXORuyec4JGe5GAchIw1azpPX2Ut1Ok1NE6zKAbWnUAFKUlRHKecc4PYkAZzgGJdptYrUwFTEraEoFDu9NvFR+pCT/HGtUVXnNNuOS81bzIUdqkNyrwJPsJKvzRtYxikViX295Wplp8NnFhDf3BVgq81eNoSxma?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?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?++bMWUGWOCeMHxRh37/dTcXGbEcXwmvmYWmKrfFqLXGYFpHoQ3Q7FQ1M6k2t9ybK6YenFVfVca55csG1femApSwsqxj9yMZzzFw?+hGjz9L0DlZmfZcaFSqU1Osb0lJUySlCVDPkrYSD2IIPnFNZjSy1/uWJbV5lt9uvi4VU11YeUW3JfepITsJwCODkc98xdHoduWo3FoJIN1SadmHKTPTNObcdVuPhJIUhOe?+EpcCR7kiMzBC/2xvNtfli1vK/Vcx2n+zt4aqBh1yz2x3Mzbh+U6Nt+X6qwYIx3hg3Y69NPTsxu3SqGi2lJOUqKQSeO0O+sz6abTnZpRwQAEjzKjwP8Av7oZE++h23H3CrOCvn4GOzC+aCbNScplEza0tMoTktoCkpScc8+QiLqXtVVW0U2pKDBeD6N6M+qskFvOeCCDnOe0SpZznpFnffhktOFPwB4iK1yy6XcEzKNFClSjvjsoJPDThJI/ts/XFRporCSQCnJdjcrVLXnpeoSqXZVX3l9pRB4JA7fGKc6ydK13yMmu6tPWnq5SwlRck0rKpqWyPWG3GXAR5j1vaPwjcV9UxUaJNPql9iJhaVYAOM7hj+KPKlddOsWdlqJPM70zaAsBIzjyyfd5w1A0VWuym5XOHR6xXJbVKWrVpzrklWnmVyDr7pTtQgkbkFCkkbiUgDI4IEWen7BZQjdcdRrc?+pI9fxp53ao+xKUEDntEr3RTqUi?+bX1HkpCTRL1liYok05tB++OhLkstfv3tBOT5qEZZuSl5ib2TLaS26AtJUccxp8UqI4pGueNDouswG8zHMbuFXW6replAraqFN2jKNuqU2hCVq8VeVpSRkrBP4Qz7/OEC6NOltUOqVyguO06Ypcut51Eu4tAXt5Kcdu2eRiJ8uuSlpytoqT8sxMTMs2EpeW366UgYHrefsycwx9QEiQtU01W0zlzTTNKlmU91B1YDi8d8BG7J58owpMVjL2thG2630OGyMgeakg32tuoKufSvVCl2TK3pV6p40s80245Kl9xbzTbmNpUCMcZGRnjMSRRbRlaMJSXpn3yXmEtrWW+CMjGcdz5nMTfflJlZm3pilzjCHZd2X8FTZHdBTgj6ogWyqk9S59Wn9xzSmZ+TOKdNOKwJtjunB81gcEe6MeHG5Z4nssA4HT3LNjweKicya12kan1S9ULTrX21okpRxz7CqmEviYVNeohsBIUlSOCFcK4A9mIyvyqW6vMyjJWuWW+fA3n1g35Anuf44cSjVmgEOtt7QB63fMaM1WKXRVmaq7zKSpOEN7cuLUfJCByo/QIhfjD6hvJDdlNBg0VLIZs5N9dSmdUqU0NRJlfhoUr7X2/EwASCXl4P08H6obi+mmta2zknalGudqmyTE0upVJ9/c8VMkAeogEblpUQAkkAd88AF/SUvMuTE5cdVk1S0zU9iUMK5UxLtghpCv6rlSjjzXjyh?+6LSlco9YmqjItsv?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?+XkyRsZa975Ba+wtfy6LlZaVpLd6q5S03ZNfhMXq4jaUEDw2ZtSge3bCR9cK3WfbsxTuoettoZWU1WWlJxshPGFthr/CaVHQ+o6n6T0WpP06r6gWnIz8svY8xM1aWaeaX7FJUsKSfphySj1MqsoxUZFyWm5aYbS6w+0pLiHEKGUqSocEEYII4jVu4daYHQl/idmvb6L0CLtjqG4pBiXs4PLhMJbn3uQc18umw0t8VWjrEp5pnSnKUppskSb9KZACe20gfmisWinVRfei1qosq37bpU7JrnlzRcm23vE3OFII9VQGOBjiOispqZphV6oi35G/ranai46WESTVUl3HlODOUBsKKioYORjPBhQuOvWfZ9NNXuqr0mjySVBJmJ59thvcew3LIGfdGTU4TJJUioikLTa211osE7QKKhwWTBsRoRUMdIZLl5bZxAHQdNevVc?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?/vnF/XF9ba1c0mvSofYO1NQraq82UnEpJ1Fl5xQSMnCEqJOAPIQ8ESsts2eA3tPJG3iKOwBjCchy3ZlOm?/rup2drVZUsaK1hmLJxM0l/hA/INNtTr9FzkcYdV0DoIYcyi7dxwkk4LxH5xFhPk?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?/WWbpvB1qaqEuNkpLMIIl5JBOTs3cqUcDKyATgDAAh4T7qA4UkAduI+0KmZKXU/JljxVgAh0E8e73xy0c5Js0L0J9OwsDr6rFdks9NSay0nlIBwYiOsW1S7mCZCu0ttxC8JQtScFJHsUOQeOCDmJNrN4M+juMKllKdCClQPG1WPL2wwJaYnnJpkzC/vC1BRRj5oiTKWm4/qsyAB0eR6+ZTSaV2BiYrFfclUj1WlVd?/aE+zIUDj4xvyNj0C3cvUuksNO5wp0je4r6Vqyo/Ew5WKqhDYSRx/GIwz0yFslSfmrBxGHJJK494lTRsiZsAEy6wrLg9bAJKfh7IdGidepd?/W/cyqCXg5SplyiFTo2AOoGV7fPG7Az7swzK9NolFLfdUA22Co57Q3tDtR6No/KXRJBt2fNxVt?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?+2JaYOilny7/wD6oapwmgp8x0J1X3ppOXn0g9X0tabNyKd?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?/AEtUy5sHwTgD3COyPRNcBubpZ09n1uBa2KUmSUR5FhamsfAIEca7Ss2cve2tQr0cTn7W6WxUlEdvGfqEu3z7vDW/8RHT/wCSvukVzpomaGo?+vblxzskB5ltxDUwlQ92X1j/imJcSYOQ3L+WwUWFOd7Q7N+YE/VUW6ZkgddlsgAD/AD5T3YY/9ozDx+UUvm5tR+qp/TJydU3TLdVIUmmsKWfBS/MtNOuPqT+6Kngkn9y2kCGd0z89dltED/1ynuP/AMiJZ+U80Pr1o6rt690Rp80a5USzc9MN5HoVSYQltGVD5oW220U/1aV+0ZvJDatl/wCXT3q3vPo321s/X3KFtRbFvToa6h6O3S7pZqtSoIkqw1NyzCpVD7SyfEYWjcr1VALbPPKTnjOB0n+UFuxmk9H13TbDu01xunyMvn8MPzTW4f8ANBcVU0Ut/Rb5QasNL1ruy5qVqdRKUxIuM02almJerSjWcTKEuMrPiDd98SFYyQpIAOBKHyr9Rbomh9iWTLTDmH7gS8nceVNy0o62N2O/LyPjiMWU82ojjeO8N/VZUIENNLJGe4dvRUX6QLlRaXVBppV3HChtdfl6eslXGJvMtz8Xs/COknyoCUnpVnQpPArlN/lFRy0q9GmNO39PLxp58OZqdNZuJlR52utVCYbSR8ZYGOoPylFRYrHSAavKqCmZ6q0mYaI7FC1bgfqMTVoz1ETxtt8lBQEspZYzuBf6Jt/JIjOhV4FKUg/be75f/IykRD8rPqLW5m/7Z0vRPvN0anUr7MvyiVEIemHHHG0uKHZRSltQTntvVjuYl?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?+qAGPeIjeiVlt5lD6HNyTg?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?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?/APXRGDh875Zy6Q3NlscTgigpgyMW7wVndJvkorSt?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?//wBEXF6juu2j2/q3cXTBdGg0pdFGemZOkTc2/cPgh9uaaaWSWPRV4KS7x6+fVBBT5U56Zj/49ls8gkXlPnv?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?/mg4CzQpY3FpKt706V12p2S/LNPqW/IvoO0njY4gEEDy9ZKvricKHcaJhh2nzSPBfa+eFjkxSTpyvg27eDdMmZktMT5VIr3K9UKUrLZP0KAH0KMW7mlImgUu7mZlA4UBhST7z5iPIeI4jQ17iR3X6j9V6zw49tbQtLPGzQpcqP2OI9dYUU5/C84TQ5JtK8dOEhI4A9sIDsnccyFJly2pI53KWU8wlzdHuk5Q/NyyBjI8NRJH18RpjI0t30XUMmcBlym6x3fcxllKk5ZRcmnjhKQe0IdJkJuZmUOTThWvkqJ4A//sbv2FapZU68vxphZxjG459uTzCHqXdLWm9iT1wvLSiemE+jyY9rihgEDzxyYRnnvEEQ1KikAgBqJjoFU7qBqjVW1OqUnT1bkpnPRwr2+GAkn6wYbBmy6+0pILTMkgp3JUU549sJbC3ZyqP1J1S1bAVZUoqOe?+cnuc+cfckVzs4mVz97T6zn0eyPZqCn9ngbF5ABeJYhUe0VDpP5iSpftzXrVm3ZGQYkNRK6uWkSFy8s9Oqdaa7HCEuEpAwBxjESfL9beqVal1VSbkqe/V5NrbKTmzw0qUAdpcQnIPvKcfRFWp2admZ1MlKKwO3EKz80aY0zS5Y5VtCln3mMk08cmhC14e5ul1ZTS8zc2zNXjc10C4rkrjypipTuThDh7NISeUJQOAP8sOyef9UjP5YqXK1Oapqsysw4l1zGdiikj4gw96PqdW6XLFuamVT7IAG147lIPuUeSPcSYwpcPcP7srZwYkxujxZShW6mW1JkpNYdnJoluXSPI+aj7gMkwqUySZpkmiVSpRUPWcWvutZ7q4/i8hgQxbBr1LqtVmapNTWahNANstqxtaaHZCPaScknuePZD8mN3injtGukjMZs9bATsqRdpXUO7LGs6+qeik3patIr8i24H0S1Skm5ltLgBAWEuAgKAJGe/Jj21bKtGxqcqjWZa9JoMgt0vqlabJNyzRcIAKihsAFRAHPfgQu4EG0ZzFmY2tfRa7KCb9Uy6XozpNRLiTd9I0ztSRriHXJhNSlqOw1NB1wKDi/FSnduUFqBOcncc94+Kdono9SLgbuylaW2nJ1pp5UyiosUaXbmUvKzucDoRuCjk5OcnJ9sPfAgwIZneapy2+S+AnjGYZtx6LaRXhVna?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?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?+GCcgwPjupG6Rp4TikvS2xR8sj6YbMm99jptTDzWWnDvB88nvC5MvpCUpzkY7wiT6EkpcSrJzjtF0rQ7Uqkby3QJfpl3Vi1JsTlFqCkhQypJJ2q+kQmVe56zc0y7OVWbcWo9t6uPgPKE1MyhGUq5zwRHy44t8hOzgdsRgexQmXnZRm81nfiFRyeRnOXyQhBmcMJRwOVcxtuFmWbCGk42p5Ptj1pTEg0XSnKlDtntCDUavjxNqc7hgetGUAAsS5ckycmFmbUlg5WeB9cLlMlESDG5asuLG4q98JdIldpM5OjG/lIxG9MTiVZ8M8DiKN81G53RZJucLbCiFZJPMbNAlkpbU+5x74RGg9NzIbKTs9veF95YlJVtpAwVDmLxvdWXWOYV482UjlIjSqJXvQd?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?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?/AKoY+qHjpdUGJ60JmRQnCmXXEEDtzzEUVeZbRlScpPbKTiF7RatqbqlQpa3DsmEB1IPtHB/jERMntKAeqvdFePTondR2HG6upSEYbCwDEjPuF2nKlEjAHc+2GeZJ96e8VLZabCgTjzhzqm2ky4S0sLVjBxGwjNlhPFyE3aF4TE88heSkbhnHsEak5NAIX6wO5Xq+6Pp10yc2tCVEBwnPPthNDiAo7hkIPP0xCX2Cla0brVqnCgEHcVA5j7pjRRL8koJGD7Y+ndr6hjG5avqEO+1dMNQL0QlVtWbU51knl1LCktg+wrOE/ljElqIou?/I4Aeqyo4Xy91gJPomsppht3HB9XOT3jG44fSmm2zkK/JEsudK2sAZM1OUWXl+w2OTaAr?/JCc10+amNVZuRNtOJUQSJhb6PAAHfLmcfDv7owxjFG64Ejfmsr8HrLj?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?+ErpV+OVO/TQRStBEU/dY9LP8ACV0q/HKnfpoPuseln?+ErpV+OVO/TQRStBEU/dY9LP8JXSr8cqd+mg+6x6Wf4SulX45U79NBFK0ERT91j0s/wldKvxyp36aD7rHpZ/hK6VfjlTv00EUrQRFP3WPSz/CV0q/HKnfpoPuseln?+ErpV+OVO/TQRStBEU/dY9LP8ACV0q/HKnfpoPuseln?+ErpV+OVO/TQRO3Ui4Zy2bOqdSpSG3KiGS3Joc+Z4yuElWPIHkj2AxWe25+6Jpbz1zMSTLaMFJYCsuK9hyTDi1W6qunSqvS9Mp+vunMxLMp8VxbN1SK0rWeAMh3yA/voiue6jNCwNkvrLYqkAkjFwyf6SNBi9VO1hZE0n3LoMCpIppc8rgAPNSRPT7TvZJx3hGmp8M5UFd/ImIze6i9F3FqH7L1mYHbFdlf0kJNR6gdHV5DerVnq?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" width="309px" alt="invoke the appraisal"> An appraisal is the neutral evaluation, analysis, or estimation of an item’s price or property damage to determine the quantity of loss. Appraisers have some discretion within the comps that they choose to match a house to, which might open the door to bias, whether intentional or not. Comps ought to generally be located within a mile of the property being appraised, in comparable condition, and close in age, square footage, and variety of rooms. If the comps your appraiser used don't fit this criteria, and there are comps out there in your space that do, you may have an excellent case to dispute the report.

h2>What Are Insurance Appraisals?</h2> After paying the charges concerned for the appraisal, you could not find yourself with much of the $5,000 being disputed. Most policyholders are unaware of tips on how to dispute and resolve their claim with the insurance coverage company. Policyholders have a selection and a voice within their policy for this very function. It's referred to as The Appraisal Clause - also know as The Appraisal Provision. It could seem like a flowery clause that may take a legislation diploma to know. However, a simple approach to perceive it's that it's the insurance coverage industry's version of arbitration. Insurance Attorney's will normally charge 30% to 45% of the total award. On a $200,000 declare, the legal professional's payment can be within the vary of Sixty to Ninety-thousand dollars ($60,000 to $90,000). Remember, the Insurance Appraisal Process was designed to keep these disputes out of the courtroom. Additionally, owners should know that having a broken roof may negatively influence the worth of your rebuild value ? it is a crucial element to maintain in mind before scheduling a property insurance appraisal. In Canada, residence appraisals are accomplished by third-party appraisers.

ul> <li>These two appraisers will then choose a third-party moderator, known as an umpire.</li> <li>Appraisal bias can happen consciously or unconsciously, or it could happen as a result of the lingering effects of historical discrimination that linked race to property values.</li> <li>Your appraiser will work with the insurance coverage carrier’s appraiser to assess the dispute and will typically perform a house inspection to determine if the insurer ought to pay more cash to the insured.</li> <li>Therefore, bot exercise that doesn't conform to BLS usage coverage is prohibited.</li> <li>In turn, the insurance coverage firm will also rent their very own unbiased appraiser.</li></ul> Once any TWO of the three individuals on the Appraisal Panel signal the award... The quantity on the Award binding and is paid by the insurance coverage firm, to the policyholder. Once the Appraisal Panel is about, the policyholder's chosen appraiser and the insurance firm's chosen appraiser will evaluation the documents, estimates, and differences between them. The two unbiased appraisers will attempt to focus on and resolve the differences in harm and in cost. For instance; the insurance coverage firm may determine that brick on a house does not have to be changed.

h3>Find An Professional</h3> The two appraisers will then set the quantity of loss, stating separately the actual money worth and loss to every item. One advantage of the Insurance Appraisal Process is that the two independent appraisers haven't been topic to the bickering and anger between the policyholder and the insurance firm. All the appraisers actually have is the amount of the damage and the distinction between the two estimate numbers. They don't have the earlier baggage or anger that led up to the Appraisal. The process was designed so that these two individuals, who've no real interest in the outcome, may talk about a settlement based on the information introduced to them.

div style="text-align:center"> <iframe width="569" height="313" src="https://www.youtube.com/embed/9jN8B9vS5ZQ" frameborder="0" alt="Insurance Appraisals" allowfullscreen></iframe></div> If you believe you have experienced appraisal discrimination, you've a couple of options for reporting it. Home sellers sometimes do not receive a replica of the appraisal report, but you'll have the ability to ask the client if they're willing to share the report with you, so you can verify for incorrect or potentially problematic information. In majority white census tracts, only 7.4% of properties appraise under the contract value. The appraiser will make a note of things just like the materials and components that make up the house and the situation of those things, any home facilities, the number of bedrooms, and the sq. footage.

Going again to the roof example, a question might arise whether or not or not a discontinued roof tile could be matched with roof tiles that are at present being produced. In both case, the insured might avail the appraisal course of to settle the dispute in a non-judicial method. This is why no person goes to appraisal with flood claims under the NFIP?the course of doesn't allow the policyholder to gather what is due promptly and effectively. https://onlinevehicleappraisals.ca/ and buy appraisals both seek to place a price on your personal home. But whereas purchase appraisals assess your home’s market value, insurance appraisals decide your home’s rebuilding value if it’s destroyed, as well as the worth of any special contents. When you purchase a coverage, some insurers might ship an appraiser to your own home to collect an accurate rebuild estimate, especially with higher-end houses. On the other hand, if an insurance coverage provider underestimates the rebuild worth of a home, they will end up underneath compensating their customers, which displays poorly on the corporate and will lead to a loss of business. If you've recently been asked to finish a house appraisal, there's nothing to fret about. Your home insurance coverage provider is not attempting to be nosey ? they simply need to be sure that you may be compensated correctly if a catastrophe damages your precious property. But other corporations might simply use software to determine your home’s rebuilding price primarily based on its build date and sq. footage. If your insurer’s evaluation appears off, you can ask to evaluate the property details the company has on file to verify every thing is accurate. The choices for regaining more money or altering a signed appraisal award are limited after approval. As well because the long wait when deciding on appraisers and waiting for them to agree on an umpire, appraisers usually take between one and two months to complete their appraisals. Furthermore, policyholders may discover it exhausting to seek out appraisers keen to work for them since they often prefer to work with the insurer.


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Last-modified: 2023-10-11 (水) 15:30:16 (211d)