# halberd_business_model_alt_use_annex.eml 中文翻译

- 原始文件：`source_repo/source_files/week/halberd_business_model_alt_use_annex.eml`
- 翻译模型：`gpt-4.1-mini`
- 分块数量：8

> 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 a82c1b;
        Sat, 6 Jun 2026 16:24:02 -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>,
    Marcus Vale <marcus.vale@halberd.com>,
    Priya Iyer <priya.iyer@halberd.com>
Subject: Project Albatross - business model + alternative-use optionality annex
Date: Sat, 6 Jun 2026 16:23:58 -0400
Message-ID: <CAH-altuse-annex.albatross.20260606@halberd.com>
MIME-Version: 1.0
Content-Type: multipart/related; boundary="----=_HalberdRel_halberd_business_model_alt_use_annex"; type="multipart/alternative"

---

这是一个多部分的MIME格式消息。

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---

团队，

---

附件将Calthorpe第8部分（6月5日）加上Henry Calder运营商电话（6月4日）以及Tasman Mercantile的后续邮件（摘录如下）整合成一页。请用于两个目的：

---

1. T4简报视频应以简短的商业模式介绍开头，置于发现/开放问题部分之前——介绍蛋鸡生产者的实际含义，为什么单位经济学是这样运作的，以及该资产所具备和不具备的可选性。

---

2. T3演示文稿应将替代用途的可选性问题作为确认性尽职调查中的一个开放项目，而非独立的底线机会，粪肥/副产品收入抵消应归入底线机会部分。

---

逐字数字来自Calthorpe第8部分、Calder通话记录、Bucket-4供应商风险附件（6月3日，粪肥销售抵消）及公开来源：新西兰MPI蛋鸡福利规范、Hy-Line / Lohmann性能指南、Lodestone Energy公开网站、AWS / Microsoft / CDC新西兰公开公告、NPS高产土地2022。表格为我工作附件中的截图——如需底层文件请联系我。

---

- Iris

---

1. 生产周期简介（用于T4视频简介 + T3资产简介）

---

三个阶段。三个阶段的鸡群同时存在于同一农场，因为鸡群是错开饲养的。

---

来源：Calder [00:01:18]+[00:03:12]+[00:05:48]；Hy-Line / Lohmann Brown商业性能指南；新西兰MPI蛋鸡福利规范生产基准（行业标准约280枚蛋/只/年）。

---

对Aurora 61万只鸡群的影响——运营实际是总人口约72万至80万只，同时包括并行的育成鸡群（约12万只）。每15-18个月循环600k只鸡。鸡是一个18个月折旧的资产（Calder [00:30:46] - 运营解读）。

---

2. 退役蛋鸡 + 副产品经济学

---

退役蛋鸡有三条路径，均为低利润：

---

注（Calder [00:07:42]+[00:10:48]）：“退役蛋鸡处理在现代新西兰蛋鸡农场更接近成本而非收入……如果卖方演示文稿将退役蛋鸡处理视为隐藏价值杠杆，我希望看到销售合同，而非研究报告。”

---

蛋品分级比例：

---

A级（零售）            约占总量65-75%   主要收入来源
  B级 / 破损 / 液态蛋  约占25-30%        Versova
                                            （地区
                                            加工厂），低利润
  损耗 / 废弃           约占1-5%          负收益

---

来源：Calder [00:15:14]。

---

3. 粪肥销售 - 实际收入抵消，常被忽视

---

新西兰蛋鸡农场的粪肥作为A级有机投入物出售给Ravensdown和Ballance Agri-Nutrients——新西兰两大主要肥料合作社。价格通常为每吨15-25新西兰元，视年份、含水量和堆存时间而定。

---

针对Aurora：

---

鸡群数量     约61万只蛋鸡群
  粪肥产量   约18,000-22,000吨/年
  实现收入   30万至50万新西兰元/年（Calder提及的28万新西兰元峰值年份作为约60万只鸡规模Aurora的可比基准）

---

应归入T3底线机会部分，作为一个量化的收入抵消，常被蛋壳销售方框架忽视（根据Halberd分析标准第8节：“底线/成本削减杠杆常被专注于营收故事的分析师低估”）。

---

来源：Calder [00:12:22]；Calthorpe第7部分 [00:51:14]（Bucket 4供应商风险附件，6月3日，第9节）。

---

4. 替代用途可选性 - 现实情景集

---

五条路径——在这五条路径中，Aurora两个特定场地的可实现买家群体较小。

---

许可叠加（第8部分 [00:18:48]+[00:23:42]）：
```

## 分块 2

```markdown
- 两个 Aurora 场地均位于农村生产区土地上。
  - 两者均位于 HPL 叠加土壤（NPS 高度生产力土地，2022 年 10 月）。坎特伯雷平原大部分为 LUC 1-2 类；怀卡托奶牛/混合种植带大部分为 LUC 1-3 类。
  - 许可时间线为 24-36 个月，从范围界定到决定，加上提交者和环境法院的上诉权利。
  - 实际效果：买方承担许可路径的成本是在为期权价值买单，而非实现价值。

---

5. aurora-site 可选性解读 - 第 8 部分 [00:23:42]+[00:27:18] 逐字稿

---

“Aurora 有两个场地。北岛 - 怀卡托，奥克兰以南。南岛 - 坎特伯雷平原，靠近基督城，Henry 提到的 Selwyn 流域场地。两个场地均位于农村生产区土地上。两个场地均位于 HPL 叠加土壤上。都不在奥克兰西北部数据中心集群内……所以 Aurora 两个具体场地的现实替代用途可选性很小。邻近农村生产区的合并经营。这是底线，也大致是上限。估值报告中不应包含 Aurora 头条估值的替代用途可选性溢价。如果 Tasman Mercantile 在后续邮件中提出了这一点，那只是卖方的说辞，而非可实现的出价。”

---

“我会把替代用途可选性讨论放在估值报告中，作为确认性尽职调查的开放性问题——而非机会。问题是——是否有具体命名的非蛋类买家愿意以高于农村生产区持续经营价值的溢价对任一场地出价，并承担何种许可风险？在买家未被明确之前，这只是一个可选性讨论点，考虑到许可成本和时间，其预期价值为负。”

---

6. 卖方可选性框架——摘自 Tasman Mercantile 后续邮件逐字稿（Nicholas Chen 致 V. Holst，2026 年 5 月 28 日，Vivian 转发给交易团队）

---

发件人：Nicholas Chen <nicholas.chen@tasmanmercantile.co.nz>
收件人：Vivian Holst <vivian.holst@halberd.com>
日期：2026 年 5 月 28 日 星期三 14:38 +1200
主题：Project Albatross - 额外背景信息

---

“Vivian——在信息备忘录之前还有一点。McKenna 家族对 Aurora 土地储备作为长期资产非常审慎。两个生产场地均位于大面积农村土地上，具有除蛋类业务外的显著替代用途可选性——尤其是坎特伯雷场地，已被考察用于替代农业和基础设施用途，包括数据中心和公用事业规模的太阳能应用，怀卡托场地同样在邻近农业转换路径上具有可选性。我们认为这对头条交易价值是一个非同小可的支撑，无论蛋壳业务前景如何。如果您的投资委员会感兴趣，我们乐意详细说明。”

---

注意：请严格测试此框架。Calthorpe 第 8 部分 + Calder 操作员解读直接否定了任一场地以溢价买断替代用途可选性的可实现性。

---

7. T4 简报视频入门 + T3 估值报告文本阅读

---

T4 视频在发现和开放性问题部分之前，以业务模型入门开场（根据 Vivian，2026 年 6 月 6 日 Slack 讨论——“高级合伙人需要先了解基础知识”）。建议入门时长约 12-15 秒，简报节奏：

---

“Aurora 是一家新西兰蛋壳蛋生产商。单位经济基于 18 个月的鸟周期——18 周的育雏沉没成本，50 周的高峰产蛋期，每只母鸡年产蛋约 300 个，约 75 周时淘汰。母鸡是折旧资产；鸡舍、品牌、客户关系均依赖于按计划将下一批育雏鸡送入高峰产蛋期。淘汰母鸡的处理是低利润的渲染/宠物食品渠道——可视为成本而非收入。向 Ravensdown 和 Ballance 出售粪便是每年约 30-50 万新西兰元的实际收入抵消，常被忽视。基于土地的替代用途可选性在此规模下较小——Aurora 两个场地均位于农村分区、HPL 叠加土地，且不在奥克兰数据中心集群内，任何非农村用途均面临 24-36 个月的许可风险。有了这些背景，以下是我们的三个初步发现，随后是三个确认性尽职调查的开放性问题。”

---

T3 估值报告风险登记表 / 开放性问题部分补充：
```

## 分块 3

```text
"替代用途选择权 - 卖方经纪人将两个Aurora场地都定位为具有除蛋品业务外的有意义土地储备选择权（数据中心、太阳能、奶牛转用）。独立行业专家解读（Calthorpe第8部分）和运营商解读（Calder）直接否定了Aurora两个具体场地上该选择权的可实现性：两者均位于农村生产区划、HPL叠加地块，且均位于奥克兰西北数据中心集群之外，任何非农村用途均面临24-36个月的审批风险。作为确认性尽职调查中的开放问题处理——是否有特定命名的非蛋品买家愿意以高于农村生产持续经营价值的溢价出价——而非作为头条估值中的底线机会。"

---

T3底线机会部分 - 粪便/副产品：

---

"粪便销售收入抵消 - Ravensdown / Ballance Agri-Nutrients以每吨新西兰元15-25元的价格购买新西兰蛋鸡场粪便，作为A级有机投入。Aurora 61万只鸡群意味着每年18,000-22,000吨，年收入抵消30万至50万新西兰元。规模虽小，但在蛋壳销售方框架中常被忽视。"

---

附件结束。

---

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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8部分（6月5日）、Henry Calder 运营商电话会议（6月4日）以及 Tasman Mercantile 跟进邮件（摘录如下）整合成一页。用于两个目的：</p>
<p>1. T4 简报视频应以简短的商业模式入门开场，随后进入发现/开放问题部分——介绍蛋鸡生产者的实际情况，单位经济学为何如此运作，以及该资产所具备和不具备的可选性。</p>
<p>2. T3 演示文稿应将替代用途可选性问题作为确认尽职调查中的开放事项，而非独立的底线机会，粪便/副产品收入抵消应归入底线机会部分。</p>
<p>逐字数字来源于 Calthorpe 第8部分、Calder 文字记录、Bucket-4 供应商风险附录（6月3日，粪便销售抵消）及公开资料：新西兰 MPI 蛋鸡福利规范、Hy-Line / Lohmann 性能指南、Lodestone Energy 公开网站、AWS / Microsoft / CDC 新西兰公开公告、NPS 高产土地 2022。表格为我工作附录的截图——如需底层文件请联系我。</p>
<p>- Iris</p>
<h3>1. 生产周期入门（用于 T4 视频入门 + T3 资产简介）</h3>
<p>三个阶段。三个阶段同时存在于同一农场，因为鸡群是错开饲养的。</p>
<img src="cid:tbl1.business_model_alt_use@halberd.com" alt="Screenshot 2026-06-06 at 15.38.58.png" style="max-width:100%;height:auto;display:block;margin:12px 0">
<p>来源：Calder [00:01:18]+[00:03:12]+[00:05:48]；Hy-Line / Lohmann Brown 商业性能指南；新西兰 MPI 蛋鸡福利规范生产基准（行业标准约280枚蛋/只/年）。</p>
<p>对 Aurora 61万只鸡群的影响——运营实际是总存栏约72万至80万只，同时包括并行的育成鸡群（约12万只）。每15-18个月循环600,000只鸡。鸡是一个18个月折旧资产（Calder [00:30:46]——运营解读）。</p>
<h3>2. 产尽母鸡 + 副产品经济学</h3>
<p>产尽母鸡有三条路径，均为低利润：</p>
<img src="cid:tbl2.business_model_alt_use@halberd.com" alt="Screenshot 2026-06-06 at 15.41.35.png" style="max-width:100%;height:auto;display:block;margin:12px 0">
<p>注（Calder [00:07:42]+[00:10:48]）：“现代新西兰蛋鸡场中，产尽母鸡处理更接近成本而非收入……如果卖方资料将产尽母鸡处理视为隐藏价值杠杆，我希望看到销售合同，而非研究报告。”</p>
<p>蛋品分级比例：</p>
<p>A级（零售）            约占总量65-75%   主要收入来源 B级 / 破损 / 液态  约占25-30%       Versova（区域破蛋厂），低利润 变质 / 废弃            约占1-5%           负收益</p>
<p>来源：Calder [00:15:14]。</p>
<h3>3. 粪便销售——真实收入抵消，常被忽视</h3>
<p>新西兰蛋鸡场粪便作为A级有机投入出售给 Ravensdown 和 Ballance Agri-Nutrients——新西兰两大主要肥料合作社。价格通常为每吨15-25新西兰元，视年份、含水量和堆存时间而定。</p>
<p>对 Aurora 来说：</p>
<p>鸡群数量     约61万只蛋鸡 粪便产量   约18,000-22,000吨/年 实现收入    30万至50万新西兰元/年（Calder 引用的峰值28万新西兰元为约60万只鸡规模的可比基准）</p>
<p>应归入 T3 底线机会部分，作为量化的收入抵消，常被蛋壳蛋卖方框架忽视（根据 Halberd 分析标准第8节：“关注顶线故事的分析师常低估底线/成本杠杆”）。</p>
<p>来源：Calder [00:12:22]；Calthorpe 第7部分 [00:51:14]（Bucket 4 供应商风险附录，6月3日，第9节）。</p>
<h3>4. 替代用途可选性——现实情景集</h3>
<p>五条路径——在这五条路径中，Aurora 两个特定场地的可实现买家群体很小。</p>
<img src="cid:tbl3.business_model_alt_use@halberd.com" alt="Screenshot 2026-06-06 at 15.44.12.png" style="max-width:100%;height:auto;display:block;margin:12px 0">
<p>审批叠加（第8部分 [00:18:48]+[00:23:42]）：</p>
<p>- Aurora 两个场地均位于农村生产用地分区。 - 两地均位于高产土地（HPL）叠加土壤上（NPS 高产土地，2022年10月）。坎特伯雷平原大部分为土地利用能力（LUC）1-2级；怀卡托乳制品/混合种植带大部分为LUC 1-3级。 - 审批周期为24-36个月，从规划到决定，另有提交者和环境法院上诉权。 - 实际影响：承担审批流程的买家支付的是期权价值，而非已实现价值。</p>
<h3>5. Aurora 场地可选性解读——第8部分 [00:23:42]+[00:27:18] 逐字稿</h3>
<p>“Aurora 有两个场地。北岛——怀卡托，奥克兰以南。南岛——坎特伯雷平原，靠近基督城，即 Henry 提到的 Selwyn 流域场地。两者均位于农村生产用地分区，且均位于高产土地叠加土壤上。均不在奥克兰西北数据中心集群内……因此，Aurora 两个特定场地的现实替代用途可选性很小。邻近合并的农村生产持续经营是底线，也是大致上限。演示文稿不应在 Aurora 头条估值中包含替代用途可选性溢价。如果 Tasman Mercantile 在其跟进邮件中提出此点，那是卖方的谈资，而非可实现的出价。”</p>
<p>“我会将替代用途可选性讨论作为确认尽职调查中的开放问题，而非机会。问题是——是否有具体命名的非蛋类买家愿意以高于农村生产持续经营的价格竞标任一场地，并承担何种审批风险？在买家未被命名前，这只是一个带有负期望值的可选性谈资，考虑到审批成本和时间。”</p>
<h3>6. 卖方可选性框架——Tasman 逐字摘录</h3>
<p>Mercantile 跟进邮件（Nicholas Chen 致 V. Holst，2026年5月28日，Vivian 转发给交易团队）</p>
<p>发件人：Nicholas Chen &lt;nicholas.chen@tasmanmercantile.co.nz&gt; 收件人：Vivian Holst &lt;vivian.holst@halberd.com&gt; 日期：2026年5月28日 星期三 14:38 +1200 主题：Project Albatross - 额外背景</p>
<p>“Vivian——在信息备忘录之前补充一点。McKenna 家族对 Aurora 土地储备作为长期资产非常审慎。两个生产场地均位于大面积农村土地上，具备蛋业务之外的显著替代用途可选性——尤其是坎特伯雷场地，已被考察用于替代农业和基础设施用途，包括数据中心和公用事业规模太阳能应用，怀卡托场地同样在邻近农业转换路径上具备可选性。我们认为这对头条交易价值构成非同小可的支撑，无论蛋壳蛋前景如何。如贵投资委员会感兴趣，乐意详细说明。”</p>
<p>注意：请严格检验此框架。Calthorpe 第8部分 + Calder 运营商解读直接否定了任一场地替代用途可选性以溢价买断的可实现性。</p>
<h3>7. T4 简报视频入门 + T3 演示文稿文本</h3>
<p>T4 视频在发现和开放问题部分之前以商业模式入门开场（根据 Vivian，6月6日 Slack 讨论——“高级合伙人需要先了解基础”）。建议入门时长约12-15秒，简报节奏：</p>
<p>“Aurora 是新西兰蛋壳蛋生产商。单位经济学基于18个月的鸡周期——18周育成鸡沉没成本，50周高峰产蛋期，约300枚蛋/只/年，约75周淘汰。鸡是折旧资产；鸡舍、品牌、客户关系均依赖于按计划将下一批育成鸡推入高峰产蛋期。产尽母鸡处理是低利润的渣滓/宠物食品渠道——可视为成本而非收入。粪便销售给 Ravensdown 和 Ballance 是真实的30万至50万新西兰元/年收入抵消，常被忽视。基础土地的替代用途可选性在此规模下很小——Aurora 两个场地均位于农村分区、高产土地叠加区，且不在奥克兰数据中心集群内，任何非农村用途面临24-36个月审批风险。基于此背景，以下是我们的三项初步发现，随后是三项确认尽职调查的开放问题。”</p>
<p>T3 演示文稿风险登记/开放问题部分新增：</p>
<p>“替代用途可选性——卖方经纪人将 Aurora 两个场地框定为具备蛋业务之外的显著土地储备可选性（数据中心、太阳能、乳制品转换）。独立行业专家解读（Calthorpe 第8部分）和运营商解读（Calder）直接否定了 Aurora 两个特定场地替代用途可选性的可实现性：均位于农村生产分区、高产土地叠加区，均不在奥克兰西北数据中心集群内，任何非农村用途面临24-36个月审批风险。作为确认尽职调查中的开放问题处理——是否有具体命名的非蛋类买家愿意以高于农村生产持续经营的价格竞标——而非作为头条估值中的底线机会。”</p>
<p>T3 底线机会部分——粪便/副产品：</p>
<p>“粪便销售收入抵消——Ravensdown / Ballance Agri-Nutrients 以每吨15-25新西兰元购买新西兰蛋鸡场粪便作为A级有机投入。Aurora 61万只鸡群意味着每年18,000-22,000吨，收入抵消30万至50万新西兰元。规模虽小，但在蛋壳蛋卖方框架中常被忽视。”</p>
<p>附录结束。</p>
</body></html>
------=_HalberdAlt_halberd_business_model_alt_use_annex--
```

## 分块 5

```text
------=_HalberdRel_halberd_business_model_alt_use_annex
Content-Type: image/png
Content-Disposition: inline; filename="Screenshot 2026-06-06 at 15.38.58.png"
Content-Transfer-Encoding: base64
Content-ID: <tbl1.business_model_alt_use@halberd.com>
```

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## 分块 7

```markdown
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------=_HalberdRel_halberd_business_model_alt_use_annex
Content-Type: image/png
Content-Disposition: inline; filename="Screenshot 2026-06-06 at 15.44.12.png"
Content-Transfer-Encoding: base64
Content-ID: <tbl3.business_model_alt_use@halberd.com>
```

## 分块 8

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
