Arizona Sonoran Copper Company Inc. (TSX:ASCU) (“ASCU” or the “Company”), releases its Mineral Resource Update (“MRE”) for the combined Cactus, Stockpile and Parks/Salyer deposits, together the “Cactus Project”, located 45 miles south of Phoenix, Arizona (see FIGURES 1-7). The upgraded MRE is expected to form the basis for the ASCU Pre-Feasibility Study (“PFS”), targeting a 45-50 ktpa copper cathode heap leach and SXEW operation, and is on track for release in Q1 2024. The brownfields project is wholly-owned and located on private land in Arizona with ~$30 million of infrastructure onsite, an advanced permitting stage, approved water rights and access to water.
Highlights:
- 445,700 ktons at a Grade of 0.58% CuT for 5.17 Billion Pounds of Copper (M&I), a 221% conversion of pounds from the Inferred category
- 357,600 ktons leachable at a Grade of 0.62% Cu TSol for 4.43 Billion Pounds of Copper (M&I), a 316% conversion of pounds from the inferred category
- Cactus strengthens its position within the top 10 copper development assets in the USA (sourced from S&P copper projects in the USA, August 2023)
The Company will host a webinar tomorrow, Tuesday October 17, at 10:00 am ET by President and CEO, George Ogilvie and Resource Geologist, Anthony Bottrill.
Please register to join here.
Table 1: The Cactus Project Mineral Resource Estimate, as of August 31, 2023.
NOTES:
1. Leachable copper grades are reported using sequential assaying to calculate the soluble copper grade. Primary copper grades are reported as total copper, Total category grades reported as weighted average copper grades of soluble copper grades for leachable material and total copper grades for primary material. Tons are reported as short tons.
2. Stockpile resource estimates have an effective date of 1st March, 2022, Cactus resource estimates have an effective date of 29th April, 2022, Parks/Salyer resource estimates have an effective date of 19th May, 2023. All resources use a copper price of US$3.75/lb.
3. Technical and economic parameters defining resource pit shell: mining cost US$2.43/t; G&A US$0.55/t, 10% dilution, and 44°-46° pit slope angle.
4. Technical and economic parameters defining underground resource: mining cost US$27.62/t, G&A US$0.55/t, and 5% dilution,
5. Technical and economic parameters defining processing: Oxide heap leach (HL) processing cost of US$2.24/t assuming 86.3% recoveries, enriched HL processing cost of US$2.13/t assuming 90.5% recoveries, Primary mill processing cost of US$8.50/t assuming 92% recoveries. HL selling cost of US$0.27/lb; Mill selling cost of US$0.62/lb.
6. Royalties of 3.18% and 2.5% apply to the ASCU properties and stateland respectively. No royalties apply to the MainSpring (Parks/Salyer South) property.
7. For Cactus: Variable cutoff grades were reported depending on material type, potential mining method, and potential processing method. Oxide material within resource pit shell = 0.099% TSol; enriched material within resource pit shell = 0.092% TSol; primary material within resource pit shell = 0.226% CuT; oxide underground material outside resource pit shell = 0.549% TSol; enriched underground material outside resource pit shell = 0.522% TSol; primary underground material outside resource pit shell = 0.691% CuT.
8. For Parks/Salyer: Variable cut-off grades were reported depending on material type, associated potential processing method, and applicable royalties. For ASCU properties - Oxide underground material = 0.549% TSol; enriched underground material = 0.522% TSol; primary underground material = 0.691% CuT. For stateland property - Oxide underground material = 0.545% TSol; enriched underground material = 0.518% TSol; primary underground material = 0.686% CuT. For MainSpring (Parks/Salyer South) properties - Oxide underground material = 0.532% TSol; enriched underground material = 0.505% TSol; primary underground material = 0.669% CuT.
9. Mineral resources, which are not mineral reserves, do not have demonstrated economic viability. The estimate of mineral resources may be materially affected by environmental, permitting, legal, title, sociopolitical, marketing, or other relevant factors.
10. The quantity and grade of reported inferred mineral resources in this estimation are uncertain in nature and there is insufficient exploration to define these inferred mineral resources as an indicated or measured mineral resource; it is uncertain if further exploration will result in upgrading them to an indicated or measured classification.
11. Totals may not add up due to rounding.
Highlights:
- 221% increase of total Measured and Indicated (“M&I”) resources (including primary resources), and a 9% increase of grade, resulting in a 55% decrease of Inferred resources due to upgrading of material
- MRE including Primary Resource Opportunity
- M&I 445.7 Mt @ 0.58% Cu for 5.17 billion pounds of copper
- Inferred 233.8 Mt @ 0.47% Cu for 2.21 billion pounds of copper
- Leachable (Oxide and Enriched) Mineral Resource
- M&I category increases by 316%: 357.6 million tons (“Mt”) at 0.62% Soluble Copper (“Cu TSol”) for 4.43 billion lbs of copper
- Inferred Category decreases by 64%: 107.7 Mt at 0.61% Cu TSol for 1.31 billion lbs of copper due to upgrading of material
- Low discovery cost - $0.005 / lb per pound
- +1.0% Soluble Copper Grades – specifically, Parks/Salyer contains 130Mt @ 1.028% Cu Tsol and Cactus East contains 41.2Mt @ 1.057% Cu TSol within M&I resources reporting to underground resource cutoff grades.
- Continuity confirmed – total drill database includes 526,000 ft (160,420 m) of drilling in 900 holes, resulting in demonstrated consistency of mineralization overall and a significant upgrade of the Parks/Salyer Deposit from the last MRE
- High Quality – first declaration of Measured mineral resources and significant conversion of Inferred mineral resources to the Indicated category which have the potential to be used to declare first reserves in the pending Pre-Feasibility Study expected in Q1 2024
- Location Advantages – set within Casa Grande’s industrial park and connected to nationwide transportation (highway and railroad), a streamlined permitting process, access to Arizona Public Service power, and access to water
- Growth – ongoing drilling will focus on Parks/Salyer southern extensions (Parks/Salyer South property); exposure to a 4 km mine trend with pockets of mineralization known south of Parks/Sayler, in the Gap Zone and NE of Cactus East
- Next Steps – Continue decreasing drill spacings to 125 ft (38 m) for future studies; begin drilling at the MainSpring (Parks/Salyer South) property
George Ogilvie, Arizona Sonoran Copper Company commented, “Our team has completed yet another key milestone in the process of reactivating the Cactus Mine. Driven through textbook infill drilling programs at Parks/Salyer and Cactus, our team readies an already significant copper asset in Arizona, USA for the next step in technical reporting; 3.6 billion pounds of Copper were added and converted to the M&I category for a new M&I mineral resource of 5.2 billion pounds. The leachable Copper M&I category now stands at 4.4 billion pounds of Copper and will act as the foundation for our upcoming PFS. The PFS remains on track and on budget for Q1 2024. I look forward to our team continuing to deliver on key objectives over the next year.”
Drilling programs
The updated MRE is supported by systematic drilling programs targeting the NE end of the 11 km (~7 mi) by 1.6 km (~1 mi) Santa Cruz porphyry copper system, of which ASCU has access to 5.5 km (~3.5 mi). In ground mineral resources were calculated in the Measured category using drill data of 125 ft (38 m) drill spacing, indicated at 250 ft (76 m) and inferred at 500 ft (~152 m). The mineral resource was calculated using 80,715 ft (~24,600 m) of new drilling into the Cactus deposits since May 2021, and new Parks/Salyer drilling totals 57,250 ft (~17,500 m) from July 2022 to March 2023. The 3D models in FIGURE 4 illustrate the exploration success since the initial Cactus MRE was issued in 2021, and reflects the tightly drilled nature of the deposits. Resulting from upgrading the Parks/Salyer resource into the Indicated category, ASCU continues to target a 45-50 ktpa copper cathode operation heap leach and SX/EW operation. A comparison of each deposit is listed below in TABLES 2-5.
Drilling conducted after April 2023 will form the basis of a further mineral resource update in 2024 with the goal of converting indicated resources from early in the mine plan into the measured resource classification for a Feasibility Study expected in Q4 2024. Exploration drill data received from the planned MainSpring (Parks/Salyer South) drilling program is intended for inclusion to the update of mineral resources in 2024.
Geology
The known resource areas within the Cactus Project area are variably sized fragments of the structurally dismembered larger Santa Cruz Porphyry System that has been faulted and displaced by Tertiary extension. The mineralized horst blocks, which can start from surface (e.g. at the discovery outcrop) may be overlain by up to 1,500 ft (460 m) of post-mineral Tertiary conglomerates and a thin veneer of alluvium. Major host rocks at Cactus are Precambrian Oracle granite and Laramide monzonite porphyry. The porphyries intruded older rocks to form mixed and monolithic breccias that occur as large masses, poorly defined dike-like masses, and thin well-defined dikes. The mineralization is structurally complex with intense fracturing, faulting, and both pre-mineral and post-mineral brecciation. The continuity of lithology and alteration/mineralization styles throughout the Project area suggests that the resource areas were once connected. These identifiable trends aid in the exploration for extensions of known resources and the modelling of the resources themselves. All resource areas are terminated at depth by the basement fault, a low angle structure that underlies the project area. All resource areas contain both oxide and enriched (secondary sulphide) copper mineralization, with primary sulphide underlying the secondary, as is typical of these systems.
Cactus Project Resource Modelling
The geological modelling, statistical analysis, and resource estimation were prepared by the ASCU resource team and by Allan Schappert – CPG #11758, who is a qualified person as defined by National Instrument 43-101– Standards of Disclosure for Mineral Projects.
The Cactus Project resource updates are based upon updated drilling data and interpretations. The Cactus Mineral Resource model was developed in Vulcan. The database used to generate the Mineral Resources comprised 305 drill holes, 309,418.5 ft (94,310.8 m) for Cactus; 77 drillholes, 172,166.3 ft (52,476.3 m) for Parks/Salyer; 518 drillholes, 44,728.2 ft (13,633.2 m) for the stockpile. Drilling data is supported by industry standard quality assurance and quality control programs, with quality control sampling comprising preparation blanks, certified reference materials, and field and pulp duplicate analyses. Review of the QA/QC data indicates it is of a quality suitable for use in resource estimation.
The mineralized domains are consistent with domaining for porphyry copper systems. Mineralized domains represent combinations of rock type and copper mineral zonation associated with secondary copper enrichment weathering processes. The main mineral zones being leached, oxide, enriched, and primary. Mineral zones are determined by logging and the assay attributes of sequential copper analyses.
Physical density measurements have been undertaken across the deposits, both historically by ASARCO, and more recently by ASCU. Density measurements on insitu deposits use the wet / dry weight method and comprise 3,372 samples for Cactus and 147 samples for Parks/Salyer. Due to the unconsolidated nature of the stockpile material, physical bulk density measurements were attained by weight and volume calculations. Four test holes were excavated from which the material removed was dried and weight and the volume of each hole calculated.
Copper grades were estimated using Ordinary Kriging, using 10 ft (3 m) composites and top cutting determined by log normal probability plots on a per domain basis. Grade estimates were validated using visual and statistical methods including statistical distribution comparisons, visual comparison against the drilling data on sections, swath plots comparing block grades trends against de-clustered composites, and by smoothing checks using change of support.
TABLE 2: Parks/Salyer Deposit
![](data:image/png;base64,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)
NOTES: refer to TABLE 1
*Denotes Cu TSol, generated using a sequential assaying technique to calculate the grade of the soluble copper.
Parks/Salyer’s new total leachable Indicated mineral resource totals 2,677 Mlbs vs an Inferred mineral resource in the 2022 PEA of 2,461Mlbs. The increase to the total Indicated mineral resources are attributed to successful infill drilling performing better than the initial wide spaced Inferred drilling, inclusion of mineral resources under the new 2.5 acre Mineral Exploration Permit (“MEP”) obtained on October 3, 2024, and a minimal natural extension of mineralization onto the MainSpring (Parks/Salyer South) property. As previously stated, the MEP and MainSpring (Parks/Salyer South) properties minimize sterilization of the deposit, due to boundaries.
TABLE 3: Cactus East, Underground Resource outside of Cactus Open Pit Resource
![](data:image/png;base64,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)
NOTES: refer to TABLE 1
*Denotes Cu TSol, generated using a sequential assaying technique to calculate the grade of the soluble copper.
Measured and Indicated drilling programs at the Cactus Deposits (TABLES 3 and 4) were focused on upgrading Inferred mineral resources from the PEA mine plan to support the PFS. The total M&I leachable resources reported for the Cactus deposits of 156.3Mt @ 0.491% Cu TSol are located within the combined open pit and underground mineral resources. Of this material, Cactus East contains 41.2Mt @ 1.057% Cu TSol of leachable M&I mineral resources when reporting above underground cutoff grades. Reductions of the underground inferred resources reflect additional material incorporated into the open pit indicated resources.
TABLE 4: Cactus Open Pit, inclusive of Cactus West and Cactus East
![](data:image/png;base64,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)
NOTES: refer to TABLE 1
*Denotes Cu TSol, generated using a sequential assaying technique to calculate the grade of the soluble copper
TABLE 5: Stockpile
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAlIAAAClCAYAAACX1xP7AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAABhaVRYdFNuaXBNZXRhZGF0YQAAAAAAeyJjbGlwUG9pbnRzIjpbeyJ4IjowLCJ5IjowfSx7IngiOjU5NCwieSI6MH0seyJ4Ijo1OTQsInkiOjE2NX0seyJ4IjowLCJ5IjoxNjV9XX0AJyIJAABSRUlEQVR4Xu293W/c1tXvv9S/4NxExSNBtFONr6yi6QEqPKnophpj9NzGJ4VtjRzAknJh+SA2nBipxgEsyUA8SpA6sHsg5cKyDNgayUYKBzh3EjxqKiopVBTHRZWrjB7b9E96UPXi+Q/q31r7hdzkkJwXvY3k9QFoDbk3N/de3OT+cu1Fuulf//rXS6hAU1OT+sUwDMMwDPNq8PJlRYkEP1J/GYZhGIZhmBphIcUwDMMwDFMnLKQYhmEYhmHqhGOkGIZh9hl//W/1g2GYHeV//g+OkWIYhmEYhtkxWEgxDMMwDMPUCQsphmEYhmGYOmEhxTAMwzAMUycspBiGYRiGYeqE39p7hSndGYShWVetmdiQWxiBNP1cm4bBcwWIygVtWZi80w8p/BlfFkHlHYOlTB4csCD75RT0t6skwjuGkc8oWxBVj64cLIyKWgp0HazeSZga8PYEWByDzHWnLH9xNAP5ZbWC2FcWYKRbrQQowfTAEBReyLVg+UUYE+0iVNtA1VUdz7NNuE2heoXrE0DtCwl2Lmu3wKhf+PiIPmZ824Mk1dEso5q2eBas4jxE9a9gPt1Oo+8K9LnT/c48X2HC+xLl+QN2Tro+kGrtWiv/d2IQbj1yofnEJHzQa5zR5TEYvom17czB+OU0bMzKfOXYcPrhCLyBv2LztGbhwhf90KJWfYpw/2QeVulnKE/88SQd2SxsFgqwqdbDdFxcgDOt03Djo6g8FqQ/m4Kew2o1xJPPMzC3olZU+yUlmL80BMV1uSaO0aXaoOv/TB8zfAzdVmUvL180yfVHYmzq1z2ijfqYsecjSNI5MPtL8rny+wcRzlvW74go2wTOg19OpX4bOJch5PlTK4qy/CFbJZUX388l/NYeUycO5DNjeAupwIsCDI0+VivJvHzZDcdE53fB+eMPYpum9I0jBiLrdBa6jc/xe5/mJ8ERNVgt5yETVc/YT/q/9MqkgTk80DvXMzC2qFYScN3n6heyuBQclAPH9o8nQHvlp4Jtl4TyxVApjzs7VF5/s34vHFgqxZRRxfEr4VwfhOk1tVKBWs4DCa0o8Uj5MqPlvTTWThXbiP1+YBqHXQWJpAjRRXaOOm4k22DXRGLLx+2Jx3Zg7uQYPFFrkawX4FZUnuUlKaKIdQf+/rT6NlYyR3Ifd6H4UQbuh/pLJOvPYUOX9Qzrq0QUET5GcB2PcXMaNtSaSXLdJBXzkE0/D98zi7DqDfIurH4bdY+QVFOHJDYfDVVnP8Q7FoqcsOCicm7MeleKFEJR4nElD8NRfSi2Hbi9QhtXbw7C/DO1IkRyhEiK67sxbNWuLKQYFDATMD8/r5YJyLbRVheem4NuWxYmvDy0DOMzC7LswGOjEwbL0stV8ZSffkvsAS7u84O3TwmWHCGjwH4r9IQjKMIYeW2QYNnq+DggzESIk+QLwz9mdlKWN3HaEinON1UIQ6PNRRSBteDOjcN0nJhR2DndRmOZOhvwJJXZOaesEah/CabvUf3Qtl3UPhSx3xg3vy0QrqO0X7lITm5LFecBRbQUWn4esaj2wvJMRXtGY8OwLkssqt97YhNt94kU7wFbxx237PqQy9Ud8EaVE91+c2vz2xOQfzCvlgnobqWtLvzDEEHReVBwBQZ+HLi+kn3qaKc8599/5/eplt4pGH+4IMp4/215Ls1yz2gXR2sW3veO5S8BT0Mojy5v9WYVAyQJPDXYbnznxHqQIsFBeK4QL2YEddQ//2AYjtL2FQeeGPenjdkZIUybO21oxr+bf3FQyEWf01oInk9cLsi+u/pd8B5Xlk8sVz1v1BO0H3H0gkpT5WyuLCnBWYT75E1CgmWp9mIfKkbas3K/9Y6pFtkHfLG5MZuXnsaAreOPGy5PLDfOVvTyVYKFFOPR1NRUcRpX56kln5e/u08NVgUoaI/D4oycMmuzwW6PmEbWHpWuYbitplNkecdh5Mss3s7xsporBMRcZVJwSNyTXShcvwtrWN6RwSk5+I2kE0SYFiQOOKL+JXhOIy3VXYjPasBj3q/szTDtZi5h/DS1AfHqv4a2U7bNnrGlrQIidmuY9TKPHyaYz1+qOQ9aqNq523BW9Q+xpEdgsle0qCp7xhGsj4FnuywMm/0Oj5vDwVLXJ4xZnl4aBaqJVy+5qQw/zxH4j4tZMbDDulvu3Wm1If1O/MAvy1AriF+uXNd49TGWMHp7azYH6QgBGOYoChLKowXeJtafhPPRTrFaFZtfF6ryZpj11kuYQLra5te+BKsr8mHi6DtZOErtE14+kbhlfLvTIrcJQveAYD5/IZpbxUUK39+6Bn+j7faIFMsoQP6NytEeys5huNSbwv10Wcfh3c9kH5L2jD9nSQTrpDYKfNt1X5BiyDvuRewDqj5hguX5y1ZgIcWgEDkPPT09kMlkcFGxQErYeKD4Oe/loUVOedB0nBlTEixLLd40SAqO2fKidP4kt+mB0uqyAx4XTekpXSiY3ib3C3T49mM1CJgg2jsmpidVPd+bXqt4UVm/UoLkKd6k1WBLdZe1S8Y6PSyF5PI4jBXjbypOPmQ/XAbvBD1JZXYWXjsLBZN/NrwpU7JtuxJ7L1AEVjn9lkS4jnLqDQVbKEarUluSz8OaFKrYLgsNHD4vKdxX271217wD44F+qvp9V1YKJNf1bYd/zWOnRxeEpylQn7Lrg5Yqpsd3ic2vz8PwqR4YPpnBRcULoRjqCMcbmSY+fMgTUv8QG3zvTvMvbGg5jPtXO/CHL6n1Avzeq49eKnmaUjio018XxZHYEM2/o2jCP5sbdAbVtBmKqw5Kq0RrFk4Jr0fYExeimvqX5ZFxZc1vZz1vjylMOw6n4KcRXr56CZ5zXITXCEXHO+YdOyIfLZ/7PbflTSmYhU2MdHmNNsEGXitEc4u+Go2TffiY7CNIzZco8v2tYL3kFKMN3UIgqX6g+nHgeuxCsXf5eFm3C5dHS2CKsk5YSDHl0DRFaCqpHDnVQl6iQAeOxI8B8gY/MT32GJbEtI0cgCuXs410j8CC8mhpqop9wRFd3Oqo/n9UQuV1s5QkLDh7RgoHJ3+ttkG20l1ITC35Xht6WgtOmWoRu33TewG6hkFP4VbEbEu952EHENOQI8EWuC/kIBGm2r5au8DbJWgqpOYpDcN78iZdryno2MaBn9gee1nwYxq8Vxz4f470lviDfGWae7NSdK2Mw32ntvok1x9FzKfzymsj+09AmOJfLVq2a3ovgJj+ui0D2au4Z3vX6eF++OBhTk2XKSj26VJ5LNmO38I7h8GcdhSg0I+duq2mQtvQ51hIMeXxNkpEBQYLHQMyqQc9OSCHB5TIGClzcPK8SA44Y7jQT3zqjxuAU0qkRA5oevqlXtr7YWphQdRRx+aQmzp5mjAtg+ZfOFBYpjrZYNcSB9N9VUwNUftn7kUP0lFxRXpaU6Pt7NVbeZq88+HZxoXCUI/wXumA7dqnQsvRdRzWMSEoLEn6hPtDNW2JPw/t3tSfeugNoD1u9aFjpHSsHZ6RP/lP2Vow04HDEoGC38MewugYqSqF5S5QFgejRFT4fAV49lwOUK2W9Eh4QdsuLP6Wnux7vCDkmqduyuKHaAkNkGWUlCcK66O8HNFogefA4h+ofkr4ibRqSMMZmhpCVv8Q//ZdxfrrPJ+qKVK0GwlO3+ZamEqvUI68Qjpgex2vUemsrxt9znVsGXkOV5+Vn/PIGKkPwz03De+q2DcdI6VfNGghdzEiPYAhQoH+taJjmk7paVmKL8M/sg26H6CQ8oLPFRT8HiH0omKkoqb/aoWFFONBndNcomhK4aB3RV5ISYHT4bL88ozpPRx8CftXCcNNNwov+rs8Du8FBq8ijOk3+ZQQ80QXCgXfn6EDrvGyU9ODYl9j6oXqdmSwzxtQK2GJGwcO7mIKVA24NZAezYljxXk7iLDtaImCYoqkmJFxRtpCxXvxr+QLEVvF24mVoDodH51ULyc4MD4W7UUKt4MWSeXzoKf+nPx7wTcCF8c8YSj7D54HVY+C2U90DB6lR8Y0+bF2gSlXLfhfFGA8UJ4Mfo98QxIJt5OWncAbvAKxPDoQHAfHFqtMONB6LXV78pUc1LW3RK9Hg4NqHQN/uD6JdVqeiZ+SDOHZR8RH4YBbIX8ZXSNwmgbvJG8HUk39m17vhw+UMNv8ehzmn6k+ptsTw/d/jr6eaoFq05qdkm3BO8Lirbtl4oKI7BuiLfKtuOGT8k05kWb3qVg1Rdcxz4N3oxC8R9/XwrDTFiKzrn6Lx/z55Ul1TAce/E7bxfeIBtulgt9RjJa/IVneTlq2Cgsppna6ZcBtePAmImOkMsHX4lMDxmCJT/LZcLxJgDSMeMLtvFGmfi3dhmHt8dKiiwZ1rw76+09yikseR3mVMF8+XF6Cd0xjxubExXYl47cpiqi4oqR4m+NKmNGgLz+vUFRTpqE33XDx3opTMWqaqGNW8ykIupn1fxwhRBTJbaniPJh97ZxRhnqTk6YUZbzSEU+gB/qJly/hvLb3Q04ErlN99ZQrtuvdiH5nHvfXRlsjY6QiPFfbhR680FpzJ3Xch/5WkvTAoFFEDo8K44WIlfHK0q+Uy3iUpqZFGWuEZdP0lPlErz0eNQ38kTFGoXiVcB71ZtjRd6qYkvTsg6hBvFbeuJyLj6uqpv4mWphhPy7elIO+fhuuzCOkPViht/sijxnhdQmgzrnXFiwj/EZiZIyUEk6mWKFPT8i0cIyd78GTfUjnU98awz506sO0rEo9/VaQgh798oMx5drS2+e161bMccU0pSIqRqpybF5lWEgxdaG9Kv7gXYHAVJIeQKsUIhFxNAIjLkcLpJEF7SExoWmc4FtWFDDsTUtpqLxQjEwk3vRk3CcbqkC/wVgD8fEXptgch+nZJSlGjDch9XLk12aMWlx5imqn/yKFSDK6LdWcB8rjTfkZhGOaUgNTsBAhUMU0aIXzmhrIeZ61vP42GvW7BdXPDaopz6NaG9YMDl4PJ9UnCkxw8NBxMFtFTE2p6Sr9ZpYR2KuX1l+qYOTwwF8PiftLEUefGKDjJpNGASB/Hf13NYjXTBrSJ8r7XSIJ9Q+KmYInTGW8mWHT13WAtgN/X6a/yVQXV2aKHcMrloAulz5pcSFsB+obZowdBXerN/QCmDFN4pxtod8e7ofTqh6rt64p8UPlLfhTfxqz71Zx9quzYTz8ZXNGdKJK51h3tHC+8PakDllpX5NKxzNJ2t9kK/mIcJ3qWQ+XrfMQlGauR5FUFmEe0/wdJipfFJX2DVNtuYS5f1TepPI1UXmISvnMepqY+yXVL2m/MHF13Ap//W/1A4k6dlT9KtUjrg1RdogqKy4t6thxxyJ03mrqUwbuQ3t5eSqsh+uc1AYinC+KWsqKy0PUc0wTyr/d5YbzJpWvETmqyEcEysN0ylFNGwQqv0mldJOo4xDVfNmchRTDMMw+wxRSDMPsHPxfxDAMwzAMw+wgLKQYhmEYhmHqhIUUwzAMwzBMnbCQYhiGYRiGqRMWUgzDMAzDMHXCQophGIZhGKZOWEgxDMMwDMPUCQsphmEYhmGYOmEhxTAMwzAMUycspBiGYRiGYeqEhRTDMAzDMEydsJBiGIZhGIapExZSDJTuDEJmtKjWNEUYy2QgMzANJbVl+ynB9AAeg46TGcMjRqHzxKXvPtH2MjHblYHBOzEWXByr3b5r0zCoyo0sm8r00gdhek1tF6hzqpfYNlC+4L7F0QyMLaoVpmHYmB2E4c9D53F5DIZPZuDG7M5dudTH5y9lxHGGT47BE7U1SBHuU/qladhQW/aaSHsFUHVWy/1ltTkM2bjWdj2bhhtG2eHzI+rmpYdtGqxX3DmP2vfJ5wntYLYFFlKvOjgw5x0bJkfTaoOkdGcGnC4b7BcFmClW/t+v62JtCZwXNgzPz8P8/FXofhlxnMUZKADWo82Bmakf1MbG4GVUfYWIGoKClcM2UbuGwZodKhchJHiuO+JndDkRkIg6VwDrykJ02ZR+3YXslyo9Z0HhnBagJI7y4PZOqn0nIOvmYbDMpjKfqJlRr/RoDuB644hZBsGBeW7FhguXzWsXBc5XDnR02rD5aCZG4GwDz5Zgdd2GUw/mIf/gKvwsog9vzM7AKtbj6HoBHjtV9vFdI6o+JFbysHliEtuE7fo0C5s3B2H+mUrWkGi5Ka9d8xpJhETURwVovrggy34wDK89GvIFDpZ565EFpx/K9PffdmHOE2qhej2YgO71PNwoqGtX1MeF9GdR+wK8cRmv3ZtxYpfZDlhIveIU7+HA/G4/tAduCCVYclyw3xoBuwvA+VNo+KzkFQkQ9M54XhASEigKXByyx3t64L3pNWhqapJpBsVvHLDsPsh2WeAuO1iaj/AMBTw60uPii5bgscfuUL2Vp0W0odzr4ntpor03dMyhWRdvXnnoGbwbqI9AiEMLsme6xWpT03E4Rjb85rFY98pFwWNjm2qhhLZw27KQ/fVLYSsqu6/X8sqmc+l29cHZn6j0NNoNBegSCeFFrBcK0mx/u9r3CPS/awdsKtpPYgsFdHnN0ngsF/Kjuh3MXvPkKxyYf9MPLea1qwTO0Q9xwTP+97CAqeAVCRL0gnh5aeBGUbCJ5T841QNfzEVduyVYXXGh480RFHUA3/85eA8R3peAR0cey/ecmB4v3D5L9VaiRrQhKHDI6+J7aYL11tvpmLce4bW7ksdj3y33Ji2j7fAa6T6trpHXj0FHqwur3+qHDVUuipaOTnmFVCmjYOM7BzZbs9D9S//aPX7CgtXv6HqS4rf5RJ8QpJTemu2DjnU8f0/xCOF64bX7H79BofwXR7ThCZYNnX2QOaT2/aUNzXpfQRrSJ1Bcfc7X7k7BQupVBsXEzLINthqYPZSniLYff8vGC9mBx97NGoVAklckQNg7I70gGRqMu0dg4cssDtjSI3UbB/hyirC0jDl+1Q4prIf1AkVBqfzWVebRUevFUTw2ZGFCHdtySLj56YLwvnhrfPnyB6x3tPcmNTAFkyheoGsY5qfOhgQo0t4PUwtTcBabI21KbQBsQ9qrpyXKvY0iR6xWDR174U4/pNQ64bqiRaLOz/Gn1WYWmoJDWFUhhMneCyN4S/UpPdX7qjZY0la3z0QLPHEOAn2B2TNQTBRXbOjAgRk7mtqoBuzOY/AGnumflgkYFAJJXpEAJBpML4jMK8RU1wiMf5aFZrx2ySN1CQf4MrSgw/r9/E28h6w48CSq34S26b745PMhrEEW3lcemNdWSLgZfRUpu+5J1uB1MH8p2nvT0jsFF1C8QOcw5G+cDQpQgtr1cARtpxBtsODom/4V1yzKvQ3dLWpDldCxx7/oh1a1Tmyuy+sPXj7H3wCvtUmhJLGgGUXc998pe5v1Qja86/4lvHF5AcYvd4PeU4o27BuH1QakBc9Bc9w5YLYMC6lXGbwY3TarzPsgPRvH5KDbLb0ahbDXCS9I+XR0HEYWFuAqiq4yaFqOpu5GtHfmCPR/jOJpuQDTIUEUEHIKMb3YhoKOREmqH/q6XCjcDz7ZxiNFWPbKWSE8tAemJtRNR+x7ZwFuD5gSRhJVb6KpaU15w/LgdOXgKppA5k1DP5YjbSfz1op3TCGEyfvlyyPrdVm2xrLk2dWDjp9WhJlZF+x3fWGWHuiHI0n1aj+EfcUBh2Ol9h4chDdbLXhNrUqKUHxEXqC0GFTf+A2KHRQg855nQkJ9Qfa/4/DuwwXoIzEWQkzLtWbhlOcFwbwXo6cLzf6mIW+ZFHRIVx+kWx0oRni/yo9MFGF1xYL0BRQ7uKY9MDUh2qj2/WIBPugNXruixjEdvalpUXqeUHTCiRz0eIIkDT1YjrSH2lQrekchhLGN7+hrl4ST+ilIhdZpV31QdZ7JG6m2iBZ9e0144G49wppeNNOQw4dQ+Drw90jRzGwVFlKvMMIjYR0KeDjoIhUCRE1N0QV9zDan1WiKB4fTfE9gyivqZirKV0LNSxeDcTWo6UVzoC/zjiWw9hxcPJLleYYQFBXVHTslp73mzkNPD7ZTTR8G21je3iBYBoov8mhNtM1ETwNuBZqaPIc3+t6c4f2KI5ym4qBI4IW9kYmg/dpQfz/d1pYwdSA8Eq2HgoMlTQGp6SM8qTh4qqkp8moIaIrHgu9v9QSmvKLOv/CWhMtH4daMf8o9QWGUEHpHe0lSYipMT0VV5Nlz2MS+9hoKGK9u6tiVSUEPTXt9fR7biO3U04eBNpa3N0gazqhYpe71Icj9rtqHtypR8VIk0jIk0qq+/gjpKVztzAkBHDh3wnNF9c7CPz7KwMy3ZrlSqP3T5Wt3J2Ah9Qqjp4VMhBcIJUhhqEeKCBRLIibICDoXU0wLKBJyJGzyIk9ynFQdCG8WgHM949VDBmdHeMd2AjEVhm2czIKFbR8yRGMt0I3uyK/jpyXrwhNRk2JK1LyZhkVO+Tn2RdS88hRWj5wqZPYePS3kn3kZZwPrBfj9KSWUTg5BcR3zfl3wvEhiiokG2ws03ZYX+eLjpHCgVr9qQXiz8B5S/C3WQ9VFxCbtVtC5FhSfZqEZj3nLEI21QNdV4rRkPXgialJMifrXrium93xKoXXCF1H5D/2pvDDkPaRpXRl/pSn3cDHbBwupVxg57WPeIKQXSMbwUGyQXiZEPE846LwpLcXGxGkLXGepzOOSeh3Lf+HKuCSN8BRVhoLMgQb7QD3mYbgLbzlGgHQswvOFxzZf/6epTPWzWmhKccoTjUuVvWHi8wM7+HabCtKnGLWgiJIix0V7+5RE3JT9KyWYRIC9iv3ypltrGSplecze09waunZVPE/3pxQXZCwkJmhKJyRgmmwpNt5/24LNlaUyT5EoH8VaYDtNJ6qf8cggcxlLZNZlArpxIA8HnUcipqHwWObbclUdO0jT6/3wgScalyqKofIAeJ8KV311qCB9ilELiqgobxEJKyM+SwTYq9gvLaLE/jIoP1YMe22OEmbMdsFC6hVGCB0UF94lqN44o+Bugi50uaj4IjGt9rjszThnGcVXl10eeK3iq8bH9M2zBNOfqDfLIuJTfXSAtj/Y6+X4u+Qhkt4dKdQccJRYkt40TRqOUUzVdT2lhse+56dqoeV8o1ov4o3kT5F3IOhlW/wTCTsVN5aEarP/qYZq21wFJISuO2CjiIqakkuTbcz4MxWjZqMZKe6DXhIwvVjh/SuDQvQF3vZfD04GM7tPCz0EGULHDDDW51YsKCbSXtA5eTSCb8Z9/xcUPb+w4d9C125LL701VoA5b4DGfW/KN8vMoOcydID2v1MfC95DRJyT8u7I+juwqsSS9GJp0tDR6cLiLf1mnfK2aZTQEoHYhIg3kj9F3pCw+Nufcd/OY/AztR6HbnPRE51VtrkaSAhhWR0oosqm5LzpSN9zKGPUdMA41iPsxfL2V/uasWso2OYC8VeE9Hi9ZvG1uxM0/etf/wqNfuUETzpzYBBTRC5k56/CcTzH9Pp73s3CxNRZEXQcRE4JuacnYOonBe8bSAI1TRTdT9SbezgAC4wppab/vBs4vkZ+YsCC4dB2iSrPGoaF0eOyzmpgsHpzYDtYxzPzMJKm/YLHtnuz4M4axzO+5QRtWcjZjmj//Eha1U295UdgOtmFbkN+mg250JtwEjV9ptYCbQ6307ED9tbbJkNv5xFmWwNg3bz8ZptQKma/nBKfQ1ibfk9O0ZYR0QbRL1CwTd6G/pRh/1B/YfaOv/4/miJyofvBVfi5CI6W3oqgp0OhvzP06W3o2bjmfwOJ0NNEkeezCPew3O/VGnmZvPLFFJU+vr8vfYZgbj0L7984C61lZaIgoHq+PQEfZI/IvEoANZ/IQcdKHv7xzjy8a9N+JIjk1CTRcSKLYsE4nmiTakdrFk53OuK44x9iT35+V0yfeR4sTL9Ab+nRby/NhtOhN+EEaupN7xtos4H4lMKKbbRT1ne1c7IssJ0w2xqA6vaFDAz3Ps8gkPWjzyH819x7xnYTvw3BfVFEfTblfQ5BEHO+mMr8z/9RUSKxkHrVocF5pg3F0eARsV7+dlcQ/caP/m2S1E+S8pplmsRtJ3R5lB4umwiXL1i7C+8NlQuBpP3DaVHlVqqjJimfn4bib3QJ7JEoMRtdV01U3Yi47SZRdQvWS4q8POTK4rKY3eev/y0H52KLFCVE+HyFMdMD/UP8k7yfJlx+9DHpEyLRfYoI7IO/dem0hX6b+3nHfnYXvvhtuRAob4f3TyCNiCo3qY6auDwCyqfTUazc/9aGM+p8lCPtEkbsHdemmO0mcXnM7SS05vDajRTaTCLVCCme2nvFoekgmrLTjnC6yJIuNDNN5620D5GUN27fuO2EWY7+bS709KunIPW2xfvGZx0MzP30oonbTkRtMzH3q5TPY3EGHOtYpIgiwmWai0k1280liuB2+lyCBX3q0w3M3kOfNwDjTbhK58VMp996wX/U1mgCeUNEbcOtMdslgTRVrtim/wrPlZyC1Gl/+4PxOQUDnS72o0WJKMJME+kGUdtM4vYrw0h/Qh/V/GWciCL8MgPl02IQSDMwt5uLSfR2+lyCBWn16QZm+2GPFCOnk9ysmCo7UASmuZCYKTamMuS5XHorOjaL2X3II0WIKR2a0rp8wK5dc+qO6MzB+Ify2sUOKP8yVUGey9U3F+CM/iwGUxM8tccwSNglzv2Z2e9oIXXQCUxViX/42mV2F57aYxiEhJO5MAyzPwhct3ztMg0KCymGYRiGYZg6YSHFMAzDMAxTJyykGIZhGIZh6qSqYPMf/Yj1FsMwDMMwrxaokdSvePitPYZhmH3Gq/LWHsPsNfzWHsMwDMMwzA7CQophGIZhGKZOWEgxDMMwDMPUCQsphmEYhmGYOmEhxTAMwzAMUyf81t6ryto0DJ4rgKtWy+jKwcJoWq3sf+g/3c0vqxWBBdkvp6C/Xa1uA+IYcLDsVhslmB4YgsILtWpg9U7C1EBKre0e4j/kdmyYvNMPu3/0HQKv3T68djfVahn0H/xePih9sATzl4aguK5WBTacfjgCb6i17YD+Y985vHYPjt0SCP+H0B7bb9fqKML9k3mAiwtwpkttaiD4Py1mKiL/U9AS3B08D+6Zebiq/oN1zf4/90UYy+TBQWE4P2I0bvEa9OQdsK8sgLl5K0ghNYzHSb+i14wUUuX9qAjXesbB3QMxpYXUxNRZOHKAzgl9/kBfu/MfnIfNd+YDg5Bs6j5v77NpuPFRAeDEJFw67T/xbMy+B7//GiD92RT0HFYbt4gUUsMw/iEKqYN+7ZKQ+sqC92+chRa1iZB2tfZATEkh9fLCPLxrN57t+fMHTEVowDcHfb0ulj9eg0wmo5ZBmF5TmYQ4wfU7Y0b6GG71IVERl7abFEeDIsprW3oEJnstcL55LLYLD93ANEzreo9SjUkYmO3IwOCdksxP0D5e2hgsqc0ei6Z9MjC2qLa/AgT6UdNx6ENbu+5zlRqyq7C1QtjU7GuqL6k89HvwzjT2P3//oF2pb+q0QZgJuFzNNFzM4+5DPPuG13GhQXH4ZEYtY/BE5SEb3D85CPOzOJjGpuvtuHy+VzZCgXjTF1Fm21qzU3C604XVb38QOTdmB+HG7LRX7/vkeSYRZraD2vxMZJcE0sdgVW3WUJmx+x4ggnbtgw5w4R9PlXAgwRVjAxKegb4h7KnyiN9j2McMG16ahg2ZUxCw7+fBO+d+tD0LKSYaEgHXXch+uQDz8/Mwn7OgcM4c4FwoOBZMUNr8BGTbHMiPSlFCXoC8m1Vp8zBx2oU8ihRDguwSRVhatiB7xhdRJqmBKVgYPa6e7JEXBXDaJmR7R9rkNJWFIsxrB4qB2by0gZoata5o+wA45tShsB9AbkGlT2bBvR4UCK8eTWjrH0J2xb7j5lHUKEGr0efE46V3ntxZB6xJ/5w417VQl95H8nxJm9vgLmslReLNSFPHHZySg/FBggaiW4/Is7AA+Qfz8P7bLswFxJILxRULLmBa/sEEdLc6MPc52Z+m0fKwieKF9hNp63m4UdgDGz1bgtV1G7qViArzxuUF+KDX925uPnKg+VOq8zz0tUhPVvNF2X7ZRmzzTTWYK0+Xl34BYHVFFCMQ9lux4YKyX/6CBcWPTPu9AojpPxfSn5k2CIsavB5D16l3LwUHiutZGBf2H4aj6wWYU/0o3D9PYV5PyOJxzbT9YnsWUkwEOOjcw8GqNwdnf/JSPrGkRyDXheLpnj/g2WfOiriTpqYjcMy28P7swg+hC4v2PTKIguVOP7SXDY47zNpzHDIssNrLRZSJn2aB/VZKthfb1H8HRZDhyTryaxtzINiO0jcOuG1ZyP7atI/Iikj72VdGoBvzivRUP+R6IWC/VwYUnflZF+xfoS0XC1B4YcOwZ1e088dZsJYLMF2qsn90ZeGsOqfynLjwnPZdXMJbsg3ZfuXBEDYXZ8xH9UF9fm/vQdzWzlKE4iMXOi6OwM9U32vN5iCNYqloCKKj75yFf8O/ZIefdqKN1l3Y0Nen2E+m/ccXQcGya2B9NlstaFarkVAlNa02HD0s+0TT6/3wAQ7Efb9U155uI0ID/cZ3DpadhW6dbo/A6U6RjJD9ANIX+6FF2U+mB+13EHnyeR5W0Y4dh1FQf4XC9EQOModMG6AY/ara+5cF3e/IeDPySP8U7bu5QQ81JRStLpbd5/XPn1/OQYfI6UPnSR93/KHsy40MCykmAhfcF3gpHA5GYluWfzPSUGcPkxroA/tFAc739IjpFe2Ficq764Sm2ypNO1KdF8eoHZjXCM53UTSCdSgQwKzto+3nXM9Aj7CBPNYQignCtN9BxMn7bdZ2g95JETe19gxt0IbiFvN5/aH9kBSoW6T01C9bk3pdr6Wg/10b3Lnz8pwoD2lD9Mnt5Nlz2EQLvNYiByJJCppb1U+DcNtfYr6e39iw+fV5GD7Z40/HNIiNglM+uISmi8I0NS160323UFxqNlGkQeuhQHxQM4o2AfbPTbx+ix/hfqfQBmr/OcNjdSBYL8DvjfbJNtpwWsRNoQ3WAV5rowcSlR/xbFTL/Svcd15i//TK1mkomHX/7OoTov+BqpuYpkUa/TplIcUkUt6Bq+nQaRgRU1o05edC4RwNqHsQJyUGaBQ15nRa9wgs6Om2nC02xQkbHeflTVNOZkMDftR+vn3snJx+CiwjB/+toKh231Zeoj1Fn3s6jyj0h0jk7fM4qW2nizwAC5D/NAvNONjeokF2L+KkyBtFXim1SrT0Tsm6PaDpSnklRl+7Os7Ln6bU+X1QaKpfPnqLBd1qmtBcLu2FZ26naM3C+6H25R9chZ9hUvA6DVtpp69hFPNfqCm/ToDVm3QeGz9OioUUEwE+1bcBuE+DUU3CC1MDevpkfn4YbHBgqbjbnpg0HKPpyPvlAwHdLJLHdRVfRbE4U3oKU6YQwvuE9jAt5NvHt588Tvly0Ilrs/AQvUBxK9YUYgp260SVLbxUIWjKb4oEFQnp5SV4fJA8hIcPQbPyKPiUQuuV0dNj+Qtoo5UleLLbNjp8DDpaHVicLY+slP1JrUSB53RVCQU/UF2lIcKzQlOZap0QXiriME0nSvuZfVcvB43oNkoP0T/doO09G22JqLLD/VXW6+eXF2BcxbfpFwsaFRZSTAR6GmTcj1tZHIO8EbidBAWb66kToumPjohdsSvvuu2kR3NgL4+XBzNTsPj1qG+pmOCgjPcOeYNZhDFjak9PXxb0G2PCPvSD7BVhP7QGvakWeOvvVaS7T7yYMD6mxS3a5RO0a1efiHvSXkTnG2UnPE8zyr1fEVV2QdtYxWZJyu2/+Cc8/13HUG4fJNKQPmHB97eueQG6G7N5KFLgdkWPCgWbZ+CGIV7+9me0Uecx4anYXVLQczEL8PX5QH0EIiC5wqCuvFlCGITyt/T2Qcd6AR7rfoXpcuqOrtVy+2kPl55mOvjoKd5xmH+m7l/CRhak35E3cSFGVxzPRk++SviuWQBddsHfl2Kz1G86TuAt0ucOfL9uwdE3G9sbyEKKiYamQa5YUBhS8S7iDb4pL8g3idRADrKgpk68fUf2aMCS04zDgGJK14cW7427qzH1wv2u2Ea8zwxYX6Io8wZ5TP8yC65Ov4ci0/yYHNpvkoLLtf0yQ+DYk2KK69UGReadSci6+nyoN/i8j3lJu1Msk0j/BMSnE6qDys6Bpfc954Lt7YtpH+PAPDukjqumbLfrI2INBE2BXThBb+rJ2Bf5FlQ13wZS4uXRkNhPxM2sZ+HCh907PqETyWHyik3C0RW/PmLRb5OFvoPk0SWDw3WcDX0z6cJFG8WVA6tiiigNZz7Lwj9v+elpL9hc2o/21/ajKUL6WCQFr78y0BTvRXpjTtlI2HwKMvTdLrz/t/TKFxjmlI1X3ywPGI8Fyzb7Z7E16++rzp1ne/F25fZ9L2yn4A9yMh76TYkwccHlUfnNbeH4hb3uR+H6EEn115j7UVo4T6Vyw/sfdKJsGEXYbuF94uyqt4dtHF4Po9MrHXc/QB/kDEBtimiH2dYkewmMMhrNRknn08OovwDXzb0of7jdZe0U/6j0iP0PFGF7xWDaKGyDcJpp37CtxfEIY5ven7bQLy8/bvdLLj/ubsJfNmcYhjmAlAkphmF2BP6yOcMwDMMwzA7CQophGIZhGKZOWEgxDMMwDMPUCQsphmEYhmGYOmEhxTAMwzAMUycspBiGYRiGYeqEhRTDMAzDMEydsJBiGIZhGIapExZSDMMwDMMwdcJCimEYhmEYpk5YSDEMwzAMw9QJCymGYRiGYZg64f+0+BWmdGcQhhwbJu/0Q0pt81gcg8w9Kzpt31GC6YEhKLxQq4jVOwlTA7W3rDiagfyyWinDguyXU9Dfjj/XpmHwXAFcmSCwryzASLdaqYA4DuRgYTQdLKstGzgndA4pXz1t2Tm2z96EsIUbbLdJIF3YygGbzgMYv+mcHCD+78Qg3Fqx4cIX/dCitmk2ZjFtvQ/GL2Pf2fcU4f7JPKyqNaLj4gKc6VIrNfDk8wzMraiVMixIfzYFPYfVag2IcvEaFPZ+Ng03PirAJiW0ZgPnh84L5fugt0Gu1eUxGL7pqBXChtMPR+ANtVYTqt3NcecmlG7aLGC/BoT/02KmKl6+jO8oSWn7AhpYM0Pg2JMwPz+vlmGwZocgM1pUmaonPbrgl5OzhbCZ8Mq9DWd/gvbyBnMj72QW3OsZGLxTUiVVw0th/+K9AgAKkfn5CchCAfJTP6j0IsygEM41kojaZnv7OJAffax++wghqYRtoK/G/T5oJLZtn7ebBnoUUYCDb/7BvFw+zcLmzQzcmK3lOpK8cXkBxh+qci7gtYtC531d7oPbkDm0FXvhvngunnyF1+qJSSxvArrxWp0r+NdqEYXv6QYRUSRehm8CCifftu+/7cLcyUGYf6Yy1YwFm19F7Y9iWInL4HgibVb+e//BQorxoCf7TGYQpufGIHMdn1ReFOB8zzW8DPYrJZj+RIqQ2/3twrMql+Mw8mUWrOUZmC7RxVuEsUwGxhblXgQN0JmBaSyhHL8ctQHxtzVB6RsH3DYbbBRV3vZUP+R6LXCdJb9M8vrhceWCdl9T2wOU4LmLt6jD5FJJwSELwH0h/VzFURxk3u2H9oa5AVVpbyG2gu0VfS9JaFloT9eBx4G2lmAJu6ndhUZJwL3/nm9n8xiiHtr+tYrcxkBbQwyMOAj+YXIQbj3C/rGSh+FLd2FDpe8/cPC96QjvU98vjevo9X744KINm49m4AllI09HaPAXtvg8ri/pPqlWEV32337XgzYkO9IyJsvXCFGn0+LERgk21wGa26jvp+DHrQCbG/JaffI5Xqu/Ie9UA1yr2JY5EnUPrsLP8HrS7W/NTsHpTheKX8kHljI7Rtg6zNFfWLD6rRaPiuUlWO204ahajcaB+6e0/SPOZ9x5aRBYSDECPT0yQV6VU1dh4Yr2tlyF7v36pLC2BM4LC+xfyUE9QHs/TC1MwVlzyieinfV45FKv48COIrRgCDMiNTAFC3eU8CERdd2FrPZa5SwonIsSU0o8PS1hG9akqGqz4GVpGmbwfGV/LW+EDcGW7S09cNFguV0uOKZN6XiAAqtNrUeC+7i28hpOQNbNo5iigQLF87kCWFe011B6zUwxvV+ggWZuPQsXHtyG/3XuNlw4gR2mcxjyN85CSx39tyGgwRfP7VElogJ0jcD4wxEhAjTl/QbXa2i7mHYTNjS8M5empRAVU2AupD9T3psLFhQ/ihIUKWgm8eSSIF+ToqoFz8XTaShi2ekuqs/eX6tPvsOnj85j8DP8Hbat8Np9SFNs2nbldky8J75pQ/NfnICAp+N1vHlMrcWw4sDLC8o7aNg38bw0ECykGHDvvAf5ZRuGp86KGJTwxdUwA3WtuC4OoxZYCfExO9K27hGY7LXAyff4nhDDu0WCaPqeA1ZvTkwFUh2a0iOQQ6FQuFc+fZUezYE1dx7LGYICZGF4IAWL91EEvNtg8Ws7bO/UWza4f/KVDnn+wD6GR0zCguwV3a+PQP+7+ICwbHi28K+wP3nNFhbgKgrT/cTm7HvSu4Ci6d9w3bSv+LUT/XsX2MC+BK0WNKv1KHbi2qWzT+WSd2ac4pte/gDzXznQfCInpv5EX7FHAp4bkzcu56D56/MwfHIIpXoWTvWm4MkfCtBM3qiG6FrKa9bSFi/phF3rtW0aOlodWH2qG1uEVeyfHSSI1ZZIUPhT7JS0bx+kW92AZ6v8vDTWdcpC6lXnRQHG5/Cm1WXjJSA7K7N1hPcJB2bydgxT8CXaecibPkLB8UJP1/lYlpQE5U98aTHIC88Jid21u8ob9QPcHdRiLW5q8ADRTtN7S3hrJtS03lsped+PRQo7r1+jjS2y/1oa+kyxq6b89lX/Xy/Ag6/x2u20I7wLfB3XQktvH3SgPX8vppcMb1PTCyE8XhPTdWob0owiTxBxrZ7RcUfkEXx2V3qjfomC7IPoqas9Y4f6+htvWrD6Z/XYKKb1pPcrCfLc+bVRnr0NN+G8NFb/ZiH1ymPD8Pww2MvjcG0fTmsk4g2aan0PoMHtuA5Qz9ngzs4oISApH7jjbxCUl7xZd687YH/cD6nFgvBQ0bTVxGmAwifRMV27xo7bOwXHbBdmKNheT+tRcH+deGKXXhpYzgtBtb/ipGw49WAYjq6Mw/1ltemA0EIPFeuufPttV9ACaAK6W10ofhQVj1P7tbpwi+K8+qFluSA8VBTc/v7bAMWbezU95YuUHaPrGDQ/KgjbyWm9dHWyPkocveyu4rzsPSykXnXaaPDTT+f7ObA8gvZjYLe54HwTNTiWB5hvD/Tqf/mALG6sh6TQeF5qA6sNRNyTiUvTGZVYnIGC1SemBNeeYX7rkJi2OvKTOG/WLrIL9qbpPZqaK6ppvcpTmyFhFzH9SNOqJKgmTodeBmh0xNRXGo6fsOD7W9caMgi3bnAw7kCpvBolEKsIeq4Xmv79jy9o4EaBisf/u9MmhMc/RdyTzyaKvIos40NTax/0HHoJG/SCSOsh8SmEVgp6RPbqWn3jTbyGVhx4EnF8ikka3nIMUho6OvHcOY+9ab1IkWQQFHZ6+lF5/ZDy87KH97kIWEgxgtRADrJt0a+Y719S0P9xFmDufEjY0KCeB6dNBmuL6R8UNs6ftIwswsxsFTfKSPCY75LnqTxwmT5j4HahCGpXeebG1VuDyOIY5JctyJ5J+tAUirR7LmTfld9bEUHt7nMx8Jee1lvf7aRKe7cfEoLSE1xr0zBTrUeFxBp9AmIWdVRUUHsZLhTu++d17DrFpvXhrT4s7ErgLKPE6rIb6C3I6mjpzUG61YG5zw/StZuGMxdtFIg9QW+b+h7RZmef/FzB4UMoJl34/jvVlzC9GPutqHjCAqLpWwe+x57W0ZWCnt/YsPn1OAo31S/EW2/4+PlO8rU6/5UL6d/Ia1V62J7Df+FvEf+1l3RRjBf2l1NB8U02oDc+O0Q810s5fUmCS6XTpx2q9RCSWFu9NS7e1qs0rSdYKcC8iqvamM1Dcd2G7t4UbMy9F3Ne1IYGgYUUo5CDoLU8DmNF7NDdOGCJzx+8t79jb8TbYjn5HSOKhRFLHlz6LpMKrjfbLtOX4Bi9tVgv3SOw8KX8bpR/zAzMWHhM/UVOynPFgsKQitERb/DJt9rixEHpTt7zRok83X3iu1Lne3pgaNbyXhbYU6qydxpG0L6uCKDH9E9AeESrg6b3MC99XiIhqN3HxgeEglcPpyunPs1wXNTB8c7RENoW0wYo5qqSOGs0cLC/mIVmmuLDJ/UWenOKPn8QGij3HfR23mfyu1He6+/qo475D7vVdJEUXJsiwBvTb+IWemuxRoQYxWvplj6OeEtPfZyS6nGR3iRTMU4ibQoy9PHOmL4ixIDyRok8+AAlyj/Vg2LFgtNfnC37kOpuQm/nXRDfjVLtxUXU66H83ATV2RPo6rMEq2/moEPtXxHhUQQ4+u/VTes1v23DP34rj3PrEZ5DZfvE89JA8JfNGeFiNs+xua7dzwehD4Rd6VFtMvNQetg2USTlqeeYGr09vE/4eHH77zW1tl2TlC/c7rj18O8w4f1MzLRG5a//rX5Q3RNsQOyH9lSimnNk5hGp/j/xRNjPJHycwDHMNL29rF60Pbr8RjkvtbaZ1uPqHk5LXNfl0rr6bdYkvJ9J3PF3gmq+bM5CimEYZp/hCSmGYXYU/i9iGIZhGIZhdhAWUgzDMAzDMHXCQophGIZhGKZOWEgxDMMwDMPUCQsphmEYhmGYOmEhxTAMwzAMUydVff7gRz9ivcUwDMMwzKsFaiT1Kx7+jhTDMMw+g78jxTC7A39HimEYhmEYZgdhIcUwDMMwDFMnLKQYhmEYhmHqhIUUwzAMwzBMnbCQYhiGYRiGqZOq3tpbm34PhmZdsK8swEi32lgjpTuDRhlFGMvkwQEbcgsjkFZ56qcE0wN5gI+noL9dbaoJVZ+2LEze6YeU2hpgbRoGzxUAeidhakDn0O0wSCojguJoBvLLkGDbKurmQXYYgoKVg4XRrVuV2T70eYau4LnR14Vl9CuRF4L5vP3BguyX9fZz5qCQ9Nbek88zMLeiVgLYcPrhCLyh1ujecv9kHlZbs3Dhi35oUVvj2JgdhFuPXOi4uABnutRGRG+XhI9RgvlLQ1BcV6udORi/3Gj3pnrqGGO7Z9Nw46MCbKpVgZEn2Vb7nFDbm09Mwge94RGr3G7V91efwD5V9t962f639l5WLrAioow0jCwswPz8VejecplKPLzAn9tQv5cxZRTvFQBlIGT1CEbCKiyiiBcFGMoMwvSaWq9AepTsMA9Xf1257nF180nBMdsCWJ6B6dLWbcHsAMt5GCtGnBvv3BZhaRnlUlubcb7lNokLzh9/UL8Zpnqa387Cz3SfWh6DYRrQ5FqFewsJjYwnAMy8QWFAODB3aRo2xO+QQCFW8nCj0Ej9t446Jthu4zsnKKIUIg/uV2ark2PwRK3tayIE5OajIbjv3beQmvpcqL8aUJ8LCK/1Atzy+tzeUNfUHj0dZzIZGLtDYkL+zmTG8HZvIISGShuYxtu/CXlZMtDTcw0WvW9UyW2yLFxGzdJILBlpuAzeKantSkThEQpDPWo7Yh7fy++j20DL2KLaGAeWNUMdostW3jM87ickrGjbsBBCcpmAbBttxLrce0w/hMdBHAdtIGrg1Uvai+rR09MD1/7of6urUt28MsUSFG2pt2yw6Pj3A2eDaSCc/LXgtaIQN5a153j2LLDfSnnfbyvdmRGC3cL+hzIZ3GUHfqhwE2JeXd64vADjD+Yhr5ZTnbgRn9pP9co+RQPR8E3sUa0WNMtdEiAPghQazZg/SAlWV+guaEH3p3SsCehuxdV1B/7+FPvnsyVYJYGCx36f6vJpVhxv8y/Ong56AWqsYyXbba6b9lDLjbPS84Iiizh6gbYrW+HV/g+y1T5HC8jmtydEm99/W/aV1e/kOJhkt0r9NUi4zw3DUdqMdv/HHt4TtxQj5cwqMSFwID8qjUYX39g5I+1FAfKzfk4TqUojpsjwyT2jyiuOarHk487mo70+YjBCsWIeH3FnhzxRQkJETpNInOsRniWD0jeOKMtqUzeStSVwqD5tWZgYkdKKTnhT0xHov5MDmzYsF4RXKDWQk+IKbTBT/METYHYu5I1TvyvVTU8F+aBoOmeI2PZDYrAFHGwf72HHYpJwYGYq+olX9jULLG/qrgRLjuh9YJ/Jgi36kgNOlR5P5hVF3I9w+fYaPMCn96PvyMFcQ9Mu+RtZeE2tJ2PDKRrgfqFWPVwUDvin1YaOw3TII/DTTiH15XYc3MTg+gtbHLvp9WPQIYTW3g56AeqoY7ztSrLd2P7F3/ZA7hQuH9yF/1LnQgsGmhYV54ayKtvtd7SAPPomiR9s1iE5Vja34F9lx8Q+p2wU1199UtDzxQIKqNvQI/qcsmOnvadTpFsLNtfemJyQDth/XPGkrJ+ghdAIeGqi8fJ73p1hJUakGNDTX3oZFvPzLrjP21G4TKqyLchOzsPtgZQnfOyc3keW59wjr1ARZpQQ8dJ1/WNwsV2E9bqa78V1scWyRMwSnUyfNBwz4gfoxPd/nBXixsmfl4IQ23m1O7wfUaluelC1YVjZQqabA7M+PtaRB9uGw87JvujOjUdOv4q+hoJd3oYQT7TbYLerqVs8t843QQ8rw5RTgvmv8M6KT/dpNXgTLb1TInbFG4QSScOZhyPwc/xVdrt69jxyGov4p1uCDXXfJIL7onh5pn7uMbXWMdl2SkCahKedaL/nd+EGefkgC+8rb9V+R4pEKW7wpiX7nRJW1Obq+lx0f41ClIOiS0wVduYg/2G6ir68c2xJSNm/Ut6Y9DEpfBRaeNhnziqhcUQNANF4+XV5Tce9GCod8keGo6B3mgYbX1YbI6B8ujwn3yPy9/SMS6H2woXnJZo6QVDkZZWYCdc/SAmeix1wcMMmJJ3cWNr7oc8TVyiClBerDDGtg8TWDcWR8Mw5MC7ahUtetAy3yzb7YN7wJqYBSEP2tBRDhet35fn2kH2NpvB0iKbnDVXb5NQt7s3Te0wllmfElFz8030N1HPfe9XQwlJPE4anOjWH++GDhwvw/i8c+P2pHpj59oDYlsarJhRRKubs6AUtrKqk1v7aNQLjaMdT9GrOqfdg/vne2XFrHimkkrCoVXiY+YWQwEXHDM28PgULKLCkR6oeUFz8f+rnVkBFJWQhKpVyv4AZGKzRYoxwwFms3S4VwbrwwLo/ODJoTPdKHSxZw76BQpk8n7J/aA8knt6580I4Z/SUNe5bqBTbx7zSyJgcC5pxMN/2+w1x+FBsjNVrVgpa6MkzEqxTg0xnbWsdlUDSMVHkQPixioPaXKdYswwMG8HlevpLxxHtf/zAfYoD01OY1VJVf6WgdrKj4eX7sYjdc2H12717iWHLQioKS3VO5/5dJTT8KasoyvPr4HIKpNbCxAZbvNlWquhp0eX5U3t6uQ1n31IiyBiIvKnFamk/pmJVCnB+LBwUr2KaxFSM2Ijl5wMxXn47Q+j4pti6Yd3FNKYxtaeXKen9Y/YD/nRvwJOIHZveDLX1ZzAWZ8piA02cP/ELBUwcRVilN5t2NAZHDnrkcVkV02B+ILDYrgKLvcBtL7Bbbm8ItrOO4q20DOR+t6iEgDoHwh5p6KAgarybF9UbgTr43Iwj2r9sTURV3V8P6xi2Ajx2pB6QfU6K971iR4RUaqAPhwMEBcGQeLMsOZi7PL8KLu/Kwtmf6A4mp7O8tDLkW3v0tp+e/vCn9tQyRh38OPT1Crki0snTFQzeDpMC+eBgTpX5AyEsj4sy5KLrZkH2ihY2WkTKGC7hTcN25iODjdMV6qZjZIypPbXQW3/BjiunIpkGpb0fcupca0pP8Vwb8VHFb+RVY52eCIrmSd33+IUCJgZvmsmqcVqv3HMSTwrFAfVEGVw9rN7u8wZDY9C7dRLT1evxOrC7IahQR/G2GdrjxmwVMYldWBb9XcmLfbxX/TuzYorrjTdlkMbm1+dFunyF348j2s9szObluUe+vyUD7YUNPq/yYS+hvwbPge5z8jhen0MF0VH3TNXW2REhRYJg5Et1sxfYKi4kDvqulHrbTeO9EYdpV4wU2q4GEvlEjqLmXXPPl/DyJ2dhKnB8RJTXLd4STA1MQc4wunU6Gzx2iDQKM8J9alxMOBBOhetM0HHI89UuFXlxVIpI6/Sw2Hb8XVmvuGDjSnWj9MnQAEwDrf8dKuXBMzxiTGPiPUAIXoCzjELKOuQJcOmJlZ9CIKg/iSWlPKLYs2iamGHKUG+jbYVK3/khKIj4wgnzfmTDKS+Amt6wmlSv+Ss6h+FS5Gvte0WVdazqgYUC83PydXwNluUFQlNMz0Xzbk6v8NcYR9SQ+F6hctBu1diumv6qyonscw+u7ulbe1V92Vx3KLqwzN+E2dmStplUU4YmLo22h/cPpxPVlmdi5pGozzPQW4Uo7sLpUeVEHSduW1J6mLg83nb96YeYujJ7R9R5JpL6Qtw+RFIac7BJ+rK5CfUR0TsS+khZP6I4lJsgBFFrTL9L6o9EOD2QJv4p33+vSapjpTbX2t5AegPaoh7MNpkktT/KblH5CZG2B3bc9i+bmxWl3+GKJ20zF014nTDzJaWZ65pwOmFuM7cT4TS9lKM+KbDsoKQqp1IZlbYlpYcXk6jt+jtE2TMxbwYye0bUOSTM7eE84XWTpDSGIUT/qNBHgv2oCPc/cqDjYj+YThqTuD6ny4lKD6RFpDcCSXUU2yLw8ofQ20VapfQDgtkmc8F/VA4fLy1EXH4iLn9cWbvJDk3tHTzSYkqu0adS1FteXX3e1CLDMEz10PTUFPQcwqdwvn8wTFXUNLXHRLsXG404tynDMAeDaqf2GIbZGtv/nxYz+0KcUB1ZRDEMwzDMzsNCimEYhmEYpk5YSDEMwzAMw9QJCymGYRiGYZg6qSrY/Ec/Yr3FMAzDMMyrBWok9SsefmuPYRhmn8Fv7THM7sBv7TEMwzAMw+wgLKQYhmEYhmHqhIUUwzAMwzBMnbCQYhiGYRiGqRMWUgzDMAzDMHVS1Vt7a9PvwdCsC/aVBRjpVhsrULozKPYRtGVh8k4/pOTaLlOEsUwenKQ6LI5B5roTap/aT60JamxHcTQD+WWIt5s6rtU7CVMDFUpdm4bBcwWwajgHW0HXvRwbcgvHYClsG01XDhZG02olCm1XC7JfTkF/u9qsbCEJpUEJpgeGoPBCrVY8xl4T7DtVnd+K/TTGbhptvz291naQQP8IX1Oh/hGyQeBeJPrvCMT2HnWd6dyCBrRpfW/tlWD+0hAU1204/XAE3lBbo3jyeQbmVtQK2iyQf3kMhm/612r6synoOaxWkY3ZQbj1yLd3pWPtPdouarUzB+OXK91finD/ZB5WW7Nw4Yt+aFFbiWjbqfxqa4Cqjrf/Cdglwm5BgvZqPjEJH/TuzRW4/W/tqf8MtzIlWHLoQrJheH4e5qfOQnvV++4c+j/zDYI34XtyAMr+WqXTzTRKKLwowFBmEKbX1HoF0qMLMI/tv6rLjaMa27QfA7sNwLk3jTXeO6zTWeiOrS8O8me6Y+wsKY4adtX5QoMk4DBWODeGlxIRGiSJ5TwMTv2gVhqNcgHuzg7B2KJaiYLab+wTZb9Iu3ngMQ37Jdl/X1LWP/A6uK6vw4j+Qdfp6GP5G/f1RRThQD6j+1Y5pW+coIhS7HubPpuGGyd9sZDUnqAQIByYuzQNG/QzIKIIF4ofjcETtRYUUYSxb0MSElHESh5uFBLuL2QDY5A3bZlou0gs6H6HnggO2DUbgvpFwC7rBbgVa5dy0bn5aAjuL6uVBqSuqT3yVmQyGRi7Q4JD/s54NycaSPSNzYHxnh54D+949C0qvV8wPyKEC24bGIOxAZk+eKfkH2eUBhp/H3rC9MspFzbmcRIHMGJxRtTV6rLVEyfemD9RT6Rdw0IIyWUCsihkxCB/j27SdAOXx6C6El69RpUlsB492P5rf9Tf4SLb6LoFb+b6YoxvWwqO2ZYYJGaKO3/RaRGol+Eu3Ihic3gghefyOIwsmOnDKJlJZA3D2faE747hoBbl5Sri4EXYOeNY2HeWqJ1rS+BQX8JjT9CxJrN468GzsOzgGWhAFrG+9Ff3nRxZBlvzjRrYQ4jzLTxJlmhXJDF20wRE1gEkun+44PwRB7uY/gHYPx7jNRXc17+Gn5eiryHXpSsfHwgm5bHEgg+C+9rDRwP/RwXYxHY1t6ptsRRhVQx4Npx6MA/5B8NwlFbXHfj705fw5Dtpz6MXKG0eTnXSGqY5ZM8S7ivt1/0ppU9ANx1P7duQPFuCVRJRrVl4n9r7aRaacXXzL07kIE+CQAjJVrSl2uaTZLtuOPNwQdhMLjKt+e1h5c07yN9qDPcLbRcX/hEl6JfxnNDfzmFpqwvyHrr6XfQ9tBHYUoyUM2u6wPFJTz8FhqEbGoqK4GCA+QdC3pUXjrwposHtX/lzFw7eFAUodtqmTDc9YXov5MBkHse5njzI6But9bq6VZo35hHpbiVh0NR0BPrv5PASQZYLMF1qh/6P1aA+OwNFFIN5US8bhkdCXhnxm4SXWRdsf+gpm+qe1LbU63Kodf5kSrCdQ7Yblz9eg3G0qX0mOKDo9MWxcWyNDVkhsmJuCCSWqb1dWTWYaUrwXDTZBhsfzGj/42/JC8d9ir0DBzZK1kK3KSU9c/ACB8Ooi3CPKT2V58/+leo7aawv/cB2/BBTX5r6m59SAiBMrN0kur/bp2P23/eU949DlmypuGbL+schaQclTD2vsNpX0IZlhadGBfpYeN0N9YiHoJ7Bu7CG+8X26/1CZ84fwJJ49hwFF9Jpi+m4pqZD8GMhvlA4HC7BpvDc2NCBYpZs8vM35bX6T5fu5K5Mb8V0FAd0z/xpJ50Ftb0RwcGc2tv8C1tMMzW9fgw6hPiLGeQRmmbK38jCa2rdI9F29FfajJa//W4cvkc7dvcm3DMPDCno+YJE5G0hGoUNaLOyU5gN8TCDYv3f1T3UxnNCP/CcbDTgPZ/YWrB56KlbDhbdMLKgBAf+S1N7twdcWFrGVf3UiMvEabzAyrwr+knwtvBseOjjjFgoqsjIasqQFnFsB2bEVE8RZpQQ0U+vXt0i0TdOvOlidUSHVjdm2iBuzIFOnoZj4mlY0d4PuV66UaAoUnEVdu6qiL8ouziU58usu3yy1oSmQ8vahnRXHpS3HxSAeurTHIw0ONDP4LmlKb/4WX7t5SORGT4faG9hl3JcFEs//Kc8n+XgflVOse4m0qMhCdgK2xLVktTAlIifKrOrIMluiBbvXTm4+pbaduBI4QMMiSF5XfnXuBRW0D0CCwsLeI+RNizdmcErBvuj52GW56HpP+/CIHnKAe9BsR6miL5I04ThB779RteIiMGhHhbVywIc7ocPyHPyocwPy/iQSCJIDHrxgmhzA8+JFhIRSKHVeOhBmwhegtjWZ+qnQUvvlIjVEX1KbfNItJ3Bs2korpA3KhspJA4qwmbfXpPToiTstZ1CbKJg0gTuiyRu1c9GY0tCquypO4YmHAyFafCmdJ6e8nA5PyeNJbwOGvWkKAxuGNA7TtMLdaOTU4biiTEvvTo06MLac3kcY9BPrpu+caKQinxCrUxqoM8vHwVf4MnXQHsqtOCgPNrzItF1iWmbScygvCMoARj2RmmK9+RAn+SNKt3JyzKUyGSqI9lupsgiRXGwEddy06IfcD8ZtAmlex5dvA61sPLAh54pFFwTXY64B/nT7QbG/UM+8KmpwBcOLMVMBe4rYq7PKITtaNAT01hZeD9m0AtwAEy0HVSy3ZOvaJr1VfFGhSBRj2LzFOQhd+o9mH9+MNq/NY8UstWOQCKhGudKxeMIL436vRUsFauC5ZU/QxWlZ81E33yJZcebhttWdtUDFUROfRoeuwDKHknxPYaX0MmTQDyvPHNy+mRsEfeNmLIiLCxXT2eWU7/43UksNe1URqKNoqhgt/+jPZxKeA9Jj6h8WLm2M/1wTzHeWpyUHmuzP/oiKgfzakpe7hOMRzzyE3kWImPWlNjSMVE0NXVIZMcHF+8if0XQQeUkBG6clW9XNR2KjbFqbkFDHY6KG5K8ZkX7APealrjrFfuZno6rmUjb6b6q4qgiY6wOKOJFhwwMG8HlP8b203W1+m15UH+zSIuggW22ZSFVFe06bsGf2vMW76ZXDXrQNaa/9EI3v3Y1WOFgUlBB5trVXzXq7TgxII2Zw5ER4+TFWGivgMaBggo8D6MFgTtXUDd13JemzDwqtE3k2W20UIqJKVGB1eY0Ss28bFeDlQOOOmeBuDUlbL3gci+GrVZhsjuUxbHp4HNsx26ew33/llmAWkSU9M7JdD0V70+Pe30L+0+ZjcTbkxnoGVtU++sHJ+xrjdjZdooIISDtkVJCyoFVYRfwgs+FUGrCgU7EF2G6mBbzg4wrB7nvEWpw9oLLveDzOgftWNspVCC1jsl6JTis484K8DjwUkK0wNbi9vs/q3uoDj7Hc9KoNtsdIaVvaMbUnlzeg7v/SS57masy6s01vJC96S+1kKue3ibrEzFLmAOf4ummGAzeDqPFCz5xGm/H6SByWB5Xb8/Rot9ExJv5FSVsdNyTEIjyzTV3bhymo6YBuvtUsLCsu1+eplLbDCPtlojQ3rYYEeBNV+pAfQ/TE5AOveGn35yS8XA0FZpWU5z6nMmXBWQMjB9cLvtORsWibUm87SQ6jk33HfVCgZ6epkGftus3PeOpYLf/fVXEBnnp+m010RcP1hSq/1aiHwTu2dB7yQNZznvXjPZC6b7lzp03+pYF9ls0rUJThYbHyjt3eZHX+yRFVzYYs3mgKMJ98hac1J8wwHUSAgQOfL8/1QM5XIZPDsI8iqM3VHD597dom37VXwafAxyBDhVcvvhbSlefFVDB5w2JMcjfOol1Fm83+kJHvKWH7bwxW+l6JZJtR+iYLBIQ1Y97+52U6he63+jPTah+E/ZYdang8pVxYXshTBEKPm9Uk+2SkMIb2uhCKLgazZjDp8uf1PbkTMG5k0osaazTE963mig9ZxyHYpLkpR+FFi8h171w8euAeQMxSOknYrwJi0FSC6u0EnF4s79+V3pPAlDQrFkm7nc6eIRKbdsWD1AtoFFMs4SJDaw20E/9lK4XE7FOAcNXTFuQWNBigOw2GXxjLSoGpmEgARTsO+IchmPnqvQYaZuF26rX/XSx6hHOv3+JmE7XoA3jvvtEiL4X2bdCL7Mgsp+WnzvxoktNXvP9i7CBfvqPQKRTjMvFoD27P73qBU1TMPaFE+Y9zIZTenqrIaE3yiblZxo0ncNwKRy/JPpHBSrZDjEDqfEqVX8PPpH94oHfbzT6OjzzMBd4w7T57Qk4Q+N6g97Xqvqyue5Q1EjzN2F2tvC2pDyapP2JqG0as6xwevg4mrJy6PXycwUAHOymBo+ojT5R5dRS56R0k3C9zDw6TU9h0BuJcUHtO0FUGzSxaWTXTwCGp87CkRr2i2q3xkwjdqv99VKpLVH1j7OLZqvp+xXTlia6nZXSCTNP1Pa4vESj2bO+L5tLytpLHoGbIARPq9q2FXtqKqU3GoH6in+CbU1qY5xdTLw8mE459oNNdoK4flHJlntlr23/srnZEPodblh4W1KepDSTqG0anRaVbqaZSxkqJopicKICuiuVUWlbUrq5hClPU59HaIv5DMEOEqxHkOi0Ioydc8D+OP6/1YgrU2+vlBaV3mgk1TWu/nH5NVtN36/odoUXTVQaLSaVtpuYecNp+51gm4pw/yMHOi72g+mUMdtuLiZx2zWV0huNQH1DdY5rg5ffQG8LLx7h9VeMSJsgSdvC2xuNmjxSBxbxX1C4wuXfn2rQtirPmbXL3qitQE8TB77vMMwesBWPVCT0EMnXKsOUUY1HioWUwX4Y+FmcMAyz7UKKYZhItv8/LT7g7AeBwiKKYRiGYRoHFlIMwzAMwzB1wkKKYRiGYRimTlhIMQzDMAzD1ElVweY/+hHrLYZhGIZhXi1QI6lf8VQlpBiGYRiGYZhy2NXEMAzDMAxTJyykGIZhGIZh6oSFFMMwDMMwTJ2wkGIYhmEYhqkTFlIMwzAMwzB1wkKKYRiGYRimTlhIMQzDMAzD1AkLKYZhGIZhmDphIcUwDMMwDFMnLKQYhmEYhmHqhIUUwzAMwzBMnbCQYhiGYRiGqQuA/x+7/aSm+tLHFwAAAABJRU5ErkJggg==)
NOTES: refer to TABLE 1
As with the Parks/Salyer conversion, the Stockpile conversion from Inferred to Indicated classification was significant. Previously classed entirely as Inferred, drilling converted 217 million pounds at 0.153% Cu TSol into the Indicated category, with 3 million pounds remaining as Inferred mineral resources. This change represents a slight reduction in total pounds as the outer edge of the stockpile was confirmed to have a waste window in parts. The grade increased and the infill drilling confirmed relationships seen in the inferred model with the upper lift containing 52% of the pounds, from 45% of the tons; attributable to higher copper grades present in that lift.
Quality Assurance / Quality Control
Drilling completed on the project between 2020 and 2022 was supervised by on-site ASCU personnel who prepared core samples for assay and implemented a full QA/QC program using blanks, standards, and duplicates to monitor analytical accuracy and precision. The samples were sealed on site and shipped to Skyline Laboratories in Tucson AZ for analysis. Skyline’s quality control system complies with global certifications for Quality ISO9001:2008.
Scientific and technical information contained in this news release have been reviewed and verified by Allan Schappert – CPG #11758, who is a qualified person as defined by National Instrument 43-101– Standards of Disclosure for Mineral Projects.
Links from the Press Release
Register for Townhall: https://www.bigmarker.com/vid-conferences/ASCU-Cactus-Update
October 3, 2023: https://arizonasonoran.com/news-releases/arizona-sonoran-completes-partial-rezoning-of-mainspring-and-obtains-new-mineral-exploration-permit-for-2.5-acres/
September 28, 2022: https://arizonasonoran.com/news-releases/arizona-sonoran-doubles-global-leachable-resource-inventory-and-declares-maiden-mineral-resources-at-parks-salyer-of-2.92/
Figures: https://arizonasonoran.com/projects/cactus-mine-project/press-release-images/
Neither the TSX nor the regulating authority has approved or disproved the information contained in this press release.
About Arizona Sonoran Copper Company (www.arizonasonoran.com | www.cactusmine.com)
ASCU’s objective is to become a mid-tier copper producer with low operating costs and to develop the Cactus and Parks/Salyer Projects that could generate robust returns for investors and provide a long term sustainable and responsible operation for the community and all stakeholders. The Company’s principal asset is a 100% interest in the Cactus Project (former ASARCO, Sacaton mine) which is situated on private land in an infrastructure-rich area of Arizona. Contiguous to the Cactus Project is the Company’s 100%-owned Parks/Salyer deposit that could allow for a phased expansion of the Cactus Mine once it becomes a producing asset. The Company is led by an executive management team and Board which have a long-standing track record of successful project delivery in North America complemented by global capital markets expertise.
Forward-Looking Statements
This press release contains certain information that may constitute "forward-looking information" under applicable Canadian securities legislation. Forward looking information includes, but is not limited to, the potential of the Cactus Project, timing of economic studies and mineral resource estimates including the PFS, timing of receipt of permits and commencement of construction, the ability to sell marketable materials, strategic plans, including future exploration and development results, and corporate and technical objectives. Forward-looking statements involve known and unknown risks, uncertainties and other factors which may cause the actual results, performance or achievements of ASCU to be materially different from any future results, performance or achievements expressed or implied by the forward-looking statements. Factors that could affect the outcome include, among others: future prices and the supply of metals; the results of drilling; inability to raise the money necessary to incur the expenditures required to retain and advance the properties; environmental liabilities (known and unknown); general business, economic, competitive, political and social uncertainties; results of exploration programs; accidents, labour disputes and other risks of the mining industry; political instability, terrorism, insurrection or war; or delays in obtaining governmental approvals, projected cash operating costs, failure to obtain regulatory or shareholder approvals.
Although ASCU has attempted to identify important factors that could cause actual actions, events or results to differ materially from those described in forward-looking statements, there may be other factors that cause actions, events or results to differ from those anticipated, estimated or intended. Forward-looking statements contained herein are made as of the date of this news release and ASCU disclaims any intention or obligation to update or revise any forward-looking statements, whether as a result of new information, future events or results or otherwise, except as required by applicable securities laws.
Contacts
For more information:
Alison Dwoskin, Director, Investor Relations
647-233-4348
adwoskin@arizonasonoran.com
George Ogilvie, President, CEO and Director
416-723-0458
gogilvie@arizonasonoran.com
Source