# halberd_competitor_precedent_annex.eml 中文翻译

- 原始文件：`source_repo/source_files/week/halberd_competitor_precedent_annex.eml`
- 翻译模型：`gpt-4.1-mini`
- 分块数量：12

> 说明：自然语言内容已译为中文；路径、字段名、检查项 ID、数值、时间戳、文件名和代码标识保持原样。

## 分块 1

```markdown
Delivered-To: deal-team-albatross@halberd.com
Received: by mail-prv-eu-1.halberd.com with SMTP id 9d2e4b;
        Tue, 26 May 2026 19:02:18 -0400 (EDT)
From: Iris Beaumont <iris.beaumont@halberd.com>
To: deal-team-albatross@halberd.com
Cc: Vivian Holst <vivian.holst@halberd.com>,
    Daniel Reyes <daniel.reyes@halberd.com>,
    Priya Iyer <priya.iyer@halberd.com>
Subject: Project Albatross - competitor scorecard + precedent transactions annex
Date: Tue, 26 May 2026 19:02:14 -0400
Message-ID: <CAH-comp-precedent-annex.albatross.20260526@halberd.com>
MIME-Version: 1.0
Content-Type: multipart/related; boundary="----=_HalberdRel_halberd_competitor_precedent_annex"; type="multipart/alternative"

---

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团队，

---

附件将Calthorpe第6部分浓缩到一页。请将其作为目标评估中竞争对手定位幻灯片以及市场概览图中任何竞争对手描绘的工作锚点。
所有数据均通过Calthorpe第6部分以及Hartley Pearce NZ Egg Producers Competitor Overview（hp-agri-nz-027）、Navis Capital - Mainland Poultry 2017新闻稿、MainFeeds公开资料和Cal-Maine Foods公开新闻稿（Echo Lake、Tyson设施、Deal-Rite Feeds）进行三角验证。
表格以我工作附件的截图形式附上——如果有人想重新计算数据，我很乐意发送底层文件。

---

- Iris

---

1. 每个生产商的垂直整合深度

---

锚点：Mainland是新西兰唯一拥有完整七阶段堆栈的壳蛋生产商。其他所有生产商均为中间堆栈或更窄。

---

关键点（Calthorpe第6部分 [00:09:48]）：“Aurora以体量排名第二，但在整合深度上排名第四或第五。这种不对称性很重要，当你将12-14倍EBITDA的经纪人估值与Mainland为锚的7.0-7.5倍PEP-2025先例相比较时。Mainland以完整堆栈交易，估值为7.0-7.5倍。Aurora没有完整堆栈，不会获得比该对比更高的倍数提升——它获得的是结构性折价。”

---

Mainland完整堆栈锚点（可验证的真实公开来源）：
  - 120万只产蛋母鸡，分布在7个农场（Navis 2017新闻稿）。
  - 共17个场地，635公顷敏感土地（OIO公开记录）。
  - MainFeeds：3个饲料厂（奥塔哥/奥克兰/马纳瓦图）；年产约14万吨复合饲料（MainFeeds公开资料）。
  - 拥有Farmer Brown和Woodland零售品牌（Navis 2017）。
  - 在Foodstuffs和Woolworths NZ中拥有品类领导地位（Calthorpe第4部分+第6部分）。

---

2. 每个生产商的收入 / EBITDA利润率 / 品牌与自有品牌比例

---

FY24工作锚点（Hartley Pearce + Calthorpe第6部分三角验证；适用私有持股警告）：

---

备注：
- Aurora的品牌与自有品牌比例为50/50，是前五名中除Zeagold工业产品线外自有品牌暴露最高的——中等的EBITDA利润率和最差的自有品牌暴露共同导致Aurora在结构上低于其第二大市场份额（Calthorpe第6部分 [00:15:48]）。
- Zeagold的30:70比例主要是工业/蛋制品，而非零售自有品牌；其利润率通过蛋制品组合得以维持。
- Henergy的75:25品牌偏重是该组中最高的，源于其纯粹的放养定位。
- Mainland的70:30比例由Farmer Brown + Woodland品牌组合及品类领导者陈列杠杆保护。

---

逐字引用Calthorpe第6部分 [00:15:48]：“Aurora以FY24收入8460万新西兰元和12.8%的EBITDA利润率位列该组，但在三个运营维度中的两个上处于不利位置。他们的EBITDA利润率低于Mainland的14-16%区间，整体处于中游。他们的品牌与自有品牌比例约为50/50——这是前五名中除Zeagold工业产品线外自有品牌暴露最高的。因此，Aurora作为市场份额第二名，实际上在利润率和自有品牌暴露方面处于中游偏下。”

---

3. 地理集中度

---

Aurora的两个场地布局远比Mainland的七个农场/17个场地/三个饲料厂网络薄弱。
单一场地故障（生物安全事件、火灾、监管停产）带来显著更高的风险。值得在风险登记册中标记为集中风险，这种风险不会在客户集中度指标中体现（Calthorpe第6部分 [00:21:48]）。

---

2024年奥塔哥H7N6疫情为局部爆发。Mainland的双岛分布限制了影响；单岛生产商将面临更严重的干扰。Aurora的双岛分布提供部分保护，但每岛仅有一个场地，单场地故障风险依然存在。

---

4. 利基特色定位

---

Better Eggs尽管市场份额仅为第四（9%），但拥有最深厚的特色产品线——涵盖欧米伽-3、牧场放养（通过Smith家族2023年收购的霍克斯湾）和有机认证。在高端消费者需求方面尤为重要（详见第5部分）。

---

Henergy专注于纯放养，但其核心放养产品线以上没有真正的高端特色SKU；其差异化主要体现在福利定位而非层级梯队。

---

Aurora没有有意义的牧场放养、欧米伽-3强化或有机认证SKU。这使其在持久的特色高端层级中权重不足（Calthorpe第5部分+第6部分）。

---

长尾特色群体（Hartley Pearce汇总框架）：
5-8个知名运营商（Hens-on-Pasture、Tasman Egg Co.、两个奥塔哥专家、三个怀卡托精品运营商），总养殖规模约15-20万只，EBITDA倍数为5-6倍，每家收入约300-800万新西兰元，总计约3000-5000万新西兰元用于整合特色业务。对Aurora的所有者来说，这是收购后可用的顶线杠杆；这不是防御性举措，因为Aurora当前不在该层级。
```

## 分块 2

```text
合作/集体生产者角度（Calthorpe 第6部分
[00:27:14] + [00:47:48]）：一些较小的商业运营商正在探索购买和分销合作社，以
通过第二阶段保持对Pams / Pams Finest招标的访问。如果这些合作社成立，
它们可能成为股权名单底部的小而真实的新进入者。Pams招标结构上
通常每个类别只给一两个供应商，因此一个有足够规模赢得招标的合作社
是真正的新竞争者，而不是小本经营的故事。

---

5. 第二阶段的资本可用性（合理化杠杆）

---

第二阶段转换资本支出（Calthorpe 第2部分）：每只鸡新西兰元45-65元。
隐含的每个生产者的美元需求：

---

资本可用性是最大的结构性合理化杠杆。到2028财年，Calthorpe预计
6-10个长尾运营商将通过出售或关闭退出。该整合机会是机构资金支持的
Aurora所有者的收购后可选项，而非基线假设输入。

---

外国资本对新西兰农业的兴趣——已确立。真实的具名先例：
Navis Capital（2017年收购Mainland），Pacific Equity Partners（2025年
从Navis收购Mainland），Direct Capital，Macquarie Infrastructure Real Assets，
Adamantem Capital——均为澳新中型市场赞助商，曾在该规模层级做过新西兰农业。
美国中型市场赞助商较少，因为绝对交易规模低于大多数美国机构的最低要求；
Halberd的跨太平洋并购定位填补了服务不足的空白，但并未消除规模折扣问题
（Calthorpe 第6部分 [00:33:48]）。

---

6. 先例交易——竞争集群锚点

---

必须涉及的真实公开来源可引用先例。建议按直接相关性分层：

---

第一层——新西兰壳蛋控制交易（最直接）：

---

第二层——跨行业家禽及相关蛋制品：

---

* Echo Lake的EBITDA隐含值基于2.58亿美元企业价值与2.4亿美元收入，
假设加工蛋制品行业典型的12-15% EBITDA利润率——敏感性检查，
非公开倍数。

---

Cal-Maine竞争评论（Calthorpe 第6部分 [00:36:24]）：
14个月内三笔Cal-Maine交易（Echo Lake，Tyson壳蛋设施，Deal-Rite Feeds）。
两个主题：工业蛋制品邻近领域，以及向饲料的纵向整合加深。
Aurora在这两个方面均无布局。Cal-Maine的并购模式符合结构性解读：
整合加深和加工蛋制品邻近领域是高溢价倍数所在。

---

竞争集群构建（Calthorpe 第6部分 [00:42:48]）：
该方案应自下而上构建竞争集群，从新西兰蛋类控制交易开始
（PEP-Mainland 7.0-7.5倍平台锚点，Navis-Mainland 6.5倍前周期锚点，
Better Eggs / Smith家族5-6倍次规模锚点），以Cal-Maine 9-11倍和
Inghams 8-9倍作为跨行业规模折扣比较。Cal-Maine Echo Lake邻近领域
仅锚定加工蛋制品敏感性。若买家自上而下从Cal-Maine 9-11倍构建竞争集群，
且未考虑规模折扣，也未涉及PEP-Mainland 7.0-7.5倍这一更直接的新西兰先例，
则竞争分析工作不充分。

---

7. 方案摘要解读

---

逐字引用Calthorpe 第6部分 [00:45:18]：“方案有两个总结要点。
第一点——经纪人推广将Aurora定位为较为清洁的运营商，
拥有长期零售关系且无重大客户流失。诚实的竞争者解读是——
Aurora是一个四阶段中游生产商，按销量排名第二，
但按整合深度排名第四或第五，除Zeagold工业业务外，
在前五名中拥有最多的自有品牌暴露组合，EBITDA利润率处于中游。
这些都不是秘密——都可从Hartley Pearce竞争者概览、
Navis 2017年新闻稿和价值链第4部分对话中推导出。
经纪人定位不是谎言；只是选择性地只看销量份额维度。
方案应准确报告Aurora的结构性竞争地位，而非简单重复经纪人推介。”

---

战略环境提示（Calthorpe 第6部分 [00:50:18]）：
  - Heyden Farms战略进程可能在未来12-18个月内启动（2025年第四季度行业评论）。
    可能整合南岛竞争格局（Aurora南岛工厂位于Heyden基督城基地同一区域）。
  - PEP管理下的Mainland在第二阶段将更加强硬而非宽松的竞争定价。
    PEP的明确论点是：“加速第二阶段转换并拓宽邻近领域”。
    Aurora的假设不能认为第一竞争者会被动。

---

8. 生产者所有权/控制结构格局

---

Calthorpe 第6部分 [00:54:42]：“经纪人推介忽略的一点——
新西兰生产者群体在所有权结构及其对交易确定性的影响上是结构性异质的。
```

## 分块 3

```markdown
Producer        Ownership                       Governance read
  --------------  ------------------------------  ----------------
  Mainland        Pacific Equity Partners (PEP; Institutional
                  acquired 2025 from Navis;     board; clean
                  prior PE owner Navis          decision rights;
                  2017-2025)                    no family overhang
  Heyden          Heyden family (2nd gen);        家族控股；
                  signals of strategic process    继任悬而未决；
                  in the next 12-18 months        决策权模糊标记
  Better Eggs     Anderson family (3rd gen)       家族控股；
                                                  有一些外部非执行董事
  Zeagold         Mainland subsidiary (PEP)       纳入Mainland治理体系
  Henergy         Founder-led private group       创始人兼CEO；控制清晰
  Aurora          McKenna family (3rd gen);       家族控股；
                  considering partial sale        董事长继任悬而未决标记
                                                  详见下文

---

Calthorpe 第6部分 [00:55:48] 关于Aurora具体内容：“我想谨慎反驳经纪人所说的‘稳定的家族管理’这句话，因为这是新西兰所有家族控股交易中卖方的标准说法，但几乎从未能完整反映过渡期的真实情况。Aurora的主要负责人是Mark McKenna——第三代，董事总经理——年逾五十中后期，身体健康，预计未来十年以上继续经营业务。Mark本人确实能力出众，且积极参与运营。经纪人这部分说法是合理的。

---

我想更深入探讨的是董事会结构。Mark的母亲Eleanor McKenna是家族公司董事会主席。她现年七十多岁，仍积极主持董事会，业内普遍认为Eleanor已表示将在未来12至24个月内逐步退出主席职位，但尚未公开指定继任者。董事会目前有五个席位——三位家族成员（Mark、Eleanor及Eleanor的一个兄弟姐妹，作为第三位家族非执行董事）和两位外部非执行董事，他们的任期将在2026财年到期。Mark负责日常运营，但董事长在战略决策上拥有结构性否决权——包括新债务设施、重大资本支出、交易批准。若部分出售的合作伙伴假设“McKenna家族在战略方向上是一致的”，将会感到意外。Eleanor和Mark在资本支出节奏或南岛工厂的处理上并非总是公开达成一致。此外，2026财年外部非执行董事的更替恰逢Eleanor可能的主席交接——无论新资本合作伙伴是谁，都希望获得代表权，这与董事长继任问题同时发生。应将Aurora的治理/董事长继任视为一个真正需要确认的尽职调查事项，而非简单的正面因素。”

---

Calthorpe 第6部分 [00:58:12]：“就市场概况而言，实际含义是生产商群体清晰分为PEP控制（Mainland及其下属Zeagold）、家族控股且存在继任或董事长悬而未决（Heyden、Aurora）、家族控股稳定（Better Eggs）和创始人领导（Henergy）。这种所有权与治理的划分至少与生产系统的组合同样重要，因为它决定了谁能快速推进第二阶段资本支出（PEP控制的生产商能；存在继任或董事长悬而未决的家族控股则较慢）以及谁在未来两到三年内有资格进行出售流程（Heyden几乎肯定；Aurora正在进行中；其他则无）。”

---

与演示文稿/描述的矛盾：
经纪人外联将Aurora的家族管理描述为“稳定”，并将治理/连续性视为明确的正面因素（见broker_outreach_aurora.eml）。上述Calthorpe的解读则与Aurora的这一说法相矛盾：治理是一个结构性确认事项，而非简单的正面因素。演示文稿/描述应准确报告生产商的所有权与治理划分，并将Aurora的继任问题标记为未决事项，而非重复经纪人的说法。

---

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## 分块 4

```markdown
<!DOCTYPE html><html><head><meta charset="utf-8"><style>body{font-family:-apple-system,Segoe UI,Helvetica,Arial,sans-serif;font-size:14px;line-height:1.5;color:#1a1a1a} h3{margin:18px 0 8px;font-size:15px} p{margin:8px 0} table th{background:#f2f2f2;text-align:left} table td{vertical-align:top}</style></head><body>
<p>团队，</p>
<p>附录将 Calthorpe 第6部分浓缩到一页。请将其作为目标评估中竞争对手定位幻灯片以及市场概览图中任何竞争对手描绘的工作锚点。所有数据均由 Calthorpe 第6部分加上 Hartley Pearce 新西兰蛋品生产商竞争对手概览（hp-agri-nz-027）、Navis Capital - Mainland Poultry 2017年新闻稿、MainFeeds 公开资料以及 Cal-Maine Foods 公开新闻稿（Echo Lake、Tyson 设施、Deal-Rite Feeds）三角验证得出。表格以我工作附录的截图形式附上——如果有人想重新计算数据，我很乐意发送底层文件。</p>
<p>- Iris</p>
<h3>1. 每个生产商的垂直整合深度</h3>
<p>锚点：Mainland 是新西兰唯一拥有完整七阶段堆栈的壳蛋生产商。其他所有生产商均为中间堆栈或更窄。</p>
<img src="cid:tbl1.competitor_precedent@halberd.com" alt="Screenshot 2026-05-26 at 18.17.14.png" style="max-width:100%;height:auto;display:block;margin:12px 0">
<p>关键点（Calthorpe 第6部分 [00:09:48]）：“Aurora 的体量排名第二，但垂直整合深度排名第四或第五。这种不对称性很重要，当你将一个12-14倍EBITDA的经纪人估值与Mainland为锚的7.0-7.5倍PEP-2025先例进行比较时。Mainland以完整堆栈交易，估值为7.0-7.5倍。Aurora没有完整堆栈，无法获得比该对比更高的倍数提升——反而获得结构性折价。”</p>
<p>Mainland完整堆栈锚点（可验证的真实公开来源）：- 120万只产蛋鸡，分布于7个农场（Navis 2017年新闻稿）。- 共17个场地，635公顷敏感土地（OIO公开记录）。- MainFeeds：3个饲料厂（奥塔哥/奥克兰/马纳瓦图）；年产约14万吨复合饲料（MainFeeds公开资料）。- 拥有 Farmer Brown 和 Woodland 零售品牌（Navis 2017）。- 在 Foodstuffs 和 Woolworths 新西兰拥有品类领导地位（Calthorpe 第4部分 + 第6部分）。</p>
<h3>2. 每个生产商的收入 / EBITDA 利润率 / 品牌与自有品牌比例</h3>
<p>FY24 工作锚点（Hartley Pearce + Calthorpe 第6部分三角验证；适用私有持有警告）：</p>
<img src="cid:tbl2.competitor_precedent@halberd.com" alt="Screenshot 2026-05-26 at 18.19.51.png" style="max-width:100%;height:auto;display:block;margin:12px 0">
<p>备注：- Aurora 的品牌与自有品牌比例为50/50，是前五名中除 Zeagold 工业产品线外自有品牌暴露最高的——中等EBITDA利润率和最差的自有品牌暴露共同导致 Aurora 在结构上低于其第二大体量份额（Calthorpe 第6部分 [00:15:48]）。- Zeagold 的30:70比例主要是工业蛋品，而非零售自有品牌；其利润率通过蛋品组合得以维持。- Henergy 的75:25品牌偏重是该组中最高的，源于其纯粹的放养定位。- Mainland 的70:30比例由 Farmer Brown + Woodland 品牌组合及品类领导者陈列杠杆保护。</p>
<p>逐字引用 Calthorpe 第6部分 [00:15:48]：“Aurora FY24收入为8460万新西兰元，EBITDA利润率为12.8%，处于该组中，但在三个运营维度中的两个维度上处于不利位置。其EBITDA利润率低于 Mainland 的14-16%区间，整体处于中等水平。其品牌与自有品牌比例约为50/50——是前五名中除 Zeagold 工业产品线外自有品牌暴露最高的。因此，Aurora作为第二大份额，实际上在利润率和自有品牌暴露方面处于中下游水平。”</p>
<h3>3. 地理集中度</h3>
<img src="cid:tbl3.competitor_precedent@halberd.com" alt="Screenshot 2026-05-26 at 18.22.28.png" style="max-width:100%;height:auto;display:block;margin:12px 0">
<p>Aurora的两个场地布局远不及Mainland的七个农场/17个场地/三个饲料厂网络。单一场地故障（生物安全事件、火灾、监管停产）带来显著更高的风险。值得在风险登记册中标记为集中风险，这种风险不会在客户集中度指标中体现（Calthorpe 第6部分 [00:21:48]）。</p>
<p>2024年奥塔哥H7N6疫情为局部爆发。Mainland的双岛布局限制了干扰；单岛生产商将面临更严重的干扰。Aurora的双岛布局提供部分保护，但每岛仅有一个场地，单场地故障风险依然存在。</p>
<h3>4. 利基特色定位</h3>
<img src="cid:tbl4.competitor_precedent@halberd.com" alt="Screenshot 2026-05-26 at 18.25.05.png" style="max-width:100%;height:auto;display:block;margin:12px 0">
<p>Better Eggs 拥有最深的特色产品线，尽管体量排名仅第四（9%）——涵盖欧米伽-3、放养（通过Smith家族2023年收购的霍克斯湾农场）和认证有机。在高端消费者需求层面占据不成比例的重要地位（详见第5部分）。</p>
<p>Henergy 是纯放养定位，但其核心放养产品线上没有真正的高端特色SKU；其差异化主要体现在福利定位而非层级梯度。</p>
<p>Aurora 没有显著的放养、欧米伽-3强化或认证有机SKU。这导致其在持久的特色高端层级中权重不足（Calthorpe 第5部分 + 第6部分）。</p>
<p>长尾特色群体（Hartley Pearce 汇总框架）：5-8个知名运营商（Hens-on-Pasture、Tasman Egg Co.、两家奥塔哥特色商、三家怀卡托精品运营商），总鸡群约15-20万只，单个企业EBITDA倍数为5-6倍，规模为300-800万新西兰元，总计3000-5000万新西兰元可整合特色业务。为Aurora所有者提供收购后提升营收的杠杆；非防御性举措，因为Aurora当前不在该层级。</p>
<p>合作社/集体生产商角度（Calthorpe 第6部分 [00:27:14] + [00:47:48]）：少数较小商业运营商正在探索采购和分销合作社，以通过第二阶段保留Pams / Pams Finest招标访问权。如果这些合作社成立，可能成为份额名单底部的小而真实的新进入者。Pams招标结构上每个品类通常只授予一到两个供应商，因此有足够规模赢得招标的合作社是真正的新竞争者，而非小规模家庭作坊。</p>
<h3>5. 第二阶段资本可用性（合理化杠杆）</h3>
<p>第二阶段转换资本支出（Calthorpe 第2部分）：每只鸡45-65新西兰元。隐含每个生产商的资金需求：</p>
<img src="cid:tbl5.competitor_precedent@halberd.com" alt="Screenshot 2026-05-26 at 18.27.42.png" style="max-width:100%;height:auto;display:block;margin:12px 0">
<p>资本可用性是最大的结构性合理化杠杆。Calthorpe预计到FY28将有6-10个长尾运营商通过出售或关闭退出。该整合机会是机构资金支持的Aurora所有者的收购后可选项，而非基线假设输入。</p>
<p>外国资本对新西兰农业的兴趣——已确立。真实知名先例：Navis Capital（2017年 Mainland）、Pacific Equity Partners（2025年从Navis收购 Mainland）、Direct Capital、Macquarie Infrastructure Real Assets、Adamantem Capital——均为澳新中型市场赞助商，曾在该规模层级操作新西兰农业。美国中型市场赞助商较少，因为绝对交易规模低于多数美国机构最低门槛；Halberd的跨太平洋并购框架填补了服务不足的空白，但未消除规模折价问题（Calthorpe 第6部分 [00:33:48]）。</p>
<h3>6. 先例交易 - 竞争集锚点</h3>
<p>必须涵盖的真实公开来源先例。建议按直接相关性分层：</p>
<p>第一层 - 新西兰壳蛋控股交易（最直接）：</p>
<img src="cid:tbl6.competitor_precedent@halberd.com" alt="Screenshot 2026-05-26 at 18.30.19.png" style="max-width:100%;height:auto;display:block;margin:12px 0">
<p>第二层 - 跨贸易家禽及邻近蛋品：</p>
<img src="cid:tbl7.competitor_precedent@halberd.com" alt="Screenshot 2026-05-26 at 18.32.56.png" style="max-width:100%;height:auto;display:block;margin:12px 0">
<p>* Echo Lake EBITDA由2.58亿美元企业价值对比2.4亿美元收入推算，假设加工蛋品板块典型12-15% EBITDA利润率——为敏感性检查，非公开倍数。</p>
<p>Cal-Maine对比评论（Calthorpe 第6部分 [00:36:24]）：14个月内三笔Cal-Maine交易（Echo Lake、Tyson壳蛋设施、Deal-Rite Feeds）。两大主题：工业蛋品邻近和向饲料的垂直整合加深。Aurora均不具备。Cal-Maine的并购模式与结构性解读一致：整合加深和加工蛋品邻近是高端倍数所在。</p>
<p>竞争集构建（Calthorpe 第6部分 [00:42:48]）：幻灯片应自下而上构建竞争集，从新西兰蛋品控股交易开始（PEP-Mainland 7.0-7.5倍平台锚点，Navis-Mainland 6.5倍前周期锚点，Better Eggs / Smith家族5-6倍次规模锚点），再加上Cal-Maine 9-11倍和Inghams 8-9倍作为跨贸易规模折价对比。Cal-Maine Echo Lake邻近仅锚定加工蛋品敏感度。若买家自上而下从Cal-Maine 9-11倍构建竞争集，且未考虑规模折价，也未涵盖PEP-Mainland 7.0-7.5倍这一更直接的新西兰先例，则竞争分析不充分。</p>
<h3>7. 幻灯片总结观点</h3>
<p>逐字引用 Calthorpe 第6部分 [00:45:18]：“幻灯片有两个总结观点。观点一——经纪人推广将Aurora描绘为较为清洁的运营商，拥有长期零售关系且无重大客户流失。诚实的竞争者解读是——Aurora是一个四阶段中间堆栈生产商，体量排名第二，但垂直整合深度排名第四或第五，且在前五名中除Zeagold工业产品线外自有品牌暴露最高，EBITDA利润率处于中等水平。这些都不是隐瞒的——均可从Hartley Pearce竞争者概览、Navis 2017年新闻稿及价值链第4部分对话中推导出。经纪人框架不是谎言；只是选择性地只看体量份额维度。幻灯片应准确报告Aurora的结构性竞争地位，而非重复经纪人说辞。”</p>
<p>战略环境提示（Calthorpe 第6部分 [00:50:18]）：- Heyden Farms战略进程可能在未来12-18个月内启动（2025年第四季度行业评论）。可能整合南岛竞争格局（Aurora南岛场地与Heyden基督城基地位于同一区域）。- Mainland在PEP控制下，第二阶段竞争定价将更为强硬而非宽松。PEP的明确论点：“加速第二阶段转换并拓宽邻近领域”。Aurora的论点不能假设竞争对手会被动。</p>
<h3>8. 生产商所有权 / 控制结构格局</h3>
<p>Calthorpe 第6部分 [00:54:42]：“经纪人推广忽略了一点——新西兰生产商群体在所有权及其对交易确定性的影响上结构性异质。”</p>
<table style="border-collapse:collapse;margin:12px 0;font-size:14px" border="1" cellpadding="6"><thead><tr><th>生产商</th><th>所有权</th><th>治理解读</th></tr></thead><tbody><tr><td>Mainland</td><td>Pacific Equity Partners (PEP；2025年从Navis收购；此前PE所有者Navis 2017-2025)</td><td>机构董事会；清晰决策权；无家族遗留问题</td></tr><tr><td>Heyden</td><td>Heyden家族（二代）；信号显示未来12-18个月内有战略进程</td><td>家族控制；继任遗留；决策权模糊被标记</td></tr><tr><td>Better Eggs</td><td>Anderson家族（三代）</td><td>家族控制；部分外部非执行董事</td></tr><tr><td>Zeagold</td><td>Mainland子公司（PEP）</td><td>纳入Mainland治理</td></tr><tr><td>Henergy</td><td>创始人领导的私营集团</td><td>创始人兼CEO；控制清晰</td></tr><tr><td>Aurora</td><td>McKenna家族（三代）；考虑部分出售</td><td>家族控制；董事长继任遗留被标记</td></tr></tbody></table>
<p>Calthorpe 第6部分 [00:55:48] 关于Aurora具体情况：“我想谨慎反驳经纪人‘稳定家族管理’的说法，因为这是新西兰所有家族控制交易的标准卖方框架，几乎从未全面反映过过渡期情况。Aurora的负责人是Mark McKenna——三代，董事总经理——五十多岁，健康良好，预计未来十年以上继续经营业务。Mark本人确实能力强且积极参与运营。经纪人说法中这部分是合理的。</p>
<p>我想更强调的是董事会结构。Mark的母亲Eleanor McKenna是家族公司董事会主席。她现年七十多岁，仍积极担任主席，业内观点认为Eleanor已表示将在未来12至24个月内逐步卸任主席，但尚未公开指定继任者。董事会目前有五个席位——三名家族成员（Mark、Eleanor及Eleanor的一个兄弟姐妹作为第三名家族非执行董事）和两名外部非执行董事，其任期将于FY26届满。Mark负责日常运营，但主席对战略决策拥有结构性否决权——包括新债务设施、重大资本支出、交易批准。部分出售的合作伙伴若假设‘McKenna家族在战略方向上统一’将会感到意外。Eleanor和Mark在资本支出节奏及南岛场地处理上并非总是公开一致。此外，FY26外部非执行董事更替与Eleanor可能的主席交接时间窗口重合——新资本合作伙伴将希望获得代表权，这与主席继任问题同时发生。应将Aurora治理/主席继任视为真正的确认性尽职调查事项，而非简单的正面因素。”</p>
<p>Calthorpe 第6部分 [00:58:12]：“对于市场概览，实际含义是生产商群体清晰分为PEP控制（Mainland + Zeagold纳入其下）、家族控制且有继任或主席遗留（Heyden、Aurora）、家族控制稳定（Better Eggs）和创始人领导（Henergy）。该所有权与治理划分至少与生产系统组合同样重要，因为它决定了谁能快速推进第二阶段资本支出（PEP控制的生产商能；有继任或主席遗留的家族控制者会更慢）以及谁在未来两到三年内有资格进入出售流程（Heyden几乎确定；Aurora正在进行中；其他则无）。”</p>
<p>幻灯片/描绘的矛盾点：经纪人推广将Aurora的家族管理描绘为“稳定”，并将治理/连续性视为纯正面（见 broker_outreach_aurora.eml）。上述Calthorpe解读则针对Aurora具体情况予以反驳：治理是结构性确认事项，而非纯正面。幻灯片/描绘应准确报告生产商所有权与治理划分，并将Aurora的继任问题标记为未决事项，而非重复经纪人说辞。</p>
<p>附录结束</p>
</body></html>
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

## 分块 7

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------=_HalberdRel_halberd_competitor_precedent_annex
Content-Type: image/png
Content-Disposition: inline; filename="Screenshot 2026-05-26 at 18.22.28.png"
Content-Transfer-Encoding: base64
Content-ID: <tbl3.competitor_precedent@halberd.com>
```

## 分块 8

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## 分块 9

```markdown
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## 分块 10

```markdown
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## 分块 11

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## 分块 12

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------=_HalberdRel_halberd_competitor_precedent_annex--